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1 Package:·axiom-databases1 Package:·axiom-databases
2 Source:·axiom2 Source:·axiom
3 Version:·20170501-123 Version:·20170501-12
4 Architecture:·all4 Architecture:·all
5 Maintainer:·Camm·Maguire·<camm@debian.org>5 Maintainer:·Camm·Maguire·<camm@debian.org>
6 Installed-Size:·113226 Installed-Size:·11323
7 Depends:·tex-common·(>=·6.13)7 Depends:·tex-common·(>=·6.13)
8 Section:·math8 Section:·math
9 Priority:·optional9 Priority:·optional
10 Description:·General·purpose·computer·algebra·system:·generated·text·databases10 Description:·General·purpose·computer·algebra·system:·generated·text·databases
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 (|MonomialExtensionTools|·F·UP)·
 3 ((|constructor|·(NIL·"Tools·for·handling·monomial·extensions."))·(|decompose|·(((|Record|·(|:|·|poly|·|#2|)·(|:|·|normal|·(|Fraction|·|#2|))·(|:|·|special|·(|Fraction|·|#2|)))·(|Fraction|·|#2|)·(|Mapping|·|#2|·|#2|))·"\\spad{decompose(f,·\\spad{D)}}·returns·\\spad{[p,n,s]}·such·that·\\spad{f·=·p+n+s},·all·the·squarefree·factors·of·\\spad{denom(n)}·are·normal·w.r.t.·\\spad{D,}·\\spad{denom(s)}·is·special·w.r.t.·\\spad{D,}·and·\\spad{n}·and·\\spad{s}·are·proper·fractions·(no·pole·at·infinity).·\\spad{D}·is·the·derivation·to·use."))·(|normalDenom|·((|#2|·(|Fraction|·|#2|)·(|Mapping|·|#2|·|#2|))·"\\spad{normalDenom(f,·\\spad{D)}}·returns·the·product·of·all·the·normal·factors·of·\\spad{denom(f)}.·\\spad{D}·is·the·derivation·to·use."))·(|splitSquarefree|·(((|Record|·(|:|·|normal|·(|Factored|·|#2|))·(|:|·|special|·(|Factored|·|#2|)))·|#2|·(|Mapping|·|#2|·|#2|))·"\\spad{splitSquarefree(p,·\\spad{D)}}·returns·\\spad{[n_1·\\spad{n_2\\^2}·\\spad{...}·n_m\\^m,·\\spad{s_1}·\\spad{s_2\\^2}·\\spad{...}·s_q\\^q]}·such·that·\\spad{p·=·\\spad{n_1}·\\spad{n_2\\^2}·\\spad{...}·n_m\\^m·\\spad{s_1}·\\spad{s_2\\^2}·\\spad{...}·s_q\\^q},·each·\\spad{n_i}·is·normal·w.r.t.·\\spad{D}·and·each·\\spad{s_i}·is·special·w.r.t·\\spad{D.}·\\spad{D}·is·the·derivation·to·use."))·(|split|·(((|Record|·(|:|·|normal|·|#2|)·(|:|·|special|·|#2|))·|#2|·(|Mapping|·|#2|·|#2|))·"\\spad{split(p,·\\spad{D)}}·returns·\\spad{[n,s]}·such·that·\\spad{p·=·\\spad{n}·\\spad{s},}·all·the·squarefree·factors·of·\\spad{n}·are·normal·w.r.t.·\\spad{D,}·and·\\spad{s}·is·special·w.r.t.·\\spad{D.}·\\spad{D}·is·the·derivation·to·use.")))·
2 (|XPolynomialsCat|·|vl|·R)· 
3 ((|constructor|·(NIL·"The·Category·of·polynomial·rings·with·non-commutative·variables.·The·coefficient·ring·may·be·non-commutative·too.·However·coefficients·commute·with·variables."))·(|trunc|·(($·$·(|NonNegativeInteger|))·"\\spad{trunc(p,n)}·returns·the·polynomial·\\spad{p}·truncated·at·order·\\spad{n}."))·(|degree|·(((|NonNegativeInteger|)·$)·"\\spad{degree(p)}·returns·the·degree·of·\\spad{p}.·\\indented{1}{Note·that·the·degree·of·a·word·is·its·length.}"))·(|maxdeg|·(((|OrderedFreeMonoid|·|#1|)·$)·"\\spad{maxdeg(p)}·returns·the·greatest·leading·word·in·the·support·of·\\spad{p}.")))· 
4 ((|noZeroDivisors|·|has|·|#2|·(ATTRIBUTE·|noZeroDivisors|))·(|leftUnitary|·.·T)·(|rightUnitary|·.·T)·(|unitsKnown|·.·T))· 
5 NIL·4 NIL·
6 (|PointCategory|·R)· 
7 ((|constructor|·(NIL·"PointCategory·is·the·category·of·points·in·space·which·may·be·plotted·via·the·graphics·facilities.·Functions·are·provided·for·defining·points·and·handling·elements·of·points."))·(|extend|·(($·$·(|List|·|#1|))·"\\spad{extend(x,l,r)}·\\undocumented"))·(|cross|·(($·$·$)·"\\spad{cross(p,q)}·computes·the·cross·product·of·the·two·points·\\spad{p}·and·\\spad{q}.·Error·if·the·\\spad{p}·and·\\spad{q}·are·not·3·dimensional"))·(|convert|·(($·(|List|·|#1|))·"\\spad{convert(l)}·takes·a·list·of·elements,·\\spad{l,}·from·the·domain·Ring·and·returns·the·form·of·point·category."))·(|dimension|·(((|PositiveInteger|)·$)·"\\spad{dimension(s)}·returns·the·dimension·of·the·point·category·\\spad{s.}"))·(|point|·(($·(|List|·|#1|))·"\\spad{point(l)}·returns·a·point·category·defined·by·a·list·\\spad{l}·of·elements·from·the·domain·\\spad{R.}")))· 
8 ((|shallowlyMutable|·.·T)·(|finiteAggregate|·.·T)·(|nil|·.·T))· 
9 NIL·5 NIL·
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11 ((|constructor|·(NIL·"A·set·\\spad{R}·is·PatternMatchable·over·\\spad{S}·if·elements·of·\\spad{R}·can·be·matched·to·patterns·over·\\spad{S.}"))·(|patternMatch|·(((|PatternMatchResult|·|#1|·$)·$·(|Pattern|·|#1|)·(|PatternMatchResult|·|#1|·$))·"\\spad{pattern[·...·truncated·by·diffoscope;·len:·281,·SHA:·21bd2271fb24602c41f15a93c041b699d71bc12b1332d464a619bfdb7863c96a·...·])·6 (|OppositeMonogenicLinearOperator|·P·R)·
 7 ((|constructor|·(NIL·"This·constructor·creates·the·\\spadtype{MonogenicLinearOperator}·domain·which·is·``opposite''·in·the·ring·sense·to·\\spad{P.}·That·is,·as·sets·\\spad{P·=·\\spad{$}}·but·\\spad{a·*·\\spad{b}}·in·\\spad{$}·is·equal·to·\\spad{b·*·a}·in·\\spad{P.}"))·(|po|·((|#1|·$)·"\\spad{po(q)}·creates·a·value·in·\\spad{P}·equal·to·\\spad{q}·in·\\spad{$.}"))·(|op|·(($·|#1|)·"\\spad{op(p)}·creates·a·value·in·\\$·equal·to·\\spad{p}·in·\\spad{P.}")))·
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 9 ((|HasCategory|·|#2|·(QUOTE·(|CommutativeRing|)))·(|HasCategory|·|#1|·(QUOTE·(|DifferentialRing|))))·
 10 (|ArcTrigonometricFunctionCategory|)·
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12 NIL·12 NIL·
13 NIL·13 NIL·
14 (|TexFormat|)· 
15 ((|constructor|·(NIL·"\\spadtype{TexFormat}·provides·a·coercion·from·\\spadtype{OutputForm}·to·\\TeX{}·format.·The·particular·dialect·of·\\TeX{}·used·is·\\LaTeX{}.·The·basic·object·consists·of·three·parts:·a·prologue,·a·tex·part·and·an·epilogue.·The·functio[·...·truncated·by·diffoscope;·len:·2584,·SHA:·927aac7d4cbccb6a99c6abfba4d7d3fbf8488cf15e7de32f89ca25ceddb38b35·...·])·14 (|OutputPackage|)·
 15 ((|constructor|·(NIL·"OutPackage·allows·pretty-printing·from·programs."))·(|outputList|·(((|Void|)·(|List|·(|Any|)))·"\\spad{outputList(l)}·displays·the·concatenated·components·of·the·list·\\spad{l}·on·the·``algebra·output''·stream,·as·defined·by·\\spadsyscom{set·output·algebra};·quotes·are·stripped·from·strings."))·(|output|·(((|Void|)·(|String|)·(|OutputForm|))·"\\spad{output(s,x)}·displays·the·string·\\spad{s}·followed·by·the·form·\\spad{x}·on·the·``algebra·output''·stream,·as·defined·by·\\spadsyscom{set·output·algebra}.")·(((|Void|)·(|OutputForm|))·"\\spad{output(x)}·displays·the·output·form·\\spad{x}·on·the·``algebra·output''·stream,·as·defined·by·\\spadsyscom{set·output·algebra}.")·(((|Void|)·(|String|))·"\\spad{output(s)}·displays·the·string·\\spad{s}·on·the·``algebra·output''·stream,·as·defined·by·\\spadsyscom{set·output·algebra}.")))·
16 NIL·16 NIL·
17 NIL·17 NIL·
 18 (|LinearOrdinaryDifferentialOperatorCategory|·A)·
 19 ((|constructor|·(NIL·"LinearOrdinaryDifferentialOperatorCategory·is·the·category·of·differential·operators·with·coefficients·in·a·ring·A·with·a·given·derivation.·\\blankline·Multiplication·of·operators·corresponds·to·functional·composition:\\br·\\spad{(L1}·*·L2).(f)·=·\\spad{L1}·\\spad{L2}·\\spad{f}"))·(|directSum|·(($·$·$)·"\\spad{directSum(a,b)}·computes·an·operator·\\spad{c}·of·minimal·order·such·that·the·nullspace·of·\\spad{c}·is·generated·by·all·the·sums·of·a·solution·of·\\spad{a}·by·a·solution·of·\\spad{b}."))·(|symmetricSquare|·(($·$)·"\\spad{symmetricSquare(a)}·computes·\\spad{symmetricProduct(a,a)}·using·a·more·efficient·method."))·(|symmetricPower|·(($·$·(|NonNegativeInteger|))·"\\spad{symmetricPower(a,n)}·computes·an·operator·\\spad{c}·of·minimal·order·such·that·the·nullspace·of·\\spad{c}·is·generated·by·all·the·products·of·\\spad{n}·solutions·of·\\spad{a}."))·(|symmetricProduct|·(($·$·$)·"\\spad{symmetricProduct(a,b)}·computes·an·operator·\\spad{c}·of·minimal·order·such·that·the·nullspace·of·\\spad{c}·is·generated·by·all·the·products·of·a·solution·of·\\spad{a}·by·a·solution·of·\\spad{b}."))·(|adjoint|·(($·$)·"\\spad{adjoint(a)}·returns·the·adjoint·operator·of·a."))·(D·(($)·"\\spad{D()}·provides·the·operator·corresponding·to·a·derivation·in·the·ring·\\spad{A}.")))·
 20 ((|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))·
18 (|Stack|·S)· 
19 ((|constructor|·(NIL·"Linked·List·implementation·of·a·Stack"))·(|member?|·(((|Boolean|)·|#1|·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·member?(3,a)"))·(|members|·(((|List|·|#1|)·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·members·a"))·(|parts|·(((|List|·|#1|)·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·parts·a"))·(|#|·(((|NonNegativeInteger|)·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·\\#a"))·(|count|·(((|NonNegativeInteger|)·|#1|·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·count(4,a)")·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·|#1|)·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·count(x+->(x>2),a)"))·(|any?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·any?(x+->(x=4),a)"))·(|every?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·every?(x+->(x=4),a)"))·(~=·(((|Boolean|)·$·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·b:=copy·a·\\spad{X}·(a~=b)"))·(=·(((|Boolean|)·$·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·b:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·(a=b)@Boolean"))·(|coerce|·(((|OutputForm|)·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·coerce·a"))·(|hash|·(((|SingleInteger|)·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·hash·a"))·(|latex|·(((|String|)·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·latex·a"))·(|map!|·(($·(|Mapping|·|#1|·|#1|)·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·map!(x+->x+10,a)·\\spad{X}·a"))·(|map|·(($·(|Mapping|·|#1|·|#1|)·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·map(x+->x+10,a)·\\spad{X}·a"))·(|eq?|·(((|Boolean|)·$·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·b:=copy·a·\\spad{X}·eq?(a,b)"))·(|copy|·(($·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·copy·a"))·(|sample|·(($)·"\\blankline·\\spad{X}·sample()$Stack(INT)"))·(|empty|·(($)·"\\blankline·\\spad{X}·b:=empty()$(Stack·INT)"))·(|empty?|·(((|Boolean|)·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·empty?·a"))·(|bag|·(($·(|List|·|#1|))·"\\blankline·\\spad{X}·bag([1,2,3,4,5])$Stack(INT)"))·(|size?|·(((|Boolean|)·$·(|NonNegativeInteger|))·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·size?(a,5)"))·(|more?|·(((|Boolean|)·$·(|NonNegativeInteger|))·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·more?(a,9)"))·(|less?|·(((|Boolean|)·$·(|NonNegativeInteger|))·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·less?(a,9)"))·(|depth|·(((|NonNegativeInteger|)·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·depth·a"))·(|top|·((|#1|·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·top·a"))·(|inspect|·((|#1|·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·inspect·a"))·(|insert!|·(($·|#1|·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·insert!(8,a)·\\spad{X}·a"))·(|push!|·((|#1|·|#1|·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·push!(9,a)·\\spad{X}·a"))·(|extract!|·((|#1|·$)·"\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·extract!·a·\\spad{X}·a"))·(|pop!|·((|#1|·$)·"\\spad{pop!·returns}·the·top·element·of·the·stack,·destructively·\\indented{1}{modifying·the·stack·to·remove·that·element.}·\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]·\\spad{X}·pop!·a·\\spad{X}·a"))·(|stack|·(($·(|List|·|#1|))·"\\spad{stack([x,y,...,z])}·creates·a·stack·with·first·(top)·\\indented{1}{element·\\spad{x,}·second·element·y,...,and·last·element·\\spad{z.}}·\\blankline·\\spad{X}·a:Stack·INT:=·stack·[1,2,3,4,5]")))· 
20 ((|finiteAggregate|·.·T)·(|shallowlyMutable|·.·T))· 
21 ((|HasCategory|·|#1|·(QUOTE·(|SetCategory|)))·(AND·(|HasCategory|·|#1|·(LIST·(QUOTE·|Evalable|)·(|devaluate|·|#1|)))·(|HasCategory|·|#1|·(QUOTE·(|SetCategory|)))))· 
22 (|ComplexRootFindingPackage|·R·UP)· 
23 ((|constructor|·(NIL·"\\spadtype{ComplexRootFindingPackage}·provides·functions·to·find·all·roots·of·a·polynomial·\\spad{p}·over·the·complex·number·by·using·Plesken's·idea·to·calculate·in·the·polynomial·ring·modulo·\\spad{f}·and·employing·the·Chinese·Remainder·Theorem.·In·this·first·version,·the·precision·(see·digits)·is·not·increased·when·this·is·necessary·to·avoid·rounding·errors.·Hence·it·is·the·user's·responsibility·to·increase·the·precision·if·necessary.·Note·also,·if·this·package·is·called·with,·for·example,·Fraction·Integer,·the·precise·calculations·could·require·a·lot·of·time.·Also·note·that·evaluating·the·zeros·is·not·necessarily·a·good·check·whether·the·result·is·correct:·already·evaluation·can·cause·rounding·errors."))·(|startPolynomial|·(((|Record|·(|:|·|start|·|#2|)·(|:|·|factors|·(|Factored|·|#2|)))·|#2|)·"\\spad{startPolynomial(p)}·uses·the·ideas·of·Schoenhage's·variant·of·Graeffe's·method·to·construct·circles·which·separate·roots·to·get·a·good·start·polynomial,·one·whose·image·under·the·Chinese·Remainder·Isomorphism·has·both·entries·of·norm·smaller·and·greater·or·equal·to·1.·In·case·the·roots·are·found·during·internal·calculations.·The·corresponding·factors·are·in·factors·which·are·otherwise·1."))·(|setErrorBound|·((|#1|·|#1|)·"\\spad{setErrorBound(eps)}·changes·the·internal·error·bound,·by·default·being·10·\\spad{**}·(-3)·to·eps,·if·\\spad{R}·is·a·member·in·the·category·\\spadtype{QuotientFieldCategory·Integer}.·The·internal·globalDigits·is·set·to·\\em·\\spad{ceiling(1/r)**2*10}·being·10**7·by·default."))·(|schwerpunkt|·(((|Complex|·|#1|)·|#2|)·"\\spad{schwerpunkt(p)}·determines·the·'Schwerpunkt'·of·the·roots·of·the·polynomial·\\spad{p}·of·degree·\\spad{n,}·the·center·of·gravity,·which·is·coeffient·of·\\spad{x**(n-1)}·divided·by·\\spad{n}·times·coefficient·of·\\spad{x**n}."))·(|rootRadius|·((|#1|·|#2|)·"\\spad{rootRadius(p)}·calculates·the·root·radius·of·\\spad{p}·with·a·maximal·error·quotient·of·1+globalEps,·where·globalEps·is·the·internal·error·bound,·which·can·be·set·by·setErrorBound.")·((|#1|·|#2|·|#1|)·"\\spad{rootRadius(p,errQuot)}·calculates·the·root·radius·of·\\spad{p}·with·a·maximal·error·quotient·of·errQuot."))·(|reciprocalPolynomial|·((|#2|·|#2|)·"\\spad{reciprocalPolynomial(p)}·calulates·a·polynomial·which·has·exactly·the·inverses·of·the·non-zero·roots·of·\\spad{p}·as·roots,·and·the·same·number·of·0-roots."))·(|pleskenSplit|·(((|Factored|·|#2|)·|#2|·|#1|)·"\\spad{pleskenSplit(poly,·eps)}·determines·a·start·polynomial·start·by·using·\"startPolynomial·then·it·increases·the·exponent·\\spad{n}·of·start·\\spad{**}·\\spad{n}·mod·\\spad{poly}·to·get·an·approximate·factor·of·poly,·in·general·of·degree·\"degree·\\spad{poly}·-1\".·Then·a·divisor·cascade·is·calculated·and·the·best·splitting·is·chosen,·as·soon·as·the·error·is·small·enough.")·(((|Factored|·|#2|)·|#2|·|#1|·(|Boolean|))·"\\spad{pleskenSplit(poly,eps,info)}·determines·a·start·polynomial·start·by·using·\"startPolynomial·then·it·increases·the·exponent·\\spad{n}·of·start·\\spad{**}·\\spad{n}·mod·\\spad{poly}·to·get·an·approximate·factor·of·poly,·in·general·of·degree·\"degree·\\spad{poly}·-1\".·Then·a·divisor·cascade·is·calculated·and·the·best·splitting·is·chosen,·as·soon·as·the·error·is·small·enough.·If·\\spad{info}·is·true,·then·information·messages·are·issued."))·(|norm|·((|#1|·|#2|)·"\\spad{norm(p)}·determines·sum·of·absolute·values·of·coefficients·Note·that·this·function·depends·on·abs."))·(|graeffe|·((|#2|·|#2|)·"\\spad{graeffe·\\spad{p}}·determines·\\spad{q}·such·that·\\spad{q(-z**2)·=·p(z)*p(-z)}.·Note·that·the·roots·of·\\spad{q}·are·the·squares·of·the·roots·of·\\spad{p.}"))·(|factor|·(((|Factored|·|#2|)·|#2|)·"\\spad{factor(p)}·tries·to·factor·\\spad{p}·into·linear·factors·with·error·atmost·globalEps,·the·internal·error·bound,·which·can·be·set·by·setErrorBound.·An·overall·error·bound·\\spad{eps0}·is·determined·and·iterated·tree-like·calls·to·pleskenSplit·are·used·to·get·the·factorization.")·(((|Factored|·|#2|)·|#2|·|#1|)·"\\spad{factor(p,·eps)}·tries·to·factor·\\spad{p}·into·linear·factors·with·error·atmost·eps.·An·overall·error·bound·\\spad{eps0}·is·determined·and·iterated·tree-like·calls·to·pleskenSplit·are·used·to·get·the·factorization.")·(((|Factored|·|#2|)·|#2|·|#1|·(|Boolean|))·"\\spad{factor(p,·eps,·info)}·tries·to·factor·\\spad{p}·into·linear·factors·with·error·atmost·eps.·An·overall·error·bound·\\spad{eps0}·is·determined·and·iterated·tree-like·calls·to·pleskenSplit·are·used·to·get·the·factorization.·If·info·is·true,·then·information·messages·are·given."))·(|divisorCascade|·(((|List|·(|Record|·(|:|·|factors|·(|List|·|#2|))·(|:|·|error|·|#1|)))·|#2|·|#2|)·"\\spad{divisorCascade(p,tp)}·assumes·that·degree·of·polynomial·\\spad{tp}·is·smaller·than·degree·of·polynomial·\\spad{p,}·both·monic.·A·sequence·of·divisions·is·calculated·using·the·remainder,·made·monic,·as·divisor·for·the·the·next·division.·The·result·contains·also·the·error·of·the·factorizations,·the·norm·of·the·remainder·polynomial.")·(((|List|·(|Record|·(|:|·|factors|·(|List|·|#2|))·(|:|·|error|·|#1|)))·|#2|·|#2|·(|Boolean|))·"\\spad{divisorCascade(p,tp)}·assumes·that·degree·of·polynomial·\\spad{tp}·is·smaller·than·degree·of·polynomial·\\spad{p,}·both·monic.·A·sequence·of·divisions·are·calculated·using·the·remainder,·made·monic,·as·divisor·for·the·the·next·division.·The·result·contains·also·the·error·of·the·factorizations,·the·norm·of·the·remainder·polynomial.·If·info·is·true,·then·information·messages·are·issued."))·(|complexZeros|·(((|List|·(|Complex|·|#1|))·|#2|·|#1|)·"\\spad{complexZeros(p,·eps)}·tries·to·determine·all·complex·zeros·of·the·polynomial·\\spad{p}·with·accuracy·given·by·eps.")·(((|List|·(|Complex|·|#1|))·|#2|)·"\\spad{complexZeros(p)}·tries·to·determine·all·complex·zeros·of·the·polynomial·\\spad{p}·with·accuracy·given·by·the·package·constant·globalEps·which·you·may·change·by·setErrorBound.")))· 
24 NIL·21 NIL·
 22 (|OpenMathError|)·
 23 ((|constructor|·(NIL·"\\spadtype{OpenMathError}·is·the·domain·of·OpenMath·errors."))·(|omError|·(($·(|OpenMathErrorKind|)·(|List|·(|Symbol|)))·"\\spad{omError(k,l)}·creates·an·instance·of·OpenMathError."))·(|errorInfo|·(((|List|·(|Symbol|))·$)·"\\spad{errorInfo(u)}·returns·information·about·the·error·u."))·(|errorKind|·(((|OpenMathErrorKind|)·$)·"\\spad{errorKind(u)}·returns·the·type·of·error·which·\\spad{u}·represents.")))·
25 NIL·24 NIL·
26 (|CartesianTensorFunctions2|·|minix|·|dim|·S·T$)· 
27 ((|constructor|·(NIL·"This·package·provides·functions·to·enable·conversion·of·tensors·given·conversion·of·the·components."))·(|map|·(((|CartesianTensor|·|#1|·|#2|·|#4|)·(|Mapping|·|#4|·|#3|)·(|CartesianTensor|·|#1|·|#2|·|#3|))·"\\spad{map(f,ts)}·does·a·componentwise·conversion·of·the·tensor·\\spad{ts}·to·a·tensor·with·components·of·type·\\spad{T.}"))·(|reshape|·(((|CartesianTensor|·|#1|·|#2|·|#4|)·(|List|·|#4|)·(|CartesianTensor|·|#1|·|#2|·|#3|))·"\\spad{reshape(lt,ts)}·organizes·the·list·of·components·\\spad{lt}·into·a·tensor·with·the·same·shape·as·\\spad{ts.}")))· 
28 NIL·25 NIL·
 26 (|Switch|)·
 27 ((|constructor|·(NIL·"This·domain·builds·representations·of·boolean·expressions·for·use·with·the·\\axiomType{FortranCode}·domain."))·(NOT·(($·$)·"\\spad{NOT(x)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{\\~~x}.")·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{NOT(x)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{\\~~x}."))·(AND·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{AND(x,y)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{x·and·\\spad{y}.}"))·(EQ·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{EQ(x,y)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{x·=·\\spad{y}.}"))·(OR·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{OR(x,y)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{x·or·\\spad{y}.}"))·(GE·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{GE(x,y)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{x>=y}."))·(LE·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{LE(x,y)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{x<=y}."))·(GT·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{GT(x,y)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{x>y}."))·(LT·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{LT(x,y)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{x<y}."))·(|coerce|·(($·(|Symbol|))·"\\spad{coerce(s)}·is·not·documented")))·
29 NIL·28 NIL·
30 (|Divisor|·S)· 
31 ((|constructor|·(NIL·"The·following·is·part·of·the·PAFF·package")))· 
32 ((|leftUnitary|·.·T)·(|rightUnitary|·.·T))· 
33 ((|HasCategory|·(|Integer|)·(QUOTE·(|OrderedAbelianMonoid|))))· 
34 (|RandomIntegerDistributions|)· 
35 ((|constructor|·(NIL·"This·package·exports·integer·distributions"))·(|ridHack1|·(((|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|))·"\\spad{ridHack1(i,j,k,l)}·\\undocumented"))·(|geometric|·(((|Mapping|·(|Integer|))·|RationalNumber|)·"\\spad{geometric(f)}·\\undocumented"))·(|poisson|·(((|Mapping|·(|Integer|))·|RationalNumber|)·"\\spad{poisson(f)}·\\undocumented"))·(|binomial|·(((|Mapping|·(|Integer|))·(|Integer|)·|RationalNumber|)·"\\spad{binomial(n,f)}·\\undocumented"))·(|uniform|·(((|Mapping|·(|Integer|))·(|Segment|·(|Integer|)))·"\\spad{uniform(s)}·as·\\indented{4}{l·+·\\spad{u0}·+·\\spad{w*u1}·+·\\spad{w**2*u2}·+...+·\\spad{w**(n-1)*u-1}·+·w**n*m}·where·\\indented{4}{s·=·a..b}·\\indented{4}{l·=·min(a,b)}·\\indented{4}{m·=·abs(b-a)·+·1}·\\indented{4}{w**n·<·\\spad{m}·<·w**(n+1)}·\\indented{4}{u0,...,un-1\\space{2}are·uniform·on\\space{2}0..w-1}·\\indented{4}{m\\space{12}is\\space{2}uniform·on\\space{2}0..(m·quo·w**n)-1}")))· 
36 NIL·29 NIL·
 30 (|SimpleAlgebraicExtension|·R·UP·M)·
 31 ((|constructor|·(NIL·"Algebraic·extension·of·a·ring·by·a·single·polynomial.·Domain·which·represents·simple·algebraic·extensions·of·arbitrary·rings.·The·first·argument·to·the·domain,·\\spad{R,}·is·the·underlying·ring,·the·second·argument·is·a·domain·of·univariate·polynomials·over·\\spad{K,}·while·the·last·argument·specifies·the·defining·minimal·polynomial.·The·elements·of·the·domain·are·canonically·represented·as·polynomials·of·degree·less·than·that·of·the·minimal·polynomial·with·coefficients·in·\\spad{R.}·The·second·argument·is·both·the·type·of·the·third·argument·and·the·underlying·representation·used·by·\\spadtype{SAE}·itself.")))·
 32 ((|noZeroDivisors|·|has|·|#1|·(|Field|))·(|canonicalUnitNormal|·|has|·|#1|·(|Field|))·(|canonicalsClosed|·|has|·|#1|·(|Field|))·((|commutative|·"*")·.·T)·(|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))·
 33 ((|HasCategory|·|#1|·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·|#1|·(QUOTE·(|CharacteristicZero|)))·(|HasCategory|·|#1|·(QUOTE·(|FiniteFieldCategory|)))·(|HasCategory|·|#1|·(QUOTE·(|Field|)))·(OR·(|HasCategory|·|#1|·(QUOTE·(|Field|)))·(|HasCategory|·|#1|·(QUOTE·(|FiniteFieldCategory|))))·(|HasCategory|·|#1|·(QUOTE·(|Finite|)))·(|HasCategory|·|#1|·(LIST·(QUOTE·|LinearlyExplicitRingOver|)·(QUOTE·(|Integer|))))·(|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(AND·(|HasCategory|·|#1|·(LIST·(QUOTE·|PartialDifferentialRing|)·(QUOTE·(|Symbol|))))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))·(OR·(AND·(|HasCategory|·|#1|·(LIST·(QUOTE·|PartialDifferentialRing|)·(QUOTE·(|Symbol|))))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))·(AND·(|HasCategory|·|#1|·(LIST·(QUOTE·|PartialDifferentialRing|)·(QUOTE·(|Symbol|))))·(|HasCategory|·|#1|·(QUOTE·(|FiniteFieldCategory|)))))·(OR·(|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))·(AND·(|HasCategory|·|#1|·(QUOTE·(|DifferentialRing|)))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))·(OR·(AND·(|HasCategory|·|#1|·(QUOTE·(|DifferentialRing|)))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))·(|HasCategory|·|#1|·(QUOTE·(|FiniteFieldCategory|)))))·
 34 (|MachineComplex|)·
 35 ((|constructor|·(NIL·"A·domain·which·models·the·complex·number·representation·used·by·machines·in·the·AXIOM-NAG·link."))·(|coerce|·(((|Complex|·(|Float|))·$)·"\\spad{coerce(u)}·transforms·\\spad{u}·into·a·COmplex·Float")·(($·(|Complex|·(|MachineInteger|)))·"\\spad{coerce(u)}·transforms·\\spad{u}·into·a·MachineComplex")·(($·(|Complex|·(|MachineFloat|)))·"\\spad{coerce(u)}·transforms·\\spad{u}·into·a·MachineComplex")·(($·(|Complex|·(|Integer|)))·"\\spad{coerce(u)}·transforms·\\spad{u}·into·a·MachineComplex")·(($·(|Complex|·(|Float|)))·"\\spad{coerce(u)}·transforms·\\spad{u}·into·a·MachineComplex")))·
 36 ((|noZeroDivisors|·.·T)·(|canonicalUnitNormal|·|has|·(|MachineFloat|)·(|Field|))·(|canonicalsClosed|·|has|·(|MachineFloat|)·(|Field|))·(|complex|·.·T)·(|multiplicativeValuation|·|has|·(|MachineFloat|)·(ATTRIBUTE·|multiplicativeValuation|))·(|additiveValuation|·|has|·(|MachineFloat|)·(ATTRIBUTE·|additiveValuation|))·((|commutative|·"*")·.·T)·(|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))·
 37 ((|HasCategory|·(|MachineFloat|)·(QUOTE·(|CharacteristicZero|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|LinearlyExplicitRingOver|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Finite|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|)))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|PartialDifferentialRing|)·(QUOTE·(|Symbol|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|DifferentialRing|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|FiniteFieldCategory|)))·(OR·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|FiniteFieldCategory|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|Eltable|)·(QUOTE·(|MachineFloat|))·(QUOTE·(|MachineFloat|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|Evalable|)·(QUOTE·(|MachineFloat|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|InnerEvalable|)·(QUOTE·(|Symbol|))·(QUOTE·(|MachineFloat|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|PatternMatchable|)·(QUOTE·(|Float|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|PatternMatchable|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|ConvertibleTo|)·(LIST·(QUOTE·|Pattern|)·(QUOTE·(|Integer|)))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|ConvertibleTo|)·(LIST·(QUOTE·|Pattern|)·(QUOTE·(|Float|)))))·(OR·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|FiniteFieldCategory|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|ConvertibleTo|)·(QUOTE·(|InputForm|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|RealConstant|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|TranscendentalFunctionCategory|)))·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|RadicalCategory|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|TranscendentalFunctionCategory|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|IntegerNumberSystem|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|RealNumberSystem|)))·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|RealNumberSystem|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|TranscendentalFunctionCategory|))))·(OR·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|)))·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|DifferentialRing|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|))))·(AND·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|PartialDifferentialRing|)·(QUOTE·(|Symbol|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|OrderedSet|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|IntegralDomain|)))·(|HasAttribute|·(|MachineFloat|)·(QUOTE·|multiplicativeValuation|))·(|HasAttribute|·(|MachineFloat|)·(QUOTE·|additiveValuation|))·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(OR·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|)))·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|FiniteFieldCategory|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|)))))·(OR·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|FiniteFieldCategory|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|)))))·(OR·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|))))·(OR·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|IntegralDomain|))))·(OR·(AND·(|HasCategory|·$·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|CharacteristicNonZero|))))·(OR·(AND·(|HasCategory|·$·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|FiniteFieldCategory|)))))·
 38 (|RationalFunctionDefiniteIntegration|·R)·
 39 ((|constructor|·(NIL·"Definite·integration·of·rational·functions.·\\spadtype{RationalFunctionDefiniteIntegration}·provides·functions·to·compute·definite·integrals·of·rational·functions."))·(|integrate|·(((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Fraction|·(|Polynomial|·|#1|))))·(|String|))·"\\spad{integrate(f,·\\spad{x}·=·a..b,·\"noPole\")}·returns·the·integral·of·\\spad{f(x)dx}·from·a·to·\\spad{b.}·If·it·is·not·possible·to·check·whether·\\spad{f}·has·a·pole·for·\\spad{x}·between·a·and·\\spad{b}·(because·of·parameters),·then·this·function·will·assume·that·\\spad{f}·has·no·such·pole.·Error:·if·\\spad{f}·has·a·pole·for·\\spad{x}·between·a·and·\\spad{b}·or·if·the·last·argument·is·not·\"noPole\".")·(((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Fraction|·(|Polynomial|·|#1|)))))·"\\spad{integrate(f,·\\spad{x}·=·a..b)}·returns·the·integral·of·\\spad{f(x)dx}·from·a·to·\\spad{b.}·Error:·if·\\spad{f}·has·a·pole·for·\\spad{x}·between·a·and·\\spad{b.}")·(((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|String|))·"\\spad{integrate(f,·\\spad{x}·=·a..b,·\"noPole\")}·returns·the·integral·of·\\spad{f(x)dx}·from·a·to·\\spad{b.}·If·it·is·not·possible·to·check·whether·\\spad{f}·has·a·pole·for·\\spad{x}·between·a·and·\\spad{b}·(because·of·parameters),·then·this·function·will·assume·that·\\spad{f}·has·no·such·pole.·Error:·if·\\spad{f}·has·a·pole·for·\\spad{x}·between·a·and·\\spad{b}·or·if·the·last·argument·is·not·\"noPole\".")·(((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Expression|·|#1|))))·"\\spad{integrate(f,·\\spad{x}·=·a..b)}·returns·the·integral·of·\\spad{f(x)dx}·from·a·to·\\spad{b.}·Error:·if·\\spad{f}·has·a·pole·for·\\spad{x}·between·a·and·\\spad{b.}")))·
37 NIL·40 NIL·
38 (|Any|)· 
39 ((|constructor|·(NIL·"\\spadtype{Any}·implements·a·type·that·packages·up·objects·and·their·types·in·objects·of·\\spadtype{Any}.·Roughly·speaking·that·means·that·if·\\spad{s·:·\\spad{S}}·then·when·converted·to·\\spadtype{Any},·the·new·object·will·include·both·the·original·object·and·its·type.·This·is·a·way·of·converting·arbitrary·objects·into·a·single·type·without·losing·any·of·the·original·information.·Any·object·can·be·converted·to·one·of·\\spadtype{Any}."))·(|showTypeInOutput|·(((|String|)·(|Boolean|))·"\\spad{showTypeInOutput(bool)}·affects·the·way·objects·of·\\indented{1}{\\spadtype{Any}·are·displayed.·If·\\spad{bool}·is·true}·\\indented{1}{then·the·type·of·the·original·object·that·was·converted}·\\indented{1}{to·\\spadtype{Any}·will·be·printed.·If·\\spad{bool}·is}·\\indented{1}{false,·it·will·not·be·printed.}·\\blankline·\\spad{X}·u:=[1,7.2,3/2,x**2,\"wally\"]·\\spad{X}·showTypeInOutput(true)·\\spad{X}·\\spad{u}"))·(|obj|·(((|None|)·$)·"\\spad{obj(a)}·essentially·returns·the·original·object·that·was·converted·to·\\spadtype{Any}·except·that·the·type·is·forced·to·be·\\spadtype{None}."))·(|dom|·(((|SExpression|)·$)·"\\spad{dom(a)}·returns·a·\\spadgloss{LISP}·form·of·the·type·of·the·original·object·that·was·converted·to·\\spadtype{Any}."))·(|objectOf|·(((|OutputForm|)·$)·"\\spad{objectOf(a)}·returns·a·printable·form·of·the·original·object·that·was·converted·to·\\spadtype{Any}."))·(|domainOf|·(((|OutputForm|)·$)·"\\spad{domainOf(a)}·returns·a·printable·form·of·the·type·of·the·original·object·that·was·converted·to·\\spadtype{Any}."))·(|any|·(($·(|SExpression|)·(|None|))·"\\spad{any(type,object)}·is·a·technical·function·for·creating·an·\\spad{object}·of·\\spadtype{Any}.·Arugment·\\spad{type}·is·a·\\spadgloss{LISP}·form·for·the·\\spad{type}·of·\\spad{object}.")))· 
40 NIL·41 NIL·
 42 (|NumericalIntegrationProblem|)·
 43 ((|constructor|·(NIL·"\\axiomType{NumericalIntegrationProblem}·is·a·\\axiom{domain}·for·the·representation·of·Numerical·Integration·problems·for·use·by·ANNA.·\\blankline·The·representation·is·a·Union·of·two·record·types·-·one·for·integration·of·a·function·of·one·variable:·\\blankline·\\axiomType{Record}(var:\\axiomType{Symbol},\\br·fn:\\axiomType{Expression·DoubleFloat},\\br·range:\\axiomType{Segment·OrderedCompletion·DoubleFloat},\\br·abserr:\\axiomType{DoubleFloat},\\br·relerr:\\axiomType{DoubleFloat},)·\\blankline·and·one·for·multivariate·integration:·\\blankline·\\axiomType{Record}(fn:\\axiomType{Expression·DoubleFloat},\\br·range:\\axiomType{List·Segment·OrderedCompletion·DoubleFloat},\\br·abserr:\\axiomType{DoubleFloat},\\br·relerr:\\axiomType{DoubleFloat},)."))·(|retract|·(((|Union|·(|:|·|nia|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|mdnia|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))))·$)·"\\spad{retract(x)}·is·not·documented"))·(|coerce|·(((|OutputForm|)·$)·"\\spad{coerce(x)}·is·not·documented")·(($·(|Union|·(|:|·|nia|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|mdnia|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))))·"\\spad{coerce(x)}·is·not·documented")·(($·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·"\\spad{coerce(x)}·is·not·documented")·(($·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·"\\spad{coerce(x)}·is·not·documented")))·
41 NIL·44 NIL·
42 (|QueryEquation|)· 
43 ((|constructor|·(NIL·"This·domain·implements·simple·database·queries"))·(|value|·(((|String|)·$)·"\\spad{value(q)}·returns·the·value·(right·hand·side)·of·\\axiom{q}."))·(|variable|·(((|Symbol|)·$)·"\\spad{variable(q)}·returns·the·variable·(left·hand·side)·of·\\axiom{q}."))·(|equation|·(($·(|Symbol|)·(|String|))·"\\spad{equation(s,\"a\")}·creates·a·new·equation.")))· 
44 NIL·45 NIL·
 46 (|ExpertSystemContinuityPackage1|·A·B)·
 47 ((|constructor|·(NIL·"\\spad{ExpertSystemContinuityPackage1}·exports·a·function·to·check·range·inclusion"))·(|in?|·(((|Boolean|)·(|DoubleFloat|))·"\\spad{in?(p)}·tests·whether·point·\\spad{p}·is·internal·to·the·range·[\\spad{A..B}]")))·
45 NIL·48 NIL·
46 (|PseudoAlgebraicClosureOfFiniteFieldCategory|)· 
47 ((|constructor|·(NIL·"This·category·exports·the·function·for·the·domain·PseudoAlgebraicClosureOfFiniteField·which·implement·dynamic·extension·using·the·simple·notion·of·tower·extensions.·A·tower·extension·\\spad{T}·of·the·ground·field·\\spad{K}·is·any·sequence·of·field·extension·\\spad{(T}·:·K_0,·K_1,·...,·K_i...,K_n)·where·\\spad{K_0}·=·\\spad{K}·and·for·\\spad{i}·=1,2,...,n,·K_i·is·an·extension·of·K_{i-1}·of·degree·>·1·and·defined·by·an·irreducible·polynomial·p(Z)·in·K_{i-1}.·Two·towers·(T_1:·K_01,·K_11,...,K_i1,...,K_n1)·and·(T_2:·K_02,·K_12,...,K_i2,...,K_n2)·are·said·to·be·related·if·\\spad{T_1}·\\spad{<=}·\\spad{T_2}·(or·\\spad{T_1}·\\spad{>=}·T_2),·that·is·if·\\spad{K_i1}·=·\\spad{K_i2}·for·\\spad{i=1,2,...,n1}·(or·i=1,2,...,n2).·Any·algebraic·operations·defined·for·several·elements·are·only·defined·if·all·of·the·concerned·elements·are·comming·from·a·set·of·related·tour·extensions.")))· 
48 ((|canonicalsClosed|·.·T)·(|canonicalUnitNormal|·.·T)·(|noZeroDivisors|·.·T)·((|commutative|·"*")·.·T)·(|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))· 
49 NIL·49 NIL·
50 (|IndexedDirectProductCategory|·A·S)· 
51 ((|constructor|·(NIL·"This·category·represents·the·direct·product·of·some·set·with·respect·to·an·ordered·indexing·set."))·(|reductum|·(($·$)·"\\spad{reductum(z)}·returns·a·new·element·created·by·removing·the·leading·coefficient/support·pair·from·the·element[·...·truncated·by·diffoscope;·len:·780,·SHA:·6eee0cebea8ae8effca01b88bf53255fbd14fc8c2c052dd9264fba9b8406cebf·...·])·50 (|NonNegativeInteger|)·
 51 ((|constructor|·(NIL·"\\spadtype{NonNegativeInteger}·provides·functions·for·non·negative·integers."))·(|qcoerce|·(($·(|Integer|))·"\\spad{qcoerce(n)}·coerces·\\spad{n}·to·\\spad{\\%}·trusting·that·\\spad{n}·is·nonnegative"))·(|random|·(($·$)·"\\spad{random(n)}·returns·a·random·integer·from·0·to·\\spad{n-1}."))·(|shift|·(($·$·(|Integer|))·"\\spad{shift(a,·i)}·shift·\\spad{a}·by·\\spad{i}·bits."))·(|exquo|·(((|Union|·$·"failed")·$·$)·"\\spad{exquo(a,b)}·returns·the·quotient·of·\\spad{a}·and·\\spad{b,}·or·\"failed\"·if·\\spad{b}·is·zero·or·\\spad{a}·rem·\\spad{b}·is·zero."))·(|divide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·"\\spad{divide(a,·\\spad{b)}}·returns·a·record·containing·both·remainder·and·quotient."))·(|gcd|·(($·$·$)·"\\spad{gcd(a,·\\spad{b)}}·computes·the·greatest·common·divisor·of·two·\\indented{1}{non·negative·integers·\\spad{a}·and·\\spad{b.}}·\\blankline·\\spad{X}·gcd(2415,945)·\\spad{X}·gcd(945,2415)·\\spad{X}·gcd(2415,0)·\\spad{X}·gcd(0,945)·\\spad{X}·gcd(15,15)·\\spad{X}·gcd(0,0)"))·(|rem|·(($·$·$)·"\\spad{a·rem·\\spad{b}}·returns·the·remainder·of·\\spad{a}·and·\\spad{b.}"))·(|quo|·(($·$·$)·"\\spad{a·quo·\\spad{b}}·returns·the·quotient·of·\\spad{a}·and·\\spad{b,}·forgetting·the·remainder.")))·
52 NIL·52 NIL·
53 NIL·53 NIL·
54 (|DesingTree|·S)· 
55 ((|constructor|·(NIL·"This·category·is·part·of·the·PAFF·package"))·(|fullOutput|·(((|Boolean|))·"\\spad{fullOutput·returns}·the·value·of·the·flag·set·by·fullOutput(b).")·(((|Boolean|)·(|Boolean|))·"\\spad{fullOutput(b)}·sets·a·flag·such·that·when·true,·a·coerce·to·OutputForm·yields·the·full·output·of·\\spad{tr,}·otherwise·encode(tr)·is·output·(see·encode·function).·The·default·is·false."))·(|fullOut|·(((|OutputForm|)·$)·"\\spad{fullOut(tr)}·yields·a·full·output·of·\\spad{tr}·(see·function·fullOutput)."))·(|encode|·(((|String|)·$)·"\\spad{encode(t)}·returns·a·string·indicating·the·\"shape\"·of·the·tree")))· 
56 ((|finiteAggregate|·.·T)·(|shallowlyMutable|·.·T))· 
57 ((|HasCategory|·|#1|·(QUOTE·(|SetCategory|)))·(AND·(|HasCategory|·|#1|·(LIST·(QUOTE·|Evalable|)·(|devaluate|·|#1|)))·(|HasCategory|·|#1|·(QUOTE·(|SetCategory|)))))· 
58 (|InnerTrigonometricManipulations|·R·F·FG)· 
59 ((|constructor|·(NIL·"This·package·provides·transformations·from·trigonometric·functions·to·exponentials·and·logarithms,·and·back.·\\spad{F}·and·\\spad{FG}·should·be·the·same·type·of·function·space."))·(|trigs2explogs|·((|#3|·|#3|·(|List|·(|Kernel|·|#3|))·([·...·truncated·by·diffoscope;·len:·948,·SHA:·371223320d742267693573dd0631df016c9b7ae169b4ddc9f47eb32fe59e2748·...·])·54 (|HexadecimalExpansion|)·
 55 ((|constructor|·(NIL·"This·domain·allows·rational·numbers·to·be·presented·as·repeating·hexadecimal·expansions."))·(|toint|·(((|Integer|)·(|String|))·"\\spad{toint(s)}·converts·a·hex·string·to·integer·\\blankline·\\spad{X}·toint(\"FE\")·\\spad{X}·toint(\"BFD25E8C\")"))·(|hex|·(($·(|Fraction|·(|Integer|)))·"\\spad{hex(r)}·converts·a·rational·number·to·a·hexadecimal·expansion."))·(|fractionPart|·(((|Fraction|·(|Integer|))·$)·"\\spad{fractionPart(h)}·returns·the·fractional·part·of·a·hexadecimal·expansion"))·(|coerce|·(((|RadixExpansion|·16)·$)·"\\spad{coerce(h)}·converts·a·hexadecimal·expansion·to·a·radix·expansion·with·base·16.")·(((|Fraction|·(|Integer|))·$)·"\\spad{coerce(h)}·converts·a·hexadecimal·expansion·to·a·rational·number.")))·
 56 ((|canonicalsClosed|·.·T)·(|canonicalUnitNormal|·.·T)·(|noZeroDivisors|·.·T)·((|commutative|·"*")·.·T)·(|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))·
 57 ((|HasCategory|·(|Integer|)·(QUOTE·(|PolynomialFactorizationExplicit|)))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Symbol|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|CharacteristicZero|)))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|ConvertibleTo|)·(QUOTE·(|InputForm|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|RealConstant|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|OrderedIntegralDomain|)))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|StepThrough|)))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|PatternMatchable|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|PatternMatchable|)·(QUOTE·(|Float|))))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|ConvertibleTo|)·(LIST·(QUOTE·|Pattern|)·(QUOTE·(|Float|)))))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|ConvertibleTo|)·(LIST·(QUOTE·|Pattern|)·(QUOTE·(|Integer|)))))·(|HasCategory|·(|Integer|)·(QUOTE·(|DifferentialRing|)))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|PartialDifferentialRing|)·(QUOTE·(|Symbol|))))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|InnerEvalable|)·(QUOTE·(|Symbol|))·(QUOTE·(|Integer|))))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|Evalable|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|Eltable|)·(QUOTE·(|Integer|))·(QUOTE·(|Integer|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|IntegerNumberSystem|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|OrderedSet|)))·(OR·(|HasCategory|·(|Integer|)·(QUOTE·(|OrderedIntegralDomain|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|OrderedSet|))))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|LinearlyExplicitRingOver|)·(QUOTE·(|Integer|))))·(AND·(|HasCategory|·$·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(OR·(AND·(|HasCategory|·$·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|CharacteristicNonZero|)))))·
 58 (|NagEigenPackage|)·
 59 ((|constructor|·(NIL·"This·package·uses·the·NAG·Library·to·compute\\br·\\tab{5}eigenvalues·and·eigenvectors·of·a·matrix\\br·\\tab{5}·eigenvalues·and·eigenvectors·of·generalized·matrix·eigenvalue·problems\\br·\\tab{5}singular·values·and·singular·vectors·of·a·matrix."))·(|f02xef|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|Complex|·(|DoubleFloat|)))·(|Matrix|·(|Complex|·(|DoubleFloat|)))·(|Integer|))·"\\spad{f02xef(m,n,lda,ncolb,ldb,wantq,ldq,wantp,ldph,a,b,ifail)}·returns·all,·or·part,·of·the·singular·value·decomposition·of·a·general·complex·matrix.·See·\\downlink{Manual·Page}{manpageXXf02xef}."))·(|f02wef|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02wef(m,n,lda,ncolb,ldb,wantq,ldq,wantp,ldpt,a,b,ifail)}·returns·all,·or·part,·of·the·singular·value·decomposition·of·a·general·real·matrix.·See·\\downlink{Manual·Page}{manpageXXf02wef}."))·(|f02fjf|·(((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp27|·DOT)))·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp28|·IMAGE)))·(|FileName|))·"f02fjf(n,k,tol,novecs,nrx,lwork,lrwork,·\\indented{7}{liwork,m,noits,x,ifail,dot,image,monit)}·finds·eigenvalues·of·a·real·sparse·symmetric·or·generalized·symmetric·eigenvalue·problem.·See·\\downlink{Manual·Page}{manpageXXf02fjf}.")·(((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp27|·DOT)))·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp28|·IMAGE))))·"f02fjf(n,k,tol,novecs,nrx,lwork,lrwork,·\\indented{7}{liwork,m,noits,x,ifail,dot,image)}·finds·eigenvalues·of·a·real·sparse·symmetric·or·generalized·symmetric·eigenvalue·problem.·See·\\downlink{Manual·Page}{manpageXXf02fjf}."))·(|f02bjf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02bjf(n,ia,ib,eps1,matv,iv,a,b,ifail)}·calculates·all·the·eigenvalues·and,·if·required,·all·the·eigenvectors·of·the·generalized·eigenproblem·Ax=(lambda)Bx·where·A·and·\\spad{B}·are·real,·square·matrices,·using·the·\\spad{QZ}·algorithm.·See·\\downlink{Manual·Page}{manpageXXf02bjf}."))·(|f02bbf|·(((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02bbf(ia,n,alb,ub,m,iv,a,ifail)}·calculates·selected·eigenvalues·of·a·real·symmetric·matrix·by·reduction·to·tridiagonal·form,·bisection·and·inverse·iteration,·where·the·selected·eigenvalues·lie·within·a·given·interval.·See·\\downlink{Manual·Page}{manpageXXf02bbf}."))·(|f02axf|·(((|Result|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|))·"\\spad{f02axf(ar,iar,ai,iai,n,ivr,ivi,ifail)}·calculates·all·the·eigenvalues·of·a·complex·Hermitian·matrix.·See·\\downlink{Manual·Page}{manpageXXf02axf}."))·(|f02awf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02awf(iar,iai,n,ar,ai,ifail)}·calculates·all·the·eigenvalues·of·a·complex·Hermitian·matrix.·See·\\downlink{Manual·Page}{manpageXXf02awf}."))·(|f02akf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02akf(iar,iai,n,ivr,ivi,ar,ai,ifail)}·calculates·all·the·eigenvalues·of·a·complex·matrix.·See·\\downlink{Manual·Page}{manpageXXf02akf}."))·(|f02ajf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02ajf(iar,iai,n,ar,ai,ifail)}·calculates·all·the·eigenvalue.·See·\\downlink{Manual·Page}{manpageXXf02ajf}."))·(|f02agf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02agf(ia,n,ivr,ivi,a,ifail)}·calculates·all·the·eigenvalues·of·a·real·unsymmetric·matrix.·See·\\downlink{Manual·Page}{manpageXXf02agf}."))·(|f02aff|·(((|Result|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02aff(ia,n,a,ifail)}·calculates·all·the·eigenvalues·of·a·real·unsymmetric·matrix.·See·\\downlink{Manual·Page}{manpageXXf02aff}."))·(|f02aef|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02aef(ia,ib,n,iv,a,b,ifail)}·calculates·all·the·eigenvalues·of·Ax=(lambda)Bx,·where·A·is·a·real·symmetric·matrix·and·\\spad{B}·is·a·real·symmetric·positive-definite·matrix.·See·\\downlink{Manual·Page}{manpageXXf02aef}."))·(|f02adf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02adf(ia,ib,n,a,b,ifail)}·calculates·all·the·eigenvalues·of·Ax=(lambda)Bx,·where·A·is·a·real·symmetric·matrix·and·\\spad{B}·is·a·real·symmetric·positive-·definite·matrix.·See·\\downlink{Manual·Page}{manpageXXf02adf}."))·(|f02abf|·(((|Result|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|))·"\\spad{f02abf(a,ia,n,iv,ifail)}·calculates·all·the·eigenvalues·of·a·real·symmetric·matrix.·See·\\downlink{Manual·Page}{manpageXXf02abf}."))·(|f02aaf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02aaf(ia,n,a,ifail)}·calculates·all·the·eigenvalue.·See·\\downlink{Manual·Page}{manpageXXf02aaf}.")))·
60 NIL·60 NIL·
61 NIL·61 NIL·
62 (|OrdinaryWeightedPolynomials|·R·|vl|·|wl|·|wtlevel|)· 
63 ((|constructor|·(NIL·"This·domain·represents·truncated·weighted·polynomials·over·the·\"Polynomial\"·type.·The·variables·must·be·specified,·as·must·the·weights.·The·representation·is·sparse·in·the·sense·that·only·non-zero·terms·are·represented."))·(|changeWeightLevel|·(((|Void|)·(|NonNegativeInteger|))·"\\spad{changeWeightLevel(n)}·This·changes·the·weight·level·to·the·new·value·given:·\\spad{NB:}·previously·calculated·terms·are·not·affected"))·(/·(((|Union|·$·"failed")·$·$)·"\\spad{x/y}·division·(only·works·if·minimum·weight·of·divisor·is·zero,·and·if·\\spad{R}·is·a·Field)"))·(|coerce|·(($·(|Polynomial|·|#1|))·"\\spad{coerce(p)}·coerces·a·Polynomial(R)·into·Weighted·form,·applying·weights·and·ignoring·terms")·(((|Polynomial|·|#1|)·$)·"\\spad{coerce(p)}·converts·back·into·a·Polynomial(R),·ignoring·weights")))· 
64 ((|leftUnitary|·|has|·|#1|·(|CommutativeRing|))·(|rightUnitary|·|has|·|#1|·(|CommutativeRing|))·(|unitsKnown|·.·T))· 
65 ((|HasCategory|·|#1|·(QUOTE·(|CommutativeRing|)))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))· 
66 (|ProjectiveSpace|·|dim|·K)· 
67 ((|constructor|·(NIL·"This·is·part·of·the·PAFF·package,·related·to·projective·space.")))·62 (|SparseUnivariateSkewPolynomial|·R·|sigma|·|delta|)·
 63 ((|constructor|·(NIL·"This·is·the·domain·of·sparse·univariate·skew·polynomials·over·an·Ore·coefficient·field.·The·multiplication·is·given·by·\\spad{x·a·=·\\sigma(a)·\\spad{x}·+·\\delta·a}."))·(|outputForm|·(((|OutputForm|)·$·(|OutputForm|))·"\\spad{outputForm(p,·\\spad{x)}}·returns·the·output·form·of·\\spad{p}·using·\\spad{x}·for·the·otherwise·anonymous·variable.")))·
 64 ((|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))·
 65 ((|HasCategory|·|#1|·(QUOTE·(|CommutativeRing|)))·(|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(|HasCategory|·|#1|·(QUOTE·(|IntegralDomain|)))·(|HasCategory|·|#1|·(QUOTE·(|GcdDomain|)))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))·
 66 (|SetAggregate&|·A·S)·
 67 ((|constructor|·(NIL·"A·set·category·lists·a·collection·of·set-theoretic·operations·useful·for·both·finite·sets·and·multisets.·Note·however·that·finite·sets·are·distinct·from·multisets.·Although·the·operations·defined·for·set·categories·are·common·to·both,·the·relationship·between·the·two·cannot·be·described·by·inclusion·or·inheritance."))·(|union|·(($·|#2|·$)·"\\spad{union(x,u)}·returns·the·set·aggregate·\\spad{u}·with·the·element·\\spad{x}·added.·If·\\spad{u}·already·contains·\\spad{x,}·\\axiom{union(x,u)}·returns·a·copy·of·u.")·(($·$·|#2|)·"\\spad{union(u,x)}·returns·the·set·aggregate·\\spad{u}·with·the·element·\\spad{x}·added.·If·\\spad{u}·already·contains·\\spad{x,}·\\axiom{union(u,x)}·returns·a·copy·of·u.")·(($·$·$)·"\\spad{union(u,v)}·returns·the·set·aggregate·of·elements·which·are·members·of·either·set·aggregate·\\spad{u}·or·\\spad{v.}"))·(|subset?|·(((|Boolean|)·$·$)·"\\spad{subset?(u,v)}·tests·if·\\spad{u}·is·a·subset·of·\\spad{v.}·Note·that·equivalent·to·\\axiom{reduce(and,{member?(x,v)·for·\\spad{x}·in·u},true,false)}."))·(|symmetricDifference|·(($·$·$)·"\\spad{symmetricDifference(u,v)}·returns·the·set·aggregate·of·elements·\\spad{x}·which·are·members·of·set·aggregate·\\spad{u}·or·set·aggregate·\\spad{v}·but·not·both.·If·\\spad{u}·and·\\spad{v}·have·no·elements·in·common,·\\axiom{symmetricDifference(u,v)}·returns·a·copy·of·u.·Note·that·\\axiom{symmetricDifference(u,v)·=·\\indented{1}{union(difference(u,v),difference(v,u))}}"))·(|difference|·(($·$·|#2|)·"\\spad{difference(u,x)}·returns·the·set·aggregate·\\spad{u}·with·element·\\spad{x}·removed.·If·\\spad{u}·does·not·contain·\\spad{x,}·a·copy·of·\\spad{u}·is·returned.·Note·that·\\axiom{difference(s,·\\spad{x)}·=·difference(s,·{x})}.")·(($·$·$)·"\\spad{difference(u,v)}·returns·the·set·aggregate·\\spad{w}·consisting·of·elements·in·set·aggregate·\\spad{u}·but·not·in·set·aggregate·\\spad{v.}·If·\\spad{u}·and·\\spad{v}·have·no·elements·in·common,·\\axiom{difference(u,v)}·returns·a·copy·of·u.·Note·that·equivalent·to·the·notation·(not·currently·supported)·\\axiom{{x·for·\\spad{x}·in·\\spad{u}·|·not·member?(x,v)}}."))·(|intersect|·(($·$·$)·"\\spad{intersect(u,v)}·returns·the·set·aggregate·\\spad{w}·consisting·of·elements·common·to·both·set·aggregates·\\spad{u}·and·\\spad{v.}·Note·that·equivalent·to·the·notation·(not·currently·supported)·\\spad{{x}·for·\\spad{x}·in·\\spad{u}·|·member?(x,v)}."))·(|set|·(($·(|List|·|#2|))·"\\spad{set([x,y,...,z])}·creates·a·set·aggregate·containing·items·x,y,...,z.")·(($)·"\\spad{set()}$D·creates·an·empty·set·aggregate·of·type·\\spad{D.}"))·(|brace|·(($·(|List|·|#2|))·"\\spad{brace([x,y,...,z])}·creates·a·set·aggregate·containing·items·x,y,...,z.·This·form·is·considered·obsolete.·Use·\\axiomFun{set}·instead.")·(($)·"\\spad{brace()}$D·(otherwise·written·{}$D)·creates·an·empty·set·aggregate·of·type·\\spad{D.}·This·form·is·considered·obsolete.·Use·\\axiomFun{set}·instead."))·(<·(((|Boolean|)·$·$)·"\\spad{s·<·\\spad{t}}·returns·\\spad{true}·if·all·elements·of·set·aggregate·\\spad{s}·are·also·elements·of·set·aggregate·\\spad{t.}")))·
68 NIL·68 NIL·
69 NIL·69 NIL·
70 (|TopLevelDrawFunctionsForAlgebraicCurves|·R·|Ex|)· 
71 ((|constructor|·(NIL·"TopLevelDrawFunctionsForAlgebraicCurves·provides·top·level·functions·for·drawing·non-singular·algebraic·curves."))·(|draw|·(((|TwoDimensionalViewport|)·(|Equation|·|#2|)·(|Symbol|)·(|Symbol|)·(|List|·(|DrawOption|)))·"\\spad{draw(f(x,y[·...·truncated·by·diffoscope;·len:·168,·SHA:·30e0c6c62ed051b9abde82af65dfdeb994195a96edfe218bb7b5a0e35aad4857·...·])·70 (|ViewportPackage|)·
 71 ((|constructor|·(NIL·"ViewportPackage·provides·functions·for·creating·GraphImages·and·TwoDimensionalViewports·from·lists·of·lists·of·points."))·(|coerce|·(((|TwoDimensionalViewport|)·(|GraphImage|))·"\\spad{coerce(gi)}·converts·the·indicated·\\spadtype{GraphImage},·gi,·into·the·\\spadtype{TwoDimensionalViewport}·form."))·(|drawCurves|·(((|TwoDimensionalViewport|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|List|·(|DrawOption|)))·"\\spad{drawCurves([[p0],[p1],...,[pn]],[options])}·creates·a·\\spadtype{TwoDimensionalViewport}·from·the·list·of·lists·of·points,·\\spad{p0}·throught·\\spad{pn,}·using·the·options·specified·in·the·list·\\spad{options}")·(((|TwoDimensionalViewport|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|Palette|)·(|Palette|)·(|PositiveInteger|)·(|List|·(|DrawOption|)))·"\\spad{drawCurves([[p0],[p1],...,[pn]],ptColor,lineColor,ptSize,[options])}·creates·a·\\spadtype{TwoDimensionalViewport}·from·the·list·of·lists·of·points,·\\spad{p0}·throught·\\spad{pn,}·using·the·options·specified·in·the·list·\\spad{options}.·The·point·color·is·specified·by·\\spad{ptColor},·the·line·color·is·specified·by·\\spad{lineColor},·and·the·point·size·is·specified·by·\\spad{ptSize}."))·(|graphCurves|·(((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|List|·(|DrawOption|)))·"\\spad{graphCurves([[p0],[p1],...,[pn]],[options])}·creates·a·\\spadtype{GraphImage}·from·the·list·of·lists·of·points,·\\spad{p0}·through·\\spad{pn,}·using·the·options·specified·in·the·list·\\spad{options}.")·(((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·"\\spad{graphCurves([[p0],[p1],...,[pn]])}·creates·a·\\spadtype{GraphImage}·from·the·list·of·lists·of·points·indicated·by·\\spad{p0}·through·\\spad{pn.}")·(((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|Palette|)·(|Palette|)·(|PositiveInteger|)·(|List|·(|DrawOption|)))·"\\spad{graphCurves([[p0],[p1],...,[pn]],ptColor,lineColor,ptSize,[options])}·creates·a·\\spadtype{GraphImage}·from·the·list·of·lists·of·points,·\\spad{p0}·throught·\\spad{pn,}·using·the·options·specified·in·the·list·\\spad{options}.·The·graph·point·color·is·specified·by·\\spad{ptColor},·the·graph·line·color·is·specified·by·\\spad{lineColor},·and·the·size·of·the·points·is·specified·by·\\spad{ptSize}.")))·
72 NIL·72 NIL·
73 NIL·73 NIL·
74 (|RecurrenceOperator|·R·F)· 
75 ((|constructor|·(NIL·"This·package·provides·an·operator·for·the·\\spad{n}-th·term·of·a·recurrence·and·an·operator·for·the·coefficient·of·\\spad{x^n}·in·a·function·specified·by·a·functional·equation."))·(|getOp|·(((|BasicOperator|)·|#2|)·"\\spad{getOp·\\spad[·...·truncated·by·diffoscope;·len:·1271,·SHA:·08df58905c4ef2db0b01a87de95efa6118024f8af65d952dba0a89d5c8deac83·...·])·74 (|Ruleset|·|Base|·R·F)·
 75 ((|constructor|·(NIL·"Sets·of·rules·for·the·pattern·matcher.·A·ruleset·is·a·set·of·pattern·matching·rules·grouped·together."))·(|elt|·((|#3|·$·|#3|·(|PositiveInteger|))·"\\spad{elt(r,f,n)}·or·r(f,·\\spad{n)}·applies·all·the·rules·of·\\spad{r}·to·\\spad{f}·at·most·\\spad{n}·times."))·(|rules|·(((|List|·(|RewriteRule|·|#1|·|#2|·|#3|))·$)·"\\spad{rules(r)}·returns·the·rules·contained·in·\\spad{r.}"))·(|ruleset|·(($·(|List|·(|RewriteRule|·|#1|·|#2|·|#3|)))·"\\spad{ruleset([r1,...,rn])}·creates·the·rule·set·\\spad{{r1,...,rn}}.")))·
76 NIL·76 NIL·
77 ((|HasCategory|·|#1|·(QUOTE·(|Ring|))))· 
78 (|DoubleFloatVector|)· 
79 ((|constructor|·(NIL·"This·is·a·low-level·domain·which·implements·vectors·(one·dimensional·arrays)·of·double·precision·floating·point·numbers.·Indexing·is·0·based,·there·is·no·bound·checking·(unless·provided·by·lower·level)."))·(|qnew|·(($·(|Integer|))·"\\spad{qnew(n)}·creates·a·new·uninitialized·vector·of·length·\\spad{n.}·\\blankline·\\spad{X}·t1:DFVEC:=qnew(7)")))· 
80 ((|shallowlyMutable|·.·T)·(|finiteAggregate|·.·T))· 
81 ((|HasCategory|·(|DoubleFloat|)·(QUOTE·(|SetCategory|)))·(|HasCategory|·(|DoubleFloat|)·(LIST·(QUOTE·|ConvertibleTo|)·(QUOTE·(|InputForm|))))·(|HasCategory|·(|DoubleFloat|)·(QUOTE·(|OrderedSet|)))·(OR·(|HasCategory|·(|DoubleFloat|)·(QUOTE·(|OrderedSet|)))·(|HasCategory|·(|DoubleFloat|)·(QUOTE·(|SetCategory|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|OrderedSet|)))·(|HasCategory|·(|DoubleFloat|)·(QUOTE·(|AbelianSemiGroup|)))·(|HasCategory|·(|DoubleFloat|)·(QUOTE·(|AbelianMonoid|)))·(|HasCategory|·(|DoubleFloat|)·(QUOTE·(|AbelianGroup|)))·(|HasCategory|·(|DoubleFloat|)·(QUOTE·(|Monoid|)))·(|HasCategory|·(|DoubleFloat|)·(QUOTE·(|Ring|)))·(AND·(|HasCategory|·(|DoubleFloat|)·(QUOTE·(|RadicalCategory|)))·(|HasCategory|·(|DoubleFloat|)·(QUOTE·(|Ring|))))·(AND·(|HasCategory|·(|DoubleFloat|)·(LIST·(QUOTE·|Evalable|)·(QUOTE·(|DoubleFloat|))))·(|HasCategory|·(|DoubleFloat|)·(QUOTE·(|SetCategory|))))·(OR·(AND·(|HasCategory|·(|DoubleFloat|)·(LIST·(QUOTE·|Evalable|)·(QUOTE·(|DoubleFloat|))))·(|HasCategory|·(|DoubleFloat|)·(QUOTE·(|OrderedSet|))))·(AND·(|HasCategory|·(|DoubleFloat|)·(LIST·(QUOTE·|Evalable|)·(QUOTE·(|DoubleFloat|))))·(|HasCategory|·(|DoubleFloat|)·(QUOTE·(|SetCategory|))))))· 
82 (|TwoDimensionalPlotClipping|)· 
83 ((|constructor|·(NIL·"Automatic·clipping·for·2-dimensional·plots·The·purpose·of·this·package·is·to·provide·reasonable·plots·of·functions·with·singularities."))·(|clipWithRanges|·(((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|))·"\\spad{clipWithRanges(pointLists,xMin,xMax,yMin,yMax)}·performs·clipping·on·a·list·of·lists·of·points,·\\spad{pointLists}.·Clipping·is·done·within·the·specified·ranges·of·\\spad{xMin},·\\spad{xMax}·and·\\spad{yMin},·\\spad{yMax}.·This·function·is·used·internally·by·the·\\fakeAxiomFun{iClipParametric}·subroutine·in·this·package."))·(|clipParametric|·(((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|)·(|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·"\\spad{clipParametric(p,frac,sc)}·performs·two-dimensional·clipping·on·a·plot,·\\spad{p,}·from·the·domain·\\spadtype{Plot}·for·the·parametric·curve·\\spad{x·=·f(t)},·\\spad{y·=·g(t)};·the·fraction·parameter·is·specified·by·\\spad{frac}·and·the·scale·parameter·is·specified·by·\\spad{sc}·for·use·in·the·\\fakeAxiomFun{iClipParametric}·subroutine,·which·is·called·by·this·function.")·(((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|))·"\\spad{clipParametric(p)}·performs·two-dimensional·clipping·on·a·plot,·\\spad{p,}·from·the·domain·\\spadtype{Plot}·for·the·parametric·curve·\\spad{x·=·f(t)},·\\spad{y·=·g(t)};·the·default·parameters·\\spad{1/2}·for·the·fraction·and·\\spad{5/1}·for·the·scale·are·used·in·the·\\fakeAxiomFun{iClipParametric}·subroutine,·which·is·called·by·this·function."))·(|clip|·(((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·"\\spad{clip(ll)}·performs·two-dimensional·clipping·on·a·list·of·lists·of·points,·\\spad{ll};·the·default·parameters·\\spad{1/2}·for·the·fraction·and·\\spad{5/1}·for·the·scale·are·used·in·the·\\fakeAxiomFun{iClipParametric}·subroutine,·which·is·called·by·this·function.")·(((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|List|·(|Point|·(|DoubleFloat|))))·"\\spad{clip(l)}·performs·two-dimensional·clipping·on·a·curve·\\spad{l,}·which·is·a·list·of·points;·the·default·parameters·\\spad{1/2}·for·the·fraction·and·\\spad{5/1}·for·the·scale·are·used·in·the·\\fakeAxiomFun{iClipParametric}·subroutine,·which·is·called·by·this·function.")·(((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|)·(|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·"\\spad{clip(p,frac,sc)}·performs·two-dimensional·clipping·on·a·plot,·\\spad{p,}·from·the·domain·\\spadtype{Plot}·for·the·graph·of·one·variable·\\spad{y·=·f(x)};·the·fraction·parameter·is·specified·by·\\spad{frac}·and·the·scale·parameter·is·specified·by·\\spad{sc}·for·use·in·the·\\spadfun{clip}·function.")·(((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|))·"\\spad{clip(p)}·performs·two-dimensional·clipping·on·a·plot,·\\spad{p,}·from·the·domain·\\spadtype{Plot}·for·the·graph·of·one·variable,·\\spad{y·=·f(x)};·the·default·parameters·\\spad{1/4}·for·the·fraction·and·\\spad{5/1}·for·the·scale·are·used·in·the·\\spadfun{clip}·function.")))· 
84 NIL·77 NIL·
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1 (224437·.·3956487257)········1 (224437·.·3922089108)········
2 ((((|InputForm|))·AND·(|has|·|#1|·(|ConvertibleTo|·(|InputForm|)))·(|has|·|#2|·(|ConvertibleTo|·(|InputForm|))))·(((|Pattern|·(|Float|)))·AND·(|has|·|#1|·(|ConvertibleTo|·(|Pattern|·(|Float|))))·(|has|·|#2|·(|ConvertibleTo|·(|Pattern|·(|Float|)))))·(((|Pattern|·(|Integer|)))·AND·(|has|·|#1|·(|ConvertibleTo|·(|Pattern|·(|Integer|))))·(|has|·|#2|·(|ConvertibleTo|·(|Pattern|·(|Integer|))))))· 
3 ((((|OutputForm|))·.·T))·2 ((((|OutputForm|))·.·T))·
 3 ((((|Integer|)·(|Character|))·.·T))·
4 (OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|IntegralDomain|)))· 
5 (((|#2|·|#2|)·.·T))· 
6 (((|#1|·(|Fraction|·(|Integer|)))·.·T))· 
7 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·4 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·
8 (((|#2|·(|LyndonWord|·|#1|))·.·T))·5 (((|#2|·(|LyndonWord|·|#1|))·.·T))·
9 ((((|Integer|)·(|Character|))·.·T))·6 (((|#2|·|#2|)·.·T))·
 7 (((|#1|·(|Fraction|·(|Integer|)))·.·T))·
 8 (OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|IntegralDomain|)))·
10 (((|#1|)·.·T)·(((|Fraction|·(|Integer|)))·.·T)·(($)·.·T))·9 (((|#1|)·.·T)·(((|Fraction|·(|Integer|)))·.·T)·(($)·.·T))·
11 (((|#1|)·.·T))·10 (((|#1|)·.·T))·
12 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·11 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·
13 (|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))·12 (|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))·
14 (|has|·|#2|·(|CommutativeRing|))·13 (|has|·|#2|·(|CommutativeRing|))·
15 ((((|Fraction|·(|Integer|)))·.·T))·14 ((((|Fraction|·(|Integer|)))·.·T))·
16 (((|#1|)·.·T)·(($)·.·T)·(((|Fraction|·(|Integer|)))·.·T))·15 (((|#1|)·.·T)·(($)·.·T)·(((|Fraction|·(|Integer|)))·.·T))·
17 ((((|OutputForm|))·OR·(|has|·|#1|·(|OrderedSet|))·(|has|·|#1|·(|SetCategory|))))· 
18 (((|#1|)·.·T))·16 (((|#1|)·.·T))·
19 (((|#1|)·.·T)·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(($)·.·T))·17 (((|#1|)·.·T)·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(($)·.·T))·
 18 ((((|OutputForm|))·OR·(|has|·|#1|·(|OrderedSet|))·(|has|·|#1|·(|SetCategory|))))·
20 ((((|OutputForm|))·.·T))·19 ((((|OutputForm|))·.·T))·
 20 ((((|Integer|)·|#1|)·.·T))·
21 ((((|SplittingNode|·|#1|·|#2|))·|has|·(|SplittingNode|·|#1|·|#2|)·(|Evalable|·(|SplittingNode|·|#1|·|#2|))))·21 ((((|SplittingNode|·|#1|·|#2|))·|has|·(|SplittingNode|·|#1|·|#2|)·(|Evalable|·(|SplittingNode|·|#1|·|#2|))))·
22 ((((|Fraction|·(|Integer|)))·|has|·|#2|·(|Algebra|·(|Fraction|·(|Integer|))))·((|#2|)·.·T)·(($)·OR·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|GcdDomain|))·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|PolynomialFactorizationExplicit|))))·22 ((((|Fraction|·(|Integer|)))·|has|·|#2|·(|Algebra|·(|Fraction|·(|Integer|))))·((|#2|)·.·T)·(($)·OR·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|GcdDomain|))·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|PolynomialFactorizationExplicit|))))·
23 ((((|Integer|)·|#1|)·.·T))· 
24 ((((|OutputForm|))·.·T))· 
25 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·23 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·
 24 ((((|OutputForm|))·.·T))·
26 (((|#1|·|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|)))·(((|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|))·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|)))·|has|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|))·(|Evalable|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|)))))·25 (((|#1|·|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|)))·(((|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|))·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|)))·|has|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|))·(|Evalable|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|)))))·
27 ((((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T))·26 ((((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T))·
28 ((((|OutputForm|))·.·T))·27 ((((|OutputForm|))·.·T))·
29 (OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·28 (OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·
30 ((((|OutputForm|))·.·T))·29 ((((|OutputForm|))·.·T))·
31 ((((|Symbol|))·|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(((|SingletonAsOrderedSet|))·.·T))·30 ((((|Symbol|))·|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(((|SingletonAsOrderedSet|))·.·T))·
32 ((((|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·|has|·|#2|·(|Algebra|·(|Fraction|·(|Integer|))))·((|#2|·|#2|)·.·T)·(($·$)·OR·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|GcdDomain|))·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|PolynomialFactorizationExplicit|))))·31 ((((|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·|has|·|#2|·(|Algebra|·(|Fraction|·(|Integer|))))·((|#2|·|#2|)·.·T)·(($·$)·OR·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|GcdDomain|))·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|PolynomialFactorizationExplicit|))))·
11.4 MB
./usr/share/axiom-20170501/algebra/interp.daase
    
Offset 1, 5397 lines modifiedOffset 1, 5397 lines modified
  
1 (5966021·.·3956487257)·······1 (5966021·.·3922089108)·······
 2 ((|splitSquarefree|·(((|Record|·(|:|·|normal|·(|Factored|·|#2|))·(|:|·|special|·(|Factored|·|#2|)))·|#2|·(|Mapping|·|#2|·|#2|))·38))·(|split|·(((|Record|·(|:|·|normal|·|#2|)·(|:|·|special|·|#2|))·|#2|·(|Mapping|·|#2|·|#2|))·12))·(|normalDenom|·((|#2|·(|Fraction|·|#2|)·(|Mapping|·|#2|·|#2|))·13))·(|decompose|·(((|Record|·(|:|·|poly|·|#2|)·(|:|·|normal|·(|Fraction|·|#2|))·(|:|·|special|·(|Fraction|·|#2|)))·(|Fraction|·|#2|)·(|Mapping|·|#2|·|#2|))·47)))·
 3 (((|MonomialExtensionTools|·|#1|·|#2|)·(CATEGORY·|package|·(SIGNATURE·|split|·((|Record|·(|:|·|normal|·|#2|)·(|:|·|special|·|#2|))·|#2|·(|Mapping|·|#2|·|#2|)))·(SIGNATURE·|splitSquarefree|·((|Record|·(|:|·|normal|·(|Factored|·|#2|))·(|:|·|special|·(|Factored|·|#2|)))·|#2|·(|Mapping|·|#2|·|#2|)))·(SIGNATURE·|normalDenom|·(|#2|·(|Fraction|·|#2|)·(|Mapping|·|#2|·|#2|)))·(SIGNATURE·|decompose|·((|Record|·(|:|·|poly|·|#2|)·(|:|·|normal|·(|Fraction|·|#2|))·(|:|·|special|·(|Fraction|·|#2|)))·(|Fraction|·|#2|)·(|Mapping|·|#2|·|#2|))))·(|Field|)·(|UnivariatePolynomialCategory|·|#1|))·(T·|MonomialExtensionTools|))·
 4 ((|decompose|·(*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Mapping|·*6·*6))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*2·(|Record|·(|:|·|poly|·*6)·(|:|·|normal|·(|Fraction|·*6))·(|:|·|special|·(|Fraction|·*6))))·(|isDomain|·*1·(|MonomialExtensionTools|·*5·*6))·(|isDomain|·*3·(|Fraction|·*6))))·(|normalDenom|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Fraction|·*2))·(|isDomain|·*4·(|Mapping|·*2·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*1·(|MonomialExtensionTools|·*5·*2))·(|ofCategory|·*5·(|Field|))))·(|splitSquarefree|·(*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*2·(|Record|·(|:|·|normal|·(|Factored|·*3))·(|:|·|special|·(|Factored|·*3))))·(|isDomain|·*1·(|MonomialExtensionTools|·*5·*3))))·(|split|·(*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*2·(|Record|·(|:|·|normal|·*3)·(|:|·|special|·*3)))·(|isDomain|·*1·(|MonomialExtensionTools|·*5·*3)))))·
 5 (CATEGORY·|package|·(SIGNATURE·|split|·((|Record|·(|:|·|normal|·|#2|)·(|:|·|special|·|#2|))·|#2|·(|Mapping|·|#2|·|#2|)))·(SIGNATURE·|splitSquarefree|·((|Record|·(|:|·|normal|·(|Factored|·|#2|))·(|:|·|special|·(|Factored|·|#2|)))·|#2|·(|Mapping|·|#2|·|#2|)))·(SIGNATURE·|normalDenom|·(|#2|·(|Fraction|·|#2|)·(|Mapping|·|#2|·|#2|)))·(SIGNATURE·|decompose|·((|Record|·(|:|·|poly|·|#2|)·(|:|·|normal|·(|Fraction|·|#2|))·(|:|·|special|·(|Fraction|·|#2|)))·(|Fraction|·|#2|)·(|Mapping|·|#2|·|#2|))))·
 6 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·NIL))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|sample|·(($)·NIL·T·CONST))·(|reductum|·(($·$)·NIL))·(|recip|·(((|Union|·$·"failed")·$)·NIL))·(|po|·((|#1|·$)·10))·(|op|·(($·|#1|)·9))·(|one?|·(((|Boolean|)·$)·NIL))·(|monomial|·(($·|#2|·(|NonNegativeInteger|))·NIL))·(|minimumDegree|·(((|NonNegativeInteger|)·$)·NIL))·(|leadingCoefficient|·((|#2|·$)·NIL))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|differentiate|·(($·$·(|NonNegativeInteger|))·NIL·(|has|·|#1|·(|DifferentialRing|)))·(($·$)·NIL·(|has|·|#1|·(|DifferentialRing|))))·(|degree|·(((|NonNegativeInteger|)·$)·NIL))·(|coerce|·(((|OutputForm|)·$)·17)·(($·(|Integer|))·NIL)·(($·|#2|)·NIL·(|has|·|#2|·(|CommutativeRing|))))·(|coefficient|·((|#2|·$·(|NonNegativeInteger|))·NIL))·(|characteristic|·(((|NonNegativeInteger|))·NIL))·(^·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(|Zero|·(($)·NIL·T·CONST))·(|One|·(($)·NIL·T·CONST))·(D·(($·$·(|NonNegativeInteger|))·NIL·(|has|·|#1|·(|DifferentialRing|)))·(($·$)·NIL·(|has|·|#1|·(|DifferentialRing|))))·(=·(((|Boolean|)·$·$)·NIL))·(-·(($·$)·NIL)·(($·$·$)·NIL))·(+·(($·$·$)·NIL))·(**·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|Integer|)·$)·NIL)·(($·$·$)·12)·(($·$·|#2|)·NIL)·(($·|#2|·$)·NIL)))·
 7 (((|OppositeMonogenicLinearOperator|·|#1|·|#2|)·(|Join|·(|MonogenicLinearOperator|·|#2|)·(CATEGORY·|domain|·(IF·(|has|·|#1|·(|DifferentialRing|))·(ATTRIBUTE·(|DifferentialRing|))·|noBranch|)·(SIGNATURE·|op|·($·|#1|))·(SIGNATURE·|po|·(|#1|·$))))·(|MonogenicLinearOperator|·|#2|)·(|Ring|))·(T·|OppositeMonogenicLinearOperator|))·
 8 ((|op|·(*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|OppositeMonogenicLinearOperator|·*2·*3))·(|ofCategory|·*2·(|MonogenicLinearOperator|·*3))))·(|po|·(*1·*2·*1)·(AND·(|ofCategory|·*2·(|MonogenicLinearOperator|·*3))·(|isDomain|·*1·(|OppositeMonogenicLinearOperator|·*2·*3))·(|ofCategory|·*3·(|Ring|)))))·
 9 (|Join|·(|MonogenicLinearOperator|·|#2|)·(CATEGORY·|domain|·(IF·(|has|·|#1|·(|DifferentialRing|))·(ATTRIBUTE·(|DifferentialRing|))·|noBranch|)·(SIGNATURE·|op|·($·|#1|))·(SIGNATURE·|po|·(|#1|·$))))·
 10 ((|atan|·(($·$)·11))·(|asin|·(($·$)·10))·(|asec|·(($·$)·9))·(|acsc|·(($·$)·8))·(|acot|·(($·$)·7))·(|acos|·(($·$)·6)))·
 11 (((|ArcTrigonometricFunctionCategory|)·(|Category|))·(T·|ArcTrigonometricFunctionCategory|))·
 12 ((|atan|·(*1·*1·*1)·(|ofCategory|·*1·(|ArcTrigonometricFunctionCategory|)))·(|asin|·(*1·*1·*1)·(|ofCategory|·*1·(|ArcTrigonometricFunctionCategory|)))·(|asec|·(*1·*1·*1)·(|ofCategory|·*1·(|ArcTrigonometricFunctionCategory|)))·(|acsc|·(*1·*1·*1)·(|ofCategory|·*1·(|ArcTrigonometricFunctionCategory|)))·(|acot|·(*1·*1·*1)·(|ofCategory|·*1·(|ArcTrigonometricFunctionCategory|)))·(|acos|·(*1·*1·*1)·(|ofCategory|·*1·(|ArcTrigonometricFunctionCategory|))))·
 13 (|Join|·(CATEGORY·|domain|·(SIGNATURE·|acos|·($·$))·(SIGNATURE·|acot|·($·$))·(SIGNATURE·|acsc|·($·$))·(SIGNATURE·|asec|·($·$))·(SIGNATURE·|asin|·($·$))·(SIGNATURE·|atan|·($·$))))·
 14 ((|outputList|·(((|Void|)·(|List|·(|Any|)))·24))·(|output|·(((|Void|)·(|String|)·(|OutputForm|))·14)·(((|Void|)·(|OutputForm|))·9)·(((|Void|)·(|String|))·11)))·
 15 (((|OutputPackage|)·(CATEGORY·|package|·(SIGNATURE·|output|·((|Void|)·(|String|)))·(SIGNATURE·|output|·((|Void|)·(|OutputForm|)))·(SIGNATURE·|output|·((|Void|)·(|String|)·(|OutputForm|)))·(SIGNATURE·|outputList|·((|Void|)·(|List|·(|Any|))))))·(T·|OutputPackage|))·
 16 ((|outputList|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Any|)))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|OutputPackage|))))·(|output|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|String|))·(|isDomain|·*4·(|OutputForm|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|OutputPackage|))))·(|output|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|OutputForm|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|OutputPackage|))))·(|output|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|String|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|OutputPackage|)))))·
 17 (CATEGORY·|package|·(SIGNATURE·|output|·((|Void|)·(|String|)))·(SIGNATURE·|output|·((|Void|)·(|OutputForm|)))·(SIGNATURE·|output|·((|Void|)·(|String|)·(|OutputForm|)))·(SIGNATURE·|outputList|·((|Void|)·(|List|·(|Any|)))))·
 18 ((~=·(((|Boolean|)·$·$)·7))·(|zero?|·(((|Boolean|)·$)·15))·(|symmetricSquare|·(($·$)·79·(|has|·|#1|·(|Field|))))·(|symmetricProduct|·(($·$·$)·81·(|has|·|#1|·(|Field|))))·(|symmetricPower|·(($·$·(|NonNegativeInteger|))·80·(|has|·|#1|·(|Field|))))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·18))·(|sample|·(($)·16·T·CONST))·(|rightRemainder|·(($·$·$)·44·(|has|·|#1|·(|Field|))))·(|rightQuotient|·(($·$·$)·45·(|has|·|#1|·(|Field|))))·(|rightLcm|·(($·$·$)·47·(|has|·|#1|·(|Field|))))·(|rightGcd|·(($·$·$)·42·(|has|·|#1|·(|Field|))))·(|rightExtendedGcd|·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·41·(|has|·|#1|·(|Field|))))·(|rightExactQuotient|·(((|Union|·$·"failed")·$·$)·43·(|has|·|#1|·(|Field|))))·(|rightDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·46·(|has|·|#1|·(|Field|))))·(|retractIfCan|·(((|Union|·(|Integer|)·"failed")·$)·73·(|has|·|#1|·(|RetractableTo|·(|Integer|))))·(((|Union|·(|Fraction|·(|Integer|))·"failed")·$)·71·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(((|Union|·|#1|·"failed")·$)·68))·(|retract|·(((|Integer|)·$)·74·(|has|·|#1|·(|RetractableTo|·(|Integer|))))·(((|Fraction|·(|Integer|))·$)·72·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·((|#1|·$)·67))·(|reductum|·(($·$)·63))·(|recip|·(((|Union|·$·"failed")·$)·33))·(|primitivePart|·(($·$)·54·(|has|·|#1|·(|GcdDomain|))))·(|one?|·(((|Boolean|)·$)·30))·(|monomial|·(($·|#1|·(|NonNegativeInteger|))·61))·(|monicRightDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·56·(|has|·|#1|·(|IntegralDomain|))))·(|monicLeftDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·57·(|has|·|#1|·(|IntegralDomain|))))·(|minimumDegree|·(((|NonNegativeInteger|)·$)·65))·(|leftRemainder|·(($·$·$)·51·(|has|·|#1|·(|Field|))))·(|leftQuotient|·(($·$·$)·52·(|has|·|#1|·(|Field|))))·(|leftLcm|·(($·$·$)·40·(|has|·|#1|·(|Field|))))·(|leftGcd|·(($·$·$)·49·(|has|·|#1|·(|Field|))))·(|leftExtendedGcd|·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·48·(|has|·|#1|·(|Field|))))·(|leftExactQuotient|·(((|Union|·$·"failed")·$·$)·50·(|has|·|#1|·(|Field|))))·(|leftDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·53·(|has|·|#1|·(|Field|))))·(|leadingCoefficient|·((|#1|·$)·64))·(|latex|·(((|String|)·$)·9))·(|hash|·(((|SingleInteger|)·$)·10))·(|exquo|·(((|Union|·$·"failed")·$·|#1|)·58·(|has|·|#1|·(|IntegralDomain|))))·(|elt|·((|#1|·$·|#1|)·84))·(|directSum|·(($·$·$)·78·(|has|·|#1|·(|Field|))))·(|degree|·(((|NonNegativeInteger|)·$)·66))·(|content|·((|#1|·$)·55·(|has|·|#1|·(|GcdDomain|))))·(|coerce|·(((|OutputForm|)·$)·11)·(($·(|Integer|))·27)·(($·(|Fraction|·(|Integer|)))·70·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(($·|#1|)·69))·(|coefficients|·(((|List|·|#1|)·$)·60))·(|coefficient|·((|#1|·$·(|NonNegativeInteger|))·62))·(|characteristic|·(((|NonNegativeInteger|))·28))·(|apply|·((|#1|·$·|#1|·|#1|)·59))·(|adjoint|·(($·$)·82))·(^·(($·$·(|PositiveInteger|))·25)·(($·$·(|NonNegativeInteger|))·32))·(|Zero|·(($)·17·T·CONST))·(|One|·(($)·29·T·CONST))·(D·(($)·83))·(=·(((|Boolean|)·$·$)·6))·(-·(($·$)·21)·(($·$·$)·20))·(+·(($·$·$)·13))·(**·(($·$·(|PositiveInteger|))·24)·(($·$·(|NonNegativeInteger|))·31))·(*·(($·(|PositiveInteger|)·$)·12)·(($·(|NonNegativeInteger|)·$)·14)·(($·(|Integer|)·$)·19)·(($·$·$)·23)·(($·$·|#1|)·76)·(($·|#1|·$)·75)))·
 19 (((|LinearOrdinaryDifferentialOperatorCategory|·|#1|)·(|Category|)·(|Ring|))·(T·|LinearOrdinaryDifferentialOperatorCategory|))·
 20 ((D·(*1·*1)·(AND·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*2·(|Ring|))))·(|adjoint|·(*1·*1·*1)·(AND·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*2·(|Ring|))))·(|symmetricProduct|·(*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*2·(|Field|))))·(|symmetricPower|·(*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*3))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*3·(|Field|))))·(|symmetricSquare|·(*1·*1·*1)·(AND·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*2·(|Field|))))·(|directSum|·(*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*2·(|Field|)))))·
 21 (|Join|·(|UnivariateSkewPolynomialCategory|·|t#1|)·(|Eltable|·|t#1|·|t#1|)·(CATEGORY·|domain|·(SIGNATURE·D·($))·(SIGNATURE·|adjoint|·($·$))·(IF·(|has|·|t#1|·(|Field|))·(PROGN·(SIGNATURE·|symmetricProduct|·($·$·$))·(SIGNATURE·|symmetricPower|·($·$·(|NonNegativeInteger|)))·(SIGNATURE·|symmetricSquare|·($·$))·(SIGNATURE·|directSum|·($·$·$)))·|noBranch|)))·
 22 (((|AbelianGroup|)·.·T)·((|AbelianMonoid|)·.·T)·((|AbelianSemiGroup|)·.·T)·((|Algebra|·|#1|)·|has|·|#1|·(|CommutativeRing|))·((|BasicType|)·.·T)·((|BiModule|·|#1|·|#1|)·.·T)·((|CancellationAbelianMonoid|)·.·T)·((|CoercibleTo|·(|OutputForm|))·.·T)·((|Eltable|·|#1|·|#1|)·.·T)·((|FullyRetractableTo|·|#1|)·.·T)·((|LeftModule|·|#1|)·.·T)·((|LeftModule|·$)·.·T)·((|Module|·|#1|)·|has|·|#1|·(|CommutativeRing|))·((|Monoid|)·.·T)·((|RetractableTo|·(|Fraction|·(|Integer|)))·|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|))))·((|RetractableTo|·(|Integer|))·|has|·|#1|·(|RetractableTo|·(|Integer|)))·((|RetractableTo|·|#1|)·.·T)·((|RightModule|·|#1|)·.·T)·((|Ring|)·.·T)·((|Rng|)·.·T)·((|SemiGroup|)·.·T)·((|SetCategory|)·.·T)·((|UnivariateSkewPolynomialCategory|·|#1|)·.·T))·
 23 ((~=·(((|Boolean|)·$·$)·NIL))·(|omError|·(($·(|OpenMathErrorKind|)·(|List|·(|Symbol|)))·24))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|errorKind|·(((|OpenMathErrorKind|)·$)·25))·(|errorInfo|·(((|List|·(|Symbol|))·$)·26))·(|coerce|·(((|OutputForm|)·$)·23))·(=·(((|Boolean|)·$·$)·NIL)))·
 24 (((|OpenMathError|)·(|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|errorKind|·((|OpenMathErrorKind|)·$))·(SIGNATURE·|errorInfo|·((|List|·(|Symbol|))·$))·(SIGNATURE·|omError|·($·(|OpenMathErrorKind|)·(|List|·(|Symbol|)))))))·(T·|OpenMathError|))·
 25 ((|errorKind|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|OpenMathErrorKind|))·(|isDomain|·*1·(|OpenMathError|))))·(|errorInfo|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|Symbol|)))·(|isDomain|·*1·(|OpenMathError|))))·(|omError|·(*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|OpenMathErrorKind|))·(|isDomain|·*3·(|List|·(|Symbol|)))·(|isDomain|·*1·(|OpenMathError|)))))·
 26 (|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|errorKind|·((|OpenMathErrorKind|)·$))·(SIGNATURE·|errorInfo|·((|List|·(|Symbol|))·$))·(SIGNATURE·|omError|·($·(|OpenMathErrorKind|)·(|List|·(|Symbol|))))))·
 27 ((|coerce|·(((|OutputForm|)·$)·22)·(($·(|Symbol|))·24))·(OR·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·35))·(NOT·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·28)·(($·$)·29))·(LT·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·30))·(LE·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·32))·(GT·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·31))·(GE·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·33))·(EQ·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·36))·(AND·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·34)))·
 28 (((|Switch|)·(|Join|·(|CoercibleTo|·(|OutputForm|))·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·(|Symbol|)))·(SIGNATURE·LT·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·GT·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·LE·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·GE·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·OR·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·EQ·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·AND·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·NOT·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·NOT·($·$)))))·(T·|Switch|))·
 29 ((|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|Switch|))))·(LT·(*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(GT·(*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(LE·(*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(GE·(*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(OR·(*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(EQ·(*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(AND·(*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(NOT·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(NOT·(*1·*1·*1)·(|isDomain|·*1·(|Switch|))))·
 30 (|Join|·(|CoercibleTo|·(|OutputForm|))·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·(|Symbol|)))·(SIGNATURE·LT·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·GT·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·LE·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·GE·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·OR·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·EQ·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·AND·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·NOT·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·NOT·($·$))))·
 31 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·125))·(|unitNormal|·(((|Record|·(|:|·|unit|·$)·(|:|·|canonical|·$)·(|:|·|associate|·$))·$)·NIL·(|has|·|#1|·(|Field|))))·(|unitCanonical|·(($·$)·NIL·(|has|·|#1|·(|Field|))))·(|unit?|·(((|Boolean|)·$)·NIL·(|has|·|#1|·(|Field|))))·(|traceMatrix|·(((|Matrix|·|#1|)·(|Vector|·$))·NIL)·(((|Matrix|·|#1|))·115))·(|trace|·((|#1|·$)·119))·(|tableForDiscreteLogarithm|·(((|Table|·(|PositiveInteger|)·(|NonNegativeInteger|))·(|Integer|))·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|squareFreePart|·(($·$)·NIL·(|has|·|#1|·(|Field|))))·(|squareFree|·(((|Factored|·$)·$)·NIL·(|has|·|#1|·(|Field|))))·(|sizeLess?|·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|size|·(((|NonNegativeInteger|))·40·(|has|·|#1|·(|Finite|))))·(|sample|·(($)·NIL·T·CONST))·(|retractIfCan|·(((|Union|·(|Integer|)·"failed")·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Integer|))))·(((|Union|·(|Fraction|·(|Integer|))·"failed")·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(((|Union|·|#1|·"failed")·$)·NIL))·(|retract|·(((|Integer|)·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Integer|))))·(((|Fraction|·(|Integer|))·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·((|#1|·$)·NIL))·(|represents|·(($·(|Vector|·|#1|)·(|Vector|·$))·NIL)·(($·(|Vector|·|#1|))·43))·(|representationType|·(((|Union|·"prime"·"polynomial"·"normal"·"cyclic"))·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|rem|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|regularRepresentation|·(((|Matrix|·|#1|)·$·(|Vector|·$))·NIL)·(((|Matrix|·|#1|)·$)·NIL))·(|reducedSystem|·(((|Matrix|·(|Integer|))·(|Matrix|·$))·NIL·(|has|·|#1|·(|LinearlyExplicitRingOver|·(|Integer|))))·(((|Record|·(|:|·|mat|·(|Matrix|·(|Integer|)))·(|:|·|vec|·(|Vector|·(|Integer|))))·(|Matrix|·$)·(|Vector|·$))·NIL·(|has|·|#1|·(|LinearlyExplicitRingOver|·(|Integer|))))·(((|Record|·(|:|·|mat|·(|Matrix|·|#1|))·(|:|·|vec|·(|Vector|·|#1|)))·(|Matrix|·$)·(|Vector|·$))·106)·(((|Matrix|·|#1|)·(|Matrix|·$))·100))·(|reduce|·(($·|#2|)·61)·(((|Union|·$·"failed")·(|Fraction|·|#2|))·NIL·(|has|·|#1|·(|Field|))))·(|recip|·(((|Union|·$·"failed")·$)·NIL))·(|rank|·(((|PositiveInteger|))·77))·(|random|·(($)·44·(|has|·|#1|·(|Finite|))))·(|quo|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|principalIdeal|·(((|Record|·(|:|·|coef|·(|List|·$))·(|:|·|generator|·$))·(|List|·$))·NIL·(|has|·|#1|·(|Field|))))·(|primitiveElement|·(($)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|primitive?|·(((|Boolean|)·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|primeFrobenius|·(($·$·(|NonNegativeInteger|))·NIL·(|has|·|#1|·(|FiniteFieldCategory|)))·(($·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|prime?|·(((|Boolean|)·$)·NIL·(|has|·|#1|·(|Field|))))·(|order|·(((|PositiveInteger|)·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|)))·(((|OnePointCompletion|·(|PositiveInteger|))·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|one?|·(((|Boolean|)·$)·NIL))·(|norm|·((|#1|·$)·NIL))·(|nextItem|·(((|Union|·$·"failed")·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|multiEuclidean|·(((|Union|·(|List|·$)·"failed")·(|List|·$)·$)·NIL·(|has|·|#1|·(|Field|))))·(|minimalPolynomial|·((|#2|·$)·84·(|has|·|#1|·(|Field|))))·(|lookup|·(((|PositiveInteger|)·$)·129·(|has|·|#1|·(|Finite|))))·(|lift|·((|#2|·$)·58))·(|lcmCoef|·(((|Record|·(|:|·|llcmres|·$)·(|:|·|coeff1|·$)·(|:|·|coeff2|·$))·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|lcm|·(($·(|List|·$))·NIL·(|has|·|#1|·(|Field|)))·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|latex|·(((|String|)·$)·NIL))·(|inv|·(($·$)·NIL·(|has|·|#1|·(|Field|))))·(|init|·(($)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))·CONST))·(|index|·(($·(|PositiveInteger|))·124·(|has|·|#1|·(|Finite|))))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|generator|·(($)·121))·(|gcdPolynomial|·(((|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$))·NIL·(|has|·|#1|·(|Field|))))·(|gcd|·(($·(|List|·$))·NIL·(|has|·|#1|·(|Field|)))·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|factorsOfCyclicGroupSize|·(((|List|·(|Record|·(|:|·|factor|·(|Integer|))·(|:|·|exponent|·(|Integer|)))))·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|factor|·(((|Factored|·$)·$)·NIL·(|has|·|#1|·(|Field|))))·(|extendedEuclidean|·(((|Union|·(|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$))·"failed")·$·$·$)·NIL·(|has|·|#1|·(|Field|)))·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|exquo|·(((|Union|·$·"failed")·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|expressIdealMember|·(((|Union|·(|List|·$)·"failed")·(|List|·$)·$)·NIL·(|has|·|#1|·(|Field|))))·(|euclideanSize|·(((|NonNegativeInteger|)·$)·NIL·(|has|·|#1|·(|Field|))))·(|enumerate|·(((|List|·$))·NIL·(|has|·|#1|·(|Finite|))))·(|divide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|discriminant|·((|#1|·(|Vector|·$))·NIL)·((|#1|)·109))·(|discreteLog|·(((|NonNegativeInteger|)·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|)))·(((|Union|·(|NonNegativeInteger|)·"failed")·$·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|differentiate|·(($·$)·NIL·(OR·(AND·(|has|·|#1|·(|DifferentialRing|))·(|has|·|#1|·(|Field|)))·(|has|·|#1|·(|FiniteFieldCategory|))))·(($·$·(|NonNegativeInteger|))·NIL·(OR·(AND·(|has|·|#1|·(|DifferentialRing|))·(|has|·|#1|·(|Field|)))·(|has|·|#1|·(|FiniteFieldCategory|))))·(($·$·(|Symbol|))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|List|·(|Symbol|)))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|Symbol|)·(|NonNegativeInteger|))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|)))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|Mapping|·|#1|·|#1|)·(|NonNegativeInteger|))·NIL·(|has|·|#1|·(|Field|)))·(($·$·(|Mapping|·|#1|·|#1|))·NIL·(|has|·|#1|·(|Field|))))·(|derivationCoordinates|·(((|Matrix|·|#1|)·(|Vector|·$)·(|Mapping|·|#1|·|#1|))·NIL·(|has|·|#1|·(|Field|))))·(|definingPolynomial|·((|#2|)·73))·(|createPrimitiveElement|·(($)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|coordinates|·(((|Vector|·|#1|)·$·(|Vector|·$))·89)·(((|Matrix|·|#1|)·(|Vector|·$)·(|Vector|·$))·NIL)·(((|Vector|·|#1|)·$)·71)·(((|Matrix|·|#1|)·(|Vector|·$))·85))·(|convert|·(((|Vector|·|#1|)·$)·NIL)·(($·(|Vector|·|#1|))·NIL)·((|#2|·$)·NIL)·(($·|#2|)·NIL))·(|conditionP|·(((|Union|·(|Vector|·$)·"failed")·(|Matrix|·$))·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|coerce|·(((|OutputForm|)·$)·57)·(($·(|Integer|))·53)·(($·|#1|)·54)·(($·$)·NIL·(|has|·|#1|·(|Field|)))·(($·(|Fraction|·(|Integer|)))·NIL·(OR·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))))·(|charthRoot|·(($·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|)))·(((|Union|·$·"failed")·$)·NIL·(|has|·|#1|·(|CharacteristicNonZero|))))·(|characteristicPolynomial|·((|#2|·$)·82))·(|characteristic|·(((|NonNegativeInteger|))·75))·(|basis|·(((|Vector|·$))·81))·(|associates?|·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|Field|))))·(^·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL)·(($·$·(|Integer|))·NIL·(|has|·|#1|·(|Field|))))·(|Zero|·(($)·30·T·CONST))·(|One|·(($)·19·T·CONST))·(D·(($·$)·NIL·(OR·(AND·(|has|·|#1|·(|DifferentialRing|))·(|has|·|#1|·(|Field|)))·(|has|·|#1|·(|FiniteFieldCategory|))))·(($·$·(|NonNegativeInteger|))·NIL·(OR·(AND·(|has|·|#1|·(|DifferentialRing|))·(|has|·|#1|·(|Field|)))·(|has|·|#1|·(|FiniteFieldCategory|))))·(($·$·(|Symbol|))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|List|·(|Symbol|)))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|Symbol|)·(|NonNegativeInteger|))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|)))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|Mapping|·|#1|·|#1|)·(|NonNegativeInteger|))·NIL·(|has|·|#1|·(|Field|)))·(($·$·(|Mapping|·|#1|·|#1|))·NIL·(|has|·|#1|·(|Field|))))·(=·(((|Boolean|)·$·$)·63))·(/·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(-·(($·$)·67)·(($·$·$)·NIL))·(+·(($·$·$)·65))·(**·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL)·(($·$·(|Integer|))·NIL·(|has|·|#1|·(|Field|))))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|Integer|)·$)·51)·(($·$·$)·69)·(($·$·|#1|)·NIL)·(($·|#1|·$)·48)·(($·(|Fraction|·(|Integer|))·$)·NIL·(|has|·|#1|·(|Field|)))·(($·$·(|Fraction|·(|Integer|)))·NIL·(|has|·|#1|·(|Field|)))))·
 32 (((|SimpleAlgebraicExtension|·|#1|·|#2|·|#3|)·(|MonogenicAlgebra|·|#1|·|#2|)·(|CommutativeRing|)·(|UnivariatePolynomialCategory|·|#1|)·|#2|)·(T·|SimpleAlgebraicExtension|))·
2 ((~=·(((|Boolean|)·$·$)·7))·(|zero?|·(((|Boolean|)·$)·15))·(|varList|·(((|List|·|#1|)·$)·39))·(|trunc|·(($·$·(|NonNegativeInteger|))·68))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·18))·(|sh|·(($·$·$)·42·(|has|·|#2|·(|CommutativeRing|)))·(($·$·(|NonNegativeInteger|))·41·(|has|·|#2|·(|CommutativeRing|))))·(|sample|·(($)·16·T·CONST))·(|rquo|·(($·$·|#1|)·53)·(($·$·(|OrderedFreeMonoid|·|#1|))·52)·(($·$·$)·51))·(|retractIfCan|·(((|Union|·(|OrderedFreeMonoid|·|#1|)·"failed")·$)·63))·(|retract|·(((|OrderedFreeMonoid|·|#1|)·$)·62))·(|recip|·(((|Union|·$·"failed")·$)·33))·(|quasiRegular?|·(((|Boolean|)·$)·44))·(|quasiRegular|·(($·$)·43))·(|one?|·(((|Boolean|)·$)·30))·(|monomial?|·(((|Boolean|)·$)·49))·(|monom|·(($·(|OrderedFreeMonoid|·|#1|)·|#2|)·50))·(|mirror|·(($·$)·48))·(|mindegTerm|·(((|Record|·(|:|·|k|·(|OrderedFreeMonoid|·|#1|))·(|:|·|c|·|#2|))·$)·59))·(|mindeg|·(((|OrderedFreeMonoid|·|#1|)·$)·60))·(|maxdeg|·(((|OrderedFreeMonoid|·|#1|)·$)·70))·(|map|·(($·(|Mapping|·|#2|·|#2|)·$)·40))·(|lquo|·(($·$·|#1|)·56)·(($·$·(|OrderedFreeMonoid|·|#1|))·55)·(($·$·$)·54))·(|latex|·(((|String|)·$)·9))·(|hash|·(((|SingleInteger|)·$)·10))·(|degree|·(((|NonNegativeInteger|)·$)·69))·(|constant?|·(((|Boolean|)·$)·46))·(|constant|·((|#2|·$)·45))·(|coerce|·(((|OutputForm|)·$)·11)·(($·(|Integer|))·27)·(($·|#2|)·67)·(($·(|OrderedFreeMonoid|·|#1|))·64)·(($·|#1|)·47))·(|coef|·((|#2|·$·(|OrderedFreeMonoid|·|#1|))·58)·((|#2|·$·$)·57))·(|characteristic|·(((|NonNegativeInteger|))·28))·(^·(($·$·(|PositiveInteger|))·25)·(($·$·(|NonNegativeInteger|))·32))·(|Zero|·(($)·17·T·CONST))·(|One|·(($)·29·T·CONST))·(=·(((|Boolean|)·$·$)·6))·(-·(($·$)·21)·(($·$·$)·20))·(+·(($·$·$)·13))·(**·(($·$·(|PositiveInteger|))·24)·(($·$·(|NonNegativeInteger|))·31))·(*·(($·(|PositiveInteger|)·$)·12)·(($·(|NonNegativeInteger|)·$)·14)·(($·(|Integer|)·$)·19)·(($·$·$)·23)·(($·|#2|·$)·66)·(($·$·|#2|)·65)·(($·|#1|·$)·61)))· 
3 (((|XPolynomialsCat|·|#1|·|#2|)·(|Category|)·(|OrderedSet|)·(|Ring|))·(T·|XPolynomialsCat|))· 
4 ((|maxdeg|·(*1·*2·*1)·(AND·(|ofCategory|·*1·(|XPolynomialsCat|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*2·(|OrderedFreeMonoid|·*3))))·(|degree|·(*1·*2·*1)·(AND·(|ofCategory|·*1·(|XPolynomialsCat|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*2·(|NonNegativeInteger|))))·(|trunc|·(*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|ofCategory|·*1·(|XPolynomialsCat|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Ring|)))))· 
5 (|Join|·(|XFreeAlgebra|·|t#1|·|t#2|)·(CATEGORY·|domain|·(SIGNATURE·|maxdeg|·((|OrderedFreeMonoid|·|t#1|)·$))·(SIGNATURE·|degree|·((|NonNegativeInteger|)·$))·(SIGNATURE·|trunc|·($·$·(|NonNegativeInteger|)))))· 
6 (((|AbelianGroup|)·.·T)·((|AbelianMonoid|)·.·T)·((|AbelianSemiGroup|)·.·T)·((|Algebra|·|#2|)·|has|·|#2|·(|CommutativeRing|))·((|BasicType|)·.·T)·((|BiModule|·|#2|·|#2|)·.·T)·((|CancellationAbelianMonoid|)·.·T)·((|CoercibleTo|·(|OutputForm|))·.·T)·((|LeftModule|·|#2|)·.·T)·((|LeftModule|·$)·.·T)·((|Module|·|#2|)·|has|·|#2|·(|CommutativeRing|))·((|Monoid|)·.·T)·((|RetractableTo|·(|OrderedFreeMonoid|·|#1|))·.·T)·((|RightModule|·|#2|)·.·T)·((|Ring|)·.·T)·((|Rng|)·.·T)·((|SemiGroup|)·.·T)·((|SetCategory|)·.·T)·((|XAlgebra|·|#2|)·.·T)·((|XFreeAlgebra|·|#1|·|#2|)·.·T))· 
7 ((~=·(((|Boolean|)·$·$)·18·(|has|·|#1|·(|SetCategory|))))·(|zero|·(($·(|NonNegativeInteger|))·105·(|has|·|#1|·(|AbelianMonoid|))))·(|swap!|·(((|Void|)·$·(|Integer|)·(|Integer|))·37·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|sorted?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|·|#1|)·$)·91)·(((|Boolean|)·$)·85·(|has|·|#1|·(|OrderedSet|))))·(|sort!|·(($·(|Mapping|·(|Boolean|)·|#1|·|#1|)·$)·82·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(($·$)·81·(AND·(|has|·|#1|·(|OrderedSet|))·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))))·(|sort|·(($·(|Mapping|·(|Boolean|)·|#1|·|#1|)·$)·92)·(($·$)·86·(|has|·|#1|·(|OrderedSet|))))·(|size?|·(((|Boolean|)·$·(|NonNegativeInteger|))·8))·(|setelt|·((|#1|·$·(|Integer|)·|#1|)·49·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·((|#1|·$·(|UniversalSegment|·(|Integer|))·|#1|)·53·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|select|·(($·(|Mapping|·(|Boolean|)·|#1|)·$)·70·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|sample|·(($)·7·T·CONST))·(|reverse!|·(($·$)·83·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|reverse|·(($·$)·93))·(|removeDuplicates|·(($·$)·73·(AND·(|has|·|#1|·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))))·(|remove|·(($·|#1|·$)·72·(AND·(|has|·|#1|·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(($·(|Mapping|·(|Boolean|)·|#1|)·$)·69·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|reduce|·((|#1|·(|Mapping|·|#1|·|#1|·|#1|)·$·|#1|·|#1|)·71·(AND·(|has|·|#1|·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·((|#1|·(|Mapping|·|#1|·|#1|·|#1|)·$·|#1|)·68·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·((|#1|·(|Mapping|·|#1|·|#1|·|#1|)·$)·67·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|qsetelt!|·((|#1|·$·(|Integer|)·|#1|)·50·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|qelt|·((|#1|·$·(|Integer|))·48))·(|position|·(((|Integer|)·(|Mapping|·(|Boolean|)·|#1|)·$)·90)·(((|Integer|)·|#1|·$)·89·(|has|·|#1|·(|SetCategory|)))·(((|Integer|)·|#1|·$·(|Integer|))·88·(|has|·|#1|·(|SetCategory|))))·(|point|·(($·(|List|·|#1|))·110))·(|parts|·(((|List|·|#1|)·$)·30·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|outerProduct|·(((|Matrix|·|#1|)·$·$)·98·(|has|·|#1|·(|Ring|))))·(|new|·(($·(|NonNegativeInteger|)·|#1|)·64))·(|more?|·(((|Boolean|)·$·(|NonNegativeInteger|))·9))·(|minIndex|·(((|Integer|)·$)·40·(|has|·(|Integer|)·(|OrderedSet|))))·(|min|·(($·$·$)·80·(|has|·|#1|·(|OrderedSet|))))·(|merge|·(($·(|Mapping|·(|Boolean|)·|#1|·|#1|)·$·$)·94)·(($·$·$)·87·(|has|·|#1|·(|OrderedSet|))))·(|members|·(((|List|·|#1|)·$)·29·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|member?|·(((|Boolean|)·|#1|·$)·27·(AND·(|has|·|#1|·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))))·(|maxIndex|·(((|Integer|)·$)·41·(|has|·(|Integer|)·(|OrderedSet|))))·(|max|·(($·$·$)·79·(|has|·|#1|·(|OrderedSet|))))·(|map!|·(($·(|Mapping|·|#1|·|#1|)·$)·34·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|map|·(($·(|Mapping|·|#1|·|#1|)·$)·35)·(($·(|Mapping|·|#1|·|#1|·|#1|)·$·$)·59))·(|magnitude|·((|#1|·$)·95·(AND·(|has|·|#1|·(|Ring|))·(|has|·|#1|·(|RadicalCategory|)))))·(|less?|·(((|Boolean|)·$·(|NonNegativeInteger|))·10))·(|length|·((|#1|·$)·96·(AND·(|has|·|#1|·(|Ring|))·(|has|·|#1|·(|RadicalCategory|)))))·(|latex|·(((|String|)·$)·22·(|has|·|#1|·(|SetCategory|))))·(|insert|·(($·|#1|·$·(|Integer|))·55)·(($·$·$·(|Integer|))·54))·(|indices|·(((|List|·(|Integer|))·$)·43))·(|index?|·(((|Boolean|)·(|Integer|)·$)·44))·(|hash|·(((|SingleInteger|)·$)·21·(|has|·|#1|·(|SetCategory|))))·(|first|·((|#1|·$)·39·(|has|·(|Integer|)·(|OrderedSet|))))·(|find|·(((|Union|·|#1|·"failed")·(|Mapping|·(|Boolean|)·|#1|)·$)·66))·(|fill!|·(($·$·|#1|)·38·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|extend|·(($·$·(|List|·|#1|))·107))·(|every?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$)·32·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|eval|·(($·$·(|List|·(|Equation|·|#1|)))·26·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·(($·$·(|Equation|·|#1|))·25·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·(($·$·|#1|·|#1|)·24·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·(($·$·(|List|·|#1|)·(|List|·|#1|))·23·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|)))))·(|eq?|·(((|Boolean|)·$·$)·14))·(|entry?|·(((|Boolean|)·|#1|·$)·42·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#1|·(|SetCategory|)))))·(|entries|·(((|List|·|#1|)·$)·45))·(|empty?|·(((|Boolean|)·$)·11))·(|empty|·(($)·12))·(|elt|·((|#1|·$·(|Integer|)·|#1|)·47)·((|#1|·$·(|Integer|))·46)·(($·$·(|UniversalSegment|·(|Integer|)))·58))·(|dot|·((|#1|·$·$)·99·(|has|·|#1|·(|Ring|))))·(|dimension|·(((|PositiveInteger|)·$)·109))·(|delete|·(($·$·(|Integer|))·57)·(($·$·(|UniversalSegment|·(|Integer|)))·56))·(|cross|·(($·$·$)·97))·(|count|·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·|#1|)·$)·31·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|NonNegativeInteger|)·|#1|·$)·28·(AND·(|has|·|#1|·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))))·(|copyInto!|·(($·$·$·(|Integer|))·84·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|copy|·(($·$)·13))·(|convert|·(((|InputForm|)·$)·74·(|has|·|#1|·(|ConvertibleTo|·(|InputForm|))))·(($·(|List|·|#1|))·108))·(|construct|·(($·(|List|·|#1|))·65))·(|concat|·(($·$·|#1|)·63)·(($·|#1|·$)·62)·(($·$·$)·61)·(($·(|List|·$))·60))·(|coerce|·(((|OutputForm|)·$)·20·(|has|·|#1|·(|SetCategory|))))·(|any?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$)·33·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(>=·(((|Boolean|)·$·$)·77·(|has|·|#1|·(|OrderedSet|))))·(>·(((|Boolean|)·$·$)·76·(|has|·|#1|·(|OrderedSet|))))·(=·(((|Boolean|)·$·$)·19·(|has|·|#1|·(|SetCategory|))))·(<=·(((|Boolean|)·$·$)·78·(|has|·|#1|·(|OrderedSet|))))·(<·(((|Boolean|)·$·$)·75·(|has|·|#1|·(|OrderedSet|))))·(-·(($·$)·104·(|has|·|#1|·(|AbelianGroup|)))·(($·$·$)·103·(|has|·|#1|·(|AbelianGroup|))))·(+·(($·$·$)·106·(|has|·|#1|·(|AbelianSemiGroup|))))·(*·(($·(|Integer|)·$)·102·(|has|·|#1|·(|AbelianGroup|)))·(($·|#1|·$)·101·(|has|·|#1|·(|Monoid|)))·(($·$·|#1|)·100·(|has|·|#1|·(|Monoid|))))·(|#|·(((|NonNegativeInteger|)·$)·6·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))))· 
8 (((|PointCategory|·|#1|)·(|Category|)·(|Ring|))·(T·|PointCategory|))· 
9 ((|point|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*1·(|PointCategory|·*3))))·(|dimension|·(*1·*2·*1)·(AND·(|ofCategory|·*1·(|PointCategory|·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*2·(|PositiveInteger|))))·(|convert|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*1·(|PointCategory|·*3))))·(|cross|·(*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|PointCategory|·*2))·(|ofCategory|·*2·(|Ring|))))·(|extend|·(*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*1·(|PointCategory|·*3))·(|ofCategory|·*3·(|Ring|)))))· 
10 (|Join|·(|VectorCategory|·|t#1|)·(CATEGORY·|domain|·(SIGNATURE·|point|·($·(|List|·|t#1|)))·(SIGNATURE·|dimension|·((|PositiveInteger|)·$))·(SIGNATURE·|convert|·($·(|List|·|t#1|)))·(SIGNATURE·|cross|·($·$·$))·(SIGNATURE·|extend|·($·$·(|List|·|t#1|)))))· 
11 (((|Aggregate|)·.·T)·((|BasicType|)·OR·(|has|·|#1|·(|SetCategory|))·(|has|·|#1|·(|OrderedSet|)))·((|CoercibleTo|·(|OutputForm|))·OR·(|has|·|#1|·(|SetCategory|))·(|has|·|#1|·(|OrderedSet|)))·((|Collection|·|#1|)·.·T)·((|ConvertibleTo|·(|InputForm|))·|has|·|#1|·(|ConvertibleTo|·(|InputForm|)))·((|Eltable|·(|Integer|)·|#1|)·.·T)·((|EltableAggregate|·(|Integer|)·|#1|)·.·T)·((|Evalable|·|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|)))·((|FiniteLinearAggregate|·|#1|)·.·T)·((|HomogeneousAggregate|·|#1|)·.·T)·((|IndexedAggregate|·(|Integer|)·|#1|)·.·T)·((|InnerEvalable|·|#1|·|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|)))·((|LinearAggregate|·|#1|)·.·T)·((|OneDimensionalArrayAggregate|·|#1|)·.·T)·((|OrderedSet|)·|has|·|#1|·(|OrderedSet|))·((|SetCategory|)·OR·(|has|·|#1|·(|SetCategory|))·(|has|·|#1|·(|OrderedSet|)))·((|Type|)·.·T)·((|VectorCategory|·|#1|)·.·T))· 
12 ((~=·(((|Boolean|)·$·$)·7))·(|patternMatch|·(((|PatternMatchResult|·|#1|·$)·$·(|Pattern|·|#1|)·(|PatternMatchResult|·|#1|·$))·12))·(|latex|·(((|String|)·$)·9))·(|hash|·(((|SingleInteger|)·$)·10))·(|coerce|·(((|OutputForm|)·$)·11))·(=·(((|Boolean|)·$·$)·6)))· 
13 (((|PatternMatchable|·|#1|)·(|Category|)·(|SetCategory|))·(T·|PatternMatchable|))· 
14 ((|patternMatch|·(*1·*2·*1·*3·*2)·(AND·(|isDomain|·*2·(|PatternMatchResult|·*4·*1))·(|isDomain|·*3·(|Pattern|·*4))·(|ofCategory|·*1·(|PatternMatchable|·*4))·(|ofCategory|·*4·(|SetCategory|)))))· 
15 (|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|patternMatch|·((|PatternMatchResult|·|t#1|·$)·$·(|Pattern|·|t#1|)·(|PatternMatchResult|·|t#1|·$)))))· 
16 (((|BasicType|)·.·T)·((|CoercibleTo|·(|OutputForm|))·.·T)·((|SetCategory|)·.·T))· 
17 ((~=·(((|Boolean|)·$·$)·NIL))·(|tex|·(((|List|·(|String|))·$)·33))·(|setTex!|·(((|List|·(|String|))·$·(|List|·(|String|)))·36))·(|setPrologue!|·(((|List|·(|String|))·$·(|List|·(|String|)))·35))·(|setEpilogue!|·(((|List|·(|String|))·$·(|List|·(|String|)))·37))·(|prologue|·(((|List|·(|String|))·$)·32))·(|new|·(($)·22))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|epilogue|·(((|List|·(|String|))·$)·34))·(|display|·(((|Void|)·$·(|Integer|))·29)·(((|Void|)·$)·30))·(|convert|·(($·(|OutputForm|)·(|Integer|))·26)·(($·(|OutputForm|)·(|Integer|)·(|OutputForm|))·NIL))·(|coerce|·(((|OutputForm|)·$)·39)·(($·(|OutputForm|))·24))·(=·(((|Boolean|)·$·$)·NIL)))· 
18 (((|TexFormat|)·(|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·(|OutputForm|)))·(SIGNATURE·|convert|·($·(|OutputForm|)·(|Integer|)))·(SIGNATURE·|convert|·($·(|OutputForm|)·(|Integer|)·(|OutputForm|)))·(SIGNATURE·|display|·((|Void|)·$·(|Integer|)))·(SIGNATURE·|display|·((|Void|)·$))·(SIGNATURE·|epilogue|·((|List|·(|String|))·$))·(SIGNATURE·|tex|·((|List|·(|String|))·$))·(SIGNATURE·|new|·($))·(SIGNATURE·|prologue|·((|List|·(|String|))·$))·(SIGNATURE·|setEpilogue!|·((|List|·(|String|))·$·(|List|·(|String|))))·(SIGNATURE·|setTex!|·((|List|·(|String|))·$·(|List|·(|String|))))·(SIGNATURE·|setPrologue!|·((|List|·(|String|))·$·(|List|·(|String|)))))))·(T·|TexFormat|))· 
19 ((|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|TexFormat|))))·(|convert|·(*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*3·(|Integer|))·(|isDomain|·*1·(|TexFormat|))))·(|convert|·(*1·*1·*2·*3·*2)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*3·(|Integer|))·(|isDomain|·*1·(|TexFormat|))))·(|display|·(*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|TexFormat|))))·(|display|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|TexFormat|))))·(|epilogue|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|TexFormat|))))·(|tex|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|TexFormat|))))·(|new|·(*1·*1)·(|isDomain|·*1·(|TexFormat|)))·(|prologue|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|TexFormat|))))·(|setEpilogue!|·(*1·*2·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|TexFormat|))))·(|setTex!|·(*1·*2·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|TexFormat|))))·(|setPrologue!|·(*1·*2·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|TexFormat|)))))· 
20 (|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·(|OutputForm|)))·(SIGNATURE·|convert|·($·(|OutputForm|)·(|Integer|)))·(SIGNATURE·|convert|·($·(|OutputForm|)·(|Integer|)·(|OutputForm|)))·(SIGNATURE·|display|·((|Void|)·$·(|Integer|)))·(SIGNATURE·|display|·((|Void|)·$))·(SIGNATURE·|epilogue|·((|List|·(|String|))·$))·(SIGNATURE·|tex|·((|List|·(|String|))·$))·(SIGNATURE·|new|·($))·(SIGNATURE·|prologue|·((|List|·(|String|))·$))·(SIGNATURE·|setEpilogue!|·((|List|·(|String|))·$·(|List|·(|String|))))·(SIGNATURE·|setTex!|·((|List|·(|String|))·$·(|List|·(|String|))))·(SIGNATURE·|setPrologue!|·((|List|·(|String|))·$·(|List|·(|String|))))))· 
21 ((~=·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|top|·((|#1|·$)·28))·(|stack|·(($·(|List|·|#1|))·33))·(|size?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|sample|·(($)·NIL·T·CONST))·(|push!|·((|#1|·|#1|·$)·30))·(|pop!|·((|#1|·$)·26))·(|parts|·(((|List|·|#1|)·$)·34·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|more?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|members|·(((|List|·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|member?|·(((|Boolean|)·|#1|·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#1|·(|SetCategory|)))))·(|map!|·(($·(|Mapping|·|#1|·|#1|)·$)·39·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|map|·(($·(|Mapping|·|#1|·|#1|)·$)·37))·(|less?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|latex|·(((|String|)·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|inspect|·((|#1|·$)·29))·(|insert!|·(($·|#1|·$)·31))·(|hash|·(((|SingleInteger|)·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|extract!|·((|#1|·$)·27))·(|every?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|eval|·(($·$·(|List|·(|Equation|·|#1|)))·NIL·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·(($·$·(|Equation|·|#1|))·NIL·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·(($·$·|#1|·|#1|)·NIL·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·(($·$·(|List|·|#1|)·(|List|·|#1|))·NIL·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|)))))·(|eq?|·(((|Boolean|)·$·$)·NIL))·(|empty?|·(((|Boolean|)·$)·24))·(|empty|·(($)·32))·(|depth|·(((|NonNegativeInteger|)·$)·22))·(|count|·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|NonNegativeInteger|)·|#1|·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#1|·(|SetCategory|)))))·(|copy|·(($·$)·20))·(|coerce|·(((|OutputForm|)·$)·17·(|has|·|#1|·(|SetCategory|))))·(|bag|·(($·(|List|·|#1|))·NIL))·(|any?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(=·(((|Boolean|)·$·$)·12·(|has|·|#1|·(|SetCategory|))))·(|#|·(((|NonNegativeInteger|)·$)·23·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))))· 
22 (((|Stack|·|#1|)·(|Join|·(|StackAggregate|·|#1|)·(CATEGORY·|domain|·(SIGNATURE·|stack|·($·(|List|·|#1|)))·(SIGNATURE·|pop!|·(|#1|·$))·(SIGNATURE·|extract!|·(|#1|·$))·(SIGNATURE·|push!|·(|#1|·|#1|·$))·(SIGNATURE·|insert!|·($·|#1|·$))·(SIGNATURE·|inspect|·(|#1|·$))·(SIGNATURE·|top|·(|#1|·$))·(SIGNATURE·|depth|·((|NonNegativeInteger|)·$))·(SIGNATURE·|less?|·((|Boolean|)·$·(|NonNegativeInteger|)))·(SIGNATURE·|more?|·((|Boolean|)·$·(|NonNegativeInteger|)))·(SIGNATURE·|size?|·((|Boolean|)·$·(|NonNegativeInteger|)))·(SIGNATURE·|bag|·($·(|List|·|#1|)))·(SIGNATURE·|empty?|·((|Boolean|)·$))·(SIGNATURE·|empty|·($))·(SIGNATURE·|sample|·($))·(SIGNATURE·|copy|·($·$))·(SIGNATURE·|eq?|·((|Boolean|)·$·$))·(SIGNATURE·|map|·($·(|Mapping|·|#1|·|#1|)·$))·(IF·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))·(SIGNATURE·|map!|·($·(|Mapping|·|#1|·|#1|)·$))·|noBranch|)·(IF·(|has|·|#1|·(|SetCategory|))·(PROGN·(SIGNATURE·|latex|·((|String|)·$))·(SIGNATURE·|hash|·((|SingleInteger|)·$))·(SIGNATURE·|coerce|·((|OutputForm|)·$))·(SIGNATURE·=·((|Boolean|)·$·$))·(SIGNATURE·~=·((|Boolean|)·$·$)))·|noBranch|)·(IF·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(PROGN·(SIGNATURE·|every?|·((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$))·(SIGNATURE·|any?|·((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$))·(SIGNATURE·|count|·((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·|#1|)·$))·(SIGNATURE·|#|·((|NonNegativeInteger|)·$))·(SIGNATURE·|parts|·((|List|·|#1|)·$))·(SIGNATURE·|members|·((|List|·|#1|)·$)))·|noBranch|)·(IF·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(IF·(|has|·|#1|·(|SetCategory|))·(PROGN·(SIGNATURE·|member?|·((|Boolean|)·|#1|·$))·(SIGNATURE·|count|·((|NonNegativeInteger|)·|#1|·$)))·|noBranch|)·|noBranch|)))·(|SetCategory|))·(T·|Stack|))· 
23 ((|eq?|·(*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|copy|·(*1·*1·*1)·(AND·(|isDomain|·*1·(|Stack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|empty|·(*1·*1)·(AND·(|isDomain|·*1·(|Stack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|empty?|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|less?|·(*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Stack|·*4))·(|ofCategory|·*4·(|SetCategory|))))·(|more?|·(*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Stack|·*4))·(|ofCategory|·*4·(|SetCategory|))))·(|size?|·(*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Stack|·*4))·(|ofCategory|·*4·(|SetCategory|))))·(|sample|·(*1·*1)·(AND·(|isDomain|·*1·(|Stack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|#|·(*1·*2·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|map|·(*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|Stack|·*3))))·(|map!|·(*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|Stack|·*3))))·(|any?|·(*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|Mapping|·(|Boolean|)·*4))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Stack|·*4))))·(|every?|·(*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|Mapping|·(|Boolean|)·*4))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Stack|·*4))))·(|count|·(*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|Mapping|·(|Boolean|)·*4))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|Stack|·*4))))·(|parts|·(*1·*2·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|List|·*3))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|members|·(*1·*2·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|List|·*3))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|count|·(*1·*2·*3·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·(|member?|·(*1·*2·*3·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·(|latex|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·(|hash|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|SingleInteger|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·(|coerce|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·(=·(*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·(~=·(*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·(|bag|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|Stack|·*3))))·(|extract!|·(*1·*2·*1)·(AND·(|isDomain|·*1·(|Stack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|insert!|·(*1·*1·*2·*1)·(AND·(|isDomain|·*1·(|Stack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|inspect|·(*1·*2·*1)·(AND·(|isDomain|·*1·(|Stack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|push!|·(*1·*2·*2·*1)·(AND·(|isDomain|·*1·(|Stack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|pop!|·(*1·*2·*1)·(AND·(|isDomain|·*1·(|Stack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|top|·(*1·*2·*1)·(AND·(|isDomain|·*1·(|Stack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|depth|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|stack|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|Stack|·*3)))))· 
24 (|Join|·(|StackAggregate|·|#1|)·(CATEGORY·|domain|·(SIGNATURE·|stack|·($·(|List|·|#1|)))·(SIGNATURE·|pop!|·(|#1|·$))·(SIGNATURE·|extract!|·(|#1|·$))·(SIGNATURE·|push!|·(|#1|·|#1|·$))·(SIGNATURE·|insert!|·($·|#1|·$))·(SIGNATURE·|inspect|·(|#1|·$))·(SIGNATURE·|top|·(|#1|·$))·(SIGNATURE·|depth|·((|NonNegativeInteger|)·$))·(SIGNATURE·|less?|·((|Boolean|)·$·(|NonNegativeInteger|)))·(SIGNATURE·|more?|·((|Boolean|)·$·(|NonNegativeInteger|)))·(SIGNATURE·|size?|·((|Boolean|)·$·(|NonNegativeInteger|)))·(SIGNATURE·|bag|·($·(|List|·|#1|)))·(SIGNATURE·|empty?|·((|Boolean|)·$))·(SIGNATURE·|empty|·($))·(SIGNATURE·|sample|·($))·(SIGNATURE·|copy|·($·$))·(SIGNATURE·|eq?|·((|Boolean|)·$·$))·(SIGNATURE·|map|·($·(|Mapping|·|#1|·|#1|)·$))·(IF·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))·(SIGNATURE·|map!|·($·(|Mapping|·|#1|·|#1|)·$))·|noBranch|)·(IF·(|has|·|#1|·(|SetCategory|))·(PROGN·(SIGNATURE·|latex|·((|String|)·$))·(SIGNATURE·|hash|·((|SingleInteger|)·$))·(SIGNATURE·|coerce|·((|OutputForm|)·$))·(SIGNATURE·=·((|Boolean|)·$·$))·(SIGNATURE·~=·((|Boolean|)·$·$)))·|noBranch|)·(IF·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(PROGN·(SIGNATURE·|every?|·((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$))·(SIGNATURE·|any?|·((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$))·(SIGNATURE·|count|·((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·|#1|)·$))·(SIGNATURE·|#|·((|NonNegativeInteger|)·$))·(SIGNATURE·|parts|·((|List|·|#1|)·$))·(SIGNATURE·|members|·((|List|·|#1|)·$)))·|noBranch|)·(IF·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(IF·(|has|·|#1|·(|SetCategory|))·(PROGN·(SIGNATURE·|member?|·((|Boolean|)·|#1|·$))·(SIGNATURE·|count|·((|NonNegativeInteger|)·|#1|·$)))·|noBranch|)·|noBranch|)))· 
25 ((|startPolynomial|·(((|Record|·(|:|·|start|·|#2|)·(|:|·|factors|·(|Factored|·|#2|)))·|#2|)·61))·(|setErrorBound|·((|#1|·|#1|)·54))·(|schwerpunkt|·(((|Complex|·|#1|)·|#2|)·82))·(|rootRadius|·((|#1|·|#2|)·122)·((|#1|·|#2|·|#1|)·80))·(|reciprocalPolynomial|·((|#2|·|#2|)·81))·(|pleskenSplit|·(((|Factored|·|#2|)·|#2|·|#1|)·112)·(((|Factored|·|#2|)·|#2|·|#1|·(|Boolean|))·79))·(|norm|·((|#1|·|#2|)·111))·(|graeffe|·((|#2|·|#2|)·118))·(|factor|·(((|Factored|·|#2|)·|#2|)·133)·(((|Factored|·|#2|)·|#2|·|#1|)·32)·(((|Factored|·|#2|)·|#2|·|#1|·(|Boolean|))·132))·(|divisorCascade|·(((|List|·(|Record|·(|:|·|factors|·(|List|·|#2|))·(|:|·|error|·|#1|)))·|#2|·|#2|)·131)·(((|List|·(|Record|·(|:|·|factors|·(|List|·|#2|))·(|:|·|error|·|#1|)))·|#2|·|#2|·(|Boolean|))·75))·(|complexZeros|·(((|List|·(|Complex|·|#1|))·|#2|·|#1|)·40)·(((|List|·(|Complex|·|#1|))·|#2|)·41)))· 
26 (((|ComplexRootFindingPackage|·|#1|·|#2|)·(CATEGORY·|package|·(SIGNATURE·|complexZeros|·((|List|·(|Complex|·|#1|))·|#2|))·(SIGNATURE·|complexZeros|·((|List|·(|Complex|·|#1|))·|#2|·|#1|))·(SIGNATURE·|divisorCascade|·((|List|·(|Record|·(|:|·|factors|·(|List|·|#2|))·(|:|·|error|·|#1|)))·|#2|·|#2|·(|Boolean|)))·(SIGNATURE·|divisorCascade|·((|List|·(|Record|·(|:|·|factors|·(|List|·|#2|))·(|:|·|error|·|#1|)))·|#2|·|#2|))·(SIGNATURE·|factor|·((|Factored|·|#2|)·|#2|·|#1|·(|Boolean|)))·(SIGNATURE·|factor|·((|Factored|·|#2|)·|#2|·|#1|))·(SIGNATURE·|factor|·((|Factored|·|#2|)·|#2|))·(SIGNATURE·|graeffe|·(|#2|·|#2|))·(SIGNATURE·|norm|·(|#1|·|#2|))·(SIGNATURE·|pleskenSplit|·((|Factored|·|#2|)·|#2|·|#1|·(|Boolean|)))·(SIGNATURE·|pleskenSplit|·((|Factored|·|#2|)·|#2|·|#1|))·(SIGNATURE·|reciprocalPolynomial|·(|#2|·|#2|))·(SIGNATURE·|rootRadius|·(|#1|·|#2|·|#1|))·(SIGNATURE·|rootRadius|·(|#1|·|#2|))·(SIGNATURE·|schwerpunkt|·((|Complex|·|#1|)·|#2|))·(SIGNATURE·|setErrorBound|·(|#1|·|#1|))·(SIGNATURE·|startPolynomial|·((|Record|·(|:|·|start|·|#2|)·(|:|·|factors|·(|Factored|·|#2|)))·|#2|)))·(|Join|·(|Field|)·(|OrderedRing|))·(|UnivariatePolynomialCategory|·(|Complex|·|#1|)))·(T·|ComplexRootFindingPackage|))· 
27 ((|startPolynomial|·(*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*2·(|Record|·(|:|·|start|·*3)·(|:|·|factors|·(|Factored|·*3))))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Complex|·*4)))))·(|setErrorBound|·(*1·*2·*2)·(AND·(|ofCategory|·*2·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*2·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Complex|·*2)))))·(|schwerpunkt|·(*1·*2·*3)·(AND·(|isDomain|·*2·(|Complex|·*4))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*4·*3))·(|ofCategory|·*4·(|Join|·(|Field|)·(|OrderedRing|)))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*2))))·(|rootRadius|·(*1·*2·*3)·(AND·(|ofCategory|·*2·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*2·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Complex|·*2)))))·(|rootRadius|·(*1·*2·*3·*2)·(AND·(|ofCategory|·*2·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*2·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Complex|·*2)))))·(|reciprocalPolynomial|·(*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*3·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·(|Complex|·*3)))))·(|pleskenSplit|·(*1·*2·*3·*4)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*2·(|Factored|·*3))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Complex|·*4)))))·(|pleskenSplit|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*5·(|Boolean|))·(|ofCategory|·*4·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*2·(|Factored|·*3))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Complex|·*4)))))·(|norm|·(*1·*2·*3)·(AND·(|ofCategory|·*2·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*2·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Complex|·*2)))))·(|graeffe|·(*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*3·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·(|Complex|·*3)))))·(|factor|·(*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*2·(|Factored|·*3))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Complex|·*4)))))·(|factor|·(*1·*2·*3·*4)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*2·(|Factored|·*3))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Complex|·*4)))))·(|factor|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*5·(|Boolean|))·(|ofCategory|·*4·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*2·(|Factored|·*3))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Complex|·*4)))))·(|divisorCascade|·(*1·*2·*3·*3)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|factors|·(|List|·*3))·(|:|·|error|·*4))))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Complex|·*4)))))·(|divisorCascade|·(*1·*2·*3·*3·*4)·(AND·(|isDomain|·*4·(|Boolean|))·(|ofCategory|·*5·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|factors|·(|List|·*3))·(|:|·|error|·*5))))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*5·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Complex|·*5)))))·(|complexZeros|·(*1·*2·*3·*4)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*2·(|List|·(|Complex|·*4)))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Complex|·*4)))))·(|complexZeros|·(*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(|OrderedRing|)))·(|isDomain|·*2·(|List|·(|Complex|·*4)))·(|isDomain|·*1·(|ComplexRootFindingPackage|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Complex|·*4))))))· 
28 (CATEGORY·|package|·(SIGNATURE·|complexZeros|·((|List|·(|Complex|·|#1|))·|#2|))·(SIGNATURE·|complexZeros|·((|List|·(|Complex|·|#1|))·|#2|·|#1|))·(SIGNATURE·|divisorCascade|·((|List|·(|Record|·(|:|·|factors|·(|List|·|#2|))·(|:|·|error|·|#1|)))·|#2|·|#2|·(|Boolean|)))·(SIGNATURE·|divisorCascade|·((|List|·(|Record|·(|:|·|factors|·(|List|·|#2|))·(|:|·|error|·|#1|)))·|#2|·|#2|))·(SIGNATURE·|factor|·((|Factored|·|#2|)·|#2|·|#1|·(|Boolean|)))·(SIGNATURE·|factor|·((|Factored|·|#2|)·|#2|·|#1|))·(SIGNATURE·|factor|·((|Factored|·|#2|)·|#2|))·(SIGNATURE·|graeffe|·(|#2|·|#2|))·(SIGNATURE·|norm|·(|#1|·|#2|))·(SIGNATURE·|pleskenSplit|·((|Factored|·|#2|)·|#2|·|#1|·(|Boolean|)))·(SIGNATURE·|pleskenSplit|·((|Factored|·|#2|)·|#2|·|#1|))·(SIGNATURE·|reciprocalPolynomial|·(|#2|·|#2|))·(SIGNATURE·|rootRadius|·(|#1|·|#2|·|#1|))·(SIGNATURE·|rootRadius|·(|#1|·|#2|))·(SIGNATURE·|schwerpunkt|·((|Complex|·|#1|)·|#2|))·(SIGNATURE·|setErrorBound|·(|#1|·|#1|))·(SIGNATURE·|startPolynomial|·((|Record|·(|:|·|start|·|#2|)·(|:|·|factors|·(|Factored|·|#2|)))·|#2|)))· 
29 ((|reshape|·(((|CartesianTensor|·|#1|·|#2|·|#4|)·(|List|·|#4|)·(|CartesianTensor|·|#1|·|#2|·|#3|))·14))·(|map|·(((|CartesianTensor|·|#1|·|#2|·|#4|)·(|Mapping|·|#4|·|#3|)·(|CartesianTensor|·|#1|·|#2|·|#3|))·18)))· 
30 (((|CartesianTensorFunctions2|·|#1|·|#2|·|#3|·|#4|)·(CATEGORY·|package|·(SIGNATURE·|reshape|·((|CartesianTensor|·|#1|·|#2|·|#4|)·(|List|·|#4|)·(|CartesianTensor|·|#1|·|#2|·|#3|)))·(SIGNATURE·|map|·((|CartesianTensor|·|#1|·|#2|·|#4|)·(|Mapping|·|#4|·|#3|)·(|CartesianTensor|·|#1|·|#2|·|#3|))))·(|Integer|)·(|NonNegativeInteger|)·(|CommutativeRing|)·(|CommutativeRing|))·(T·|CartesianTensorFunctions2|))· 
31 ((|map|·(*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))))·(|reshape|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·*8))·(|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)))))· 
32 (CATEGORY·|package|·(SIGNATURE·|reshape|·((|CartesianTensor|·|#1|·|#2|·|#4|)·(|List|·|#4|)·(|CartesianTensor|·|#1|·|#2|·|#3|)))·(SIGNATURE·|map|·((|CartesianTensor|·|#1|·|#2|·|#4|)·(|Mapping|·|#4|·|#3|)·(|CartesianTensor|·|#1|·|#2|·|#3|))))· 
33 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·17))·(|terms|·(((|List|·(|Record|·(|:|·|gen|·|#1|)·(|:|·|exp|·(|Integer|))))·$)·30))·(|suppOfZero|·(((|List|·|#1|)·$)·36))·(|suppOfPole|·(((|List|·|#1|)·$)·37))·(|supp|·(((|List|·|#1|)·$)·35))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|split|·(((|List|·$)·$)·29))·(|size|·(((|NonNegativeInteger|)·$)·NIL))·(|sample|·(($)·NIL·T·CONST))·(|retractIfCan|·(((|Union|·|#1|·"failed")·$)·NIL))·(|retract|·((|#1|·$)·NIL))·(|reductum|·(($·$)·24))·(|nthFactor|·((|#1|·$·(|Integer|))·NIL))·(|nthCoef|·(((|Integer|)·$·(|Integer|))·NIL))·(|mapGen|·(($·(|Mapping|·|#1|·|#1|)·$)·NIL))·(|mapCoef|·(($·(|Mapping|·(|Integer|)·(|Integer|))·$)·NIL))·(|latex|·(((|String|)·$)·NIL))·(|incr|·(($·$)·8))·(|highCommonTerms|·(($·$·$)·NIL·(|has|·(|Integer|)·(|OrderedAbelianMonoid|))))·(|head|·(((|Record|·(|:|·|gen|·|#1|)·(|:|·|exp|·(|Integer|)))·$)·26))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|effective?|·(((|Boolean|)·$)·50))·(|divOfZero|·(($·$)·38))·(|divOfPole|·(($·$)·39))·(|degree|·(((|Integer|)·$)·58))·(|concat|·(($·$·$)·44))·(|collect|·(($·$)·33))·(|coerce|·(((|OutputForm|)·$)·22)·(($·|#1|)·27))·(|coefficient|·(((|Integer|)·|#1|·$)·32))·(|Zero|·(($)·23·T·CONST))·(=·(((|Boolean|)·$·$)·40))·(<=·(((|Boolean|)·$·$)·51))·(-·(($·$)·48)·(($·$·$)·47))·(+·(($·$·$)·45)·(($·|#1|·$)·NIL))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|Integer|)·$)·49)·(($·$·(|Integer|))·NIL)·(($·(|Integer|)·$)·49)·(($·(|Integer|)·|#1|)·NIL)))· 
34 (((|Divisor|·|#1|)·(|Join|·(|DivisorCategory|·|#1|)·(CATEGORY·|domain|·(SIGNATURE·|head|·((|Record|·(|:|·|gen|·|#1|)·(|:|·|exp|·(|Integer|)))·$))·(SIGNATURE·|reductum|·($·$))))·(|SetCategoryWithDegree|))·(T·|Divisor|))· 
35 ((|head|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|Record|·(|:|·|gen|·*3)·(|:|·|exp|·(|Integer|))))·(|isDomain|·*1·(|Divisor|·*3))·(|ofCategory|·*3·(|SetCategoryWithDegree|))))·(|reductum|·(*1·*1·*1)·(AND·(|isDomain|·*1·(|Divisor|·*2))·(|ofCategory|·*2·(|SetCategoryWithDegree|)))))· 
36 (|Join|·(|DivisorCategory|·|#1|)·(CATEGORY·|domain|·(SIGNATURE·|head|·((|Record|·(|:|·|gen|·|#1|)·(|:|·|exp|·(|Integer|)))·$))·(SIGNATURE·|reductum|·($·$))))· 
37 ((|uniform|·(((|Mapping|·(|Integer|))·(|Segment|·(|Integer|)))·33))·(|ridHack1|·(((|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|))·30))·(|poisson|·(((|Mapping|·(|Integer|))·|RationalNumber|)·NIL))·(|geometric|·(((|Mapping|·(|Integer|))·|RationalNumber|)·NIL))·(|binomial|·(((|Mapping|·(|Integer|))·(|Integer|)·|RationalNumber|)·NIL)))· 
38 (((|RandomIntegerDistributions|)·(CATEGORY·|package|·(SIGNATURE·|uniform|·((|Mapping|·(|Integer|))·(|Segment|·(|Integer|))))·(SIGNATURE·|binomial|·((|Mapping|·(|Integer|))·(|Integer|)·|RationalNumber|))·(SIGNATURE·|poisson|·((|Mapping|·(|Integer|))·|RationalNumber|))·(SIGNATURE·|geometric|·((|Mapping|·(|Integer|))·|RationalNumber|))·(SIGNATURE·|ridHack1|·((|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)))))·(T·|RandomIntegerDistributions|))· 
39 ((|ridHack1|·(*1·*2·*2·*2·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|RandomIntegerDistributions|))))·(|geometric|·(*1·*2·*3)·(AND·(|isDomain|·*3·|RationalNumber|)·(|isDomain|·*2·(|Mapping|·(|Integer|)))·(|isDomain|·*1·(|RandomIntegerDistributions|))))·(|poisson|·(*1·*2·*3)·(AND·(|isDomain|·*3·|RationalNumber|)·(|isDomain|·*2·(|Mapping|·(|Integer|)))·(|isDomain|·*1·(|RandomIntegerDistributions|))))·(|binomial|·(*1·*2·*3·*4)·(AND·(|isDomain|·*4·|RationalNumber|)·(|isDomain|·*2·(|Mapping|·(|Integer|)))·(|isDomain|·*1·(|RandomIntegerDistributions|))·(|isDomain|·*3·(|Integer|))))·(|uniform|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|Segment|·(|Integer|)))·(|isDomain|·*2·(|Mapping|·(|Integer|)))·(|isDomain|·*1·(|RandomIntegerDistributions|)))))· 
40 (CATEGORY·|package|·(SIGNATURE·|uniform|·((|Mapping|·(|Integer|))·(|Segment|·(|Integer|))))·(SIGNATURE·|binomial|·((|Mapping|·(|Integer|))·(|Integer|)·|RationalNumber|))·(SIGNATURE·|poisson|·((|Mapping|·(|Integer|))·|RationalNumber|))·(SIGNATURE·|geometric|·((|Mapping|·(|Integer|))·|RationalNumber|))·(SIGNATURE·|ridHack1|·((|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|))))· 
41 ((~=·(((|Boolean|)·$·$)·NIL))·(|showTypeInOutput|·(((|String|)·(|Boolean|))·25))·(|objectOf|·(((|OutputForm|)·$)·24))·(|obj|·(((|None|)·$)·12))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|domainOf|·(((|OutputForm|)·$)·16))·(|dom|·(((|SExpression|)·$)·14))·(|coerce|·(((|OutputForm|)·$)·32))·(|any|·(($·(|SExpression|)·(|None|))·33))·(=·(((|Boolean|)·$·$)·18)))· 
42 (((|Any|)·(|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|any|·($·(|SExpression|)·(|None|)))·(SIGNATURE·|domainOf|·((|OutputForm|)·$))·(SIGNATURE·|objectOf|·((|OutputForm|)·$))·(SIGNATURE·|dom|·((|SExpression|)·$))·(SIGNATURE·|obj|·((|None|)·$))·(SIGNATURE·|showTypeInOutput|·((|String|)·(|Boolean|))))))·(T·|Any|))· 
43 ((|any|·(*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|SExpression|))·(|isDomain|·*3·(|None|))·(|isDomain|·*1·(|Any|))))·(|domainOf|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Any|))))·(|objectOf|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Any|))))·(|dom|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|SExpression|))·(|isDomain|·*1·(|Any|))))·(|obj|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|None|))·(|isDomain|·*1·(|Any|))))·(|showTypeInOutput|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|Boolean|))·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|Any|)))))· 
44 (|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|any|·($·(|SExpression|)·(|None|)))·(SIGNATURE·|domainOf|·((|OutputForm|)·$))·(SIGNATURE·|objectOf|·((|OutputForm|)·$))·(SIGNATURE·|dom|·((|SExpression|)·$))·(SIGNATURE·|obj|·((|None|)·$))·(SIGNATURE·|showTypeInOutput|·((|String|)·(|Boolean|)))))· 
45 ((|variable|·(((|Symbol|)·$)·15))·(|value|·(((|String|)·$)·16))·(|equation|·(($·(|Symbol|)·(|String|))·14))·(|coerce|·(((|OutputForm|)·$)·13)))· 
46 (((|QueryEquation|)·(|Join|·(|CoercibleTo|·(|OutputForm|))·(CATEGORY·|domain|·(SIGNATURE·|equation|·($·(|Symbol|)·(|String|)))·(SIGNATURE·|variable|·((|Symbol|)·$))·(SIGNATURE·|value|·((|String|)·$)))))·(T·|QueryEquation|))· 
47 ((|equation|·(*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*3·(|String|))·(|isDomain|·*1·(|QueryEquation|))))·(|variable|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|QueryEquation|))))·(|value|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|QueryEquation|)))))· 
48 (|Join|·(|CoercibleTo|·(|OutputForm|))·(CATEGORY·|domain|·(SIGNATURE·|equation|·($·(|Symbol|)·(|String|)))·(SIGNATURE·|variable|·((|Symbol|)·$))·(SIGNATURE·|value|·((|String|)·$))))· 
49 ((~=·(((|Boolean|)·$·$)·7))·(|zero?|·(((|Boolean|)·$)·15))·(|vectorise|·(((|Vector|·$)·$·$)·116))·(|unitNormal|·(((|Record|·(|:|·|unit|·$)·(|:|·|canonical|·$)·(|:|·|associate|·$))·$)·40))·(|unitCanonical|·(($·$)·39))·(|unit?|·(((|Boolean|)·$)·37))·(|tableForDiscreteLogarithm|·(((|Table|·(|PositiveInteger|)·(|NonNegativeInteger|))·(|Integer|))·90))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·18))·(|squareFreePart|·(($·$)·73))·(|squareFree|·(((|Factored|·$)·$)·72))·(|sizeLess?|·(((|Boolean|)·$·$)·58))·(|size|·(((|NonNegativeInteger|))·100))·(|setTower!|·(((|Void|)·$)·120))·(|sample|·(($)·16·T·CONST))·(|representationType|·(((|Union|·"prime"·"polynomial"·"normal"·"cyclic"))·84))·(|rem|·(($·$·$)·54))·(|reduce|·(($·(|SparseUnivariatePolynomial|·$))·110))·(|recip|·(((|Union|·$·"failed")·$)·33))·(|random|·(($)·103))·(|quo|·(($·$·$)·55))·(|principalIdeal|·(((|Record|·(|:|·|coef|·(|List|·$))·(|:|·|generator|·$))·(|List|·$))·50))·(|primitiveElement|·(($)·88))·(|primitive?|·(((|Boolean|)·$)·87))·(|primeFrobenius|·(($·$)·77)·(($·$·(|NonNegativeInteger|))·76))·(|prime?|·(((|Boolean|)·$)·71))·(|previousTower|·(($·$)·115))·(|order|·(((|OnePointCompletion|·(|PositiveInteger|))·$)·79)·(((|PositiveInteger|)·$)·85))·(|one?|·(((|Boolean|)·$)·30))·(|nextItem|·(((|Union|·$·"failed")·$)·99))·(|newElement|·(($·(|SparseUnivariatePolynomial|·$)·(|Symbol|))·119)·(($·(|SparseUnivariatePolynomial|·$)·$·(|Symbol|))·118))·(|multiEuclidean|·(((|Union|·(|List|·$)·"failed")·(|List|·$)·$)·51))·(|maxTower|·(($·(|List|·$))·113))·(|lookup|·(((|PositiveInteger|)·$)·102))·(|lift|·(((|SparseUnivariatePolynomial|·$)·$·$)·109)·(((|SparseUnivariatePolynomial|·$)·$)·108))·(|lcmCoef|·(((|Record|·(|:|·|llcmres|·$)·(|:|·|coeff1|·$)·(|:|·|coeff2|·$))·$·$)·48))·(|lcm|·(($·$·$)·45)·(($·(|List|·$))·44))·(|latex|·(((|String|)·$)·9))·(|inv|·(($·$)·70))·(|init|·(($)·98·T·CONST))·(|index|·(($·(|PositiveInteger|))·101))·(|hash|·(((|SingleInteger|)·$)·10))·(|ground?|·(((|Boolean|)·$)·112))·(|gcdPolynomial|·(((|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$))·43))·(|gcd|·(($·$·$)·47)·(($·(|List|·$))·46))·(|fullOutput|·(((|OutputForm|)·$)·121))·(|factorsOfCyclicGroupSize|·(((|List|·(|Record|·(|:|·|factor|·(|Integer|))·(|:|·|exponent|·(|Integer|)))))·91))·(|factor|·(((|Factored|·$)·$)·74))·(|extendedEuclidean|·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·53)·(((|Union|·(|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$))·"failed")·$·$·$)·52))·(|extDegree|·(((|PositiveInteger|)·$)·114))·(|exquo|·(((|Union|·$·"failed")·$·$)·41))·(|expressIdealMember|·(((|Union|·(|List|·$)·"failed")·(|List|·$)·$)·49))·(|euclideanSize|·(((|NonNegativeInteger|)·$)·57))·(|enumerate|·(((|List|·$))·104))·(|divide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·56))·(|distinguishedRootsOf|·(((|List|·$)·(|SparseUnivariatePolynomial|·$)·$)·111))·(|discreteLog|·(((|Union|·(|NonNegativeInteger|)·"failed")·$·$)·78)·(((|NonNegativeInteger|)·$)·86))·(|differentiate|·(($·$·(|NonNegativeInteger|))·96)·(($·$)·94))·(|definingPolynomial|·(((|SparseUnivariatePolynomial|·$)·$)·107)·(((|SparseUnivariatePolynomial|·$))·106))·(|createPrimitiveElement|·(($)·89))·(|conjugate|·(($·$)·117))·(|conditionP|·(((|Union|·(|Vector|·$)·"failed")·(|Matrix|·$))·92))·(|coerce|·(((|OutputForm|)·$)·11)·(($·(|Integer|))·27)·(($·$)·42)·(($·(|Fraction|·(|Integer|)))·65))·(|charthRoot|·(((|Union|·$·"failed")·$)·80)·(($·$)·93))·(|characteristic|·(((|NonNegativeInteger|))·28))·(|associates?|·(((|Boolean|)·$·$)·38))·(^·(($·$·(|PositiveInteger|))·25)·(($·$·(|NonNegativeInteger|))·32)·(($·$·(|Integer|))·69))·(|Zero|·(($)·17·T·CONST))·(|One|·(($)·29·T·CONST))·(D·(($·$·(|NonNegativeInteger|))·97)·(($·$)·95))·(=·(((|Boolean|)·$·$)·6))·(/·(($·$·$)·64))·(-·(($·$)·21)·(($·$·$)·20))·(+·(($·$·$)·13))·(**·(($·$·(|PositiveInteger|))·24)·(($·$·(|NonNegativeInteger|))·31)·(($·$·(|Integer|))·68))·(*·(($·(|PositiveInteger|)·$)·12)·(($·(|NonNegativeInteger|)·$)·14)·(($·(|Integer|)·$)·19)·(($·$·$)·23)·(($·$·(|Fraction|·(|Integer|)))·67)·(($·(|Fraction|·(|Integer|))·$)·66)))· 
50 (((|PseudoAlgebraicClosureOfFiniteFieldCategory|)·(|Category|))·(T·|PseudoAlgebraicClosureOfFiniteFieldCategory|))· 
51 NIL· 
52 (|Join|·(|FiniteFieldCategory|)·(|PseudoAlgebraicClosureOfPerfectFieldCategory|))· 
53 (((|AbelianGroup|)·.·T)·((|AbelianMonoid|)·.·T)·((|AbelianSemiGroup|)·.·T)·((|Algebra|·(|Fraction|·(|Integer|)))·.·T)·((|Algebra|·$)·.·T)·((|BasicType|)·.·T)·((|BiModule|·(|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·.·T)·((|BiModule|·$·$)·.·T)·((|CancellationAbelianMonoid|)·.·T)·((|CharacteristicNonZero|)·.·T)·((|CoercibleTo|·(|OutputForm|))·.·T)·((|CommutativeRing|)·.·T)·((|DifferentialRing|)·.·T)·((|DivisionRing|)·.·T)·((|EntireRing|)·.·T)·((|EuclideanDomain|)·.·T)·((|Field|)·.·T)·((|FieldOfPrimeCharacteristic|)·.·T)·((|Finite|)·.·T)·((|FiniteFieldCategory|)·.·T)·((|GcdDomain|)·.·T)·((|IntegralDomain|)·.·T)·((|LeftModule|·(|Fraction|·(|Integer|)))·.·T)·((|LeftModule|·$)·.·T)·((|LeftOreRing|)·.·T)·((|Module|·(|Fraction|·(|Integer|)))·.·T)·((|Module|·$)·.·T)·((|Monoid|)·.·T)·((|PrincipalIdealDomain|)·.·T)·((|PseudoAlgebraicClosureOfPerfectFieldCategory|)·.·T)·((|RightModule|·(|Fraction|·(|Integer|)))·.·T)·((|RightModule|·$)·.·T)·((|Ring|)·.·T)·((|Rng|)·.·T)·((|SemiGroup|)·.·T)·((|SetCategory|)·.·T)·((|StepThrough|)·.·T)·((|UniqueFactorizationDomain|)·.·T))· 
54 ((~=·(((|Boolean|)·$·$)·7))·(|reductum|·(($·$)·12))·(|monomial|·(($·|#1|·|#2|)·15))·(|map|·(($·(|Mapping|·|#1|·|#1|)·$)·16))·(|leadingSupport|·((|#2|·$)·13))·(|leadingCoefficient|·((|#1|·$)·14))·(|latex|·(((|String|)·$)·9))·(|hash|·(((|SingleInteger|)·$)·10))·(|coerce|·(((|OutputForm|)·$)·11))·(=·(((|Boolean|)·$·$)·6)))· 
55 (((|IndexedDirectProductCategory|·|#1|·|#2|)·(|Category|)·(|SetCategory|)·(|OrderedSet|))·(T·|IndexedDirectProductCategory|))· 
56 ((|map|·(*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*1·(|IndexedDirectProductCategory|·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|OrderedSet|))))·(|monomial|·(*1·*1·*2·*3)·(AND·(|ofCategory|·*1·(|IndexedDirectProductCategory|·*2·*3))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*3·(|OrderedSet|))))·(|leadingCoefficient|·(*1·*2·*1)·(AND·(|ofCategory|·*1·(|IndexedDirectProductCategory|·*2·*3))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*2·(|SetCategory|))))·(|leadingSupport|·(*1·*2·*1)·(AND·(|ofCategory|·*1·(|IndexedDirectProductCategory|·*3·*2))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*2·(|OrderedSet|))))·(|reductum|·(*1·*1·*1)·(AND·(|ofCategory|·*1·(|IndexedDirectProductCategory|·*2·*3))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*3·(|OrderedSet|)))))· 
57 (|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|map|·($·(|Mapping|·|t#1|·|t#1|)·$))·(SIGNATURE·|monomial|·($·|t#1|·|t#2|))·(SIGNATURE·|leadingCoefficient|·(|t#1|·$))·(SIGNATURE·|leadingSupport|·(|t#2|·$))·(SIGNATURE·|reductum|·($·$))))· 
58 (((|BasicType|)·.·T)·((|CoercibleTo|·(|OutputForm|))·.·T)·((|SetCategory|)·.·T))· 
59 ((~=·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|value|·((|#1|·$)·12))·(|tree|·(($·|#1|·(|List|·$))·31)·(($·|#1|)·32)·(($·(|List|·|#1|))·33))·(|size?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|setvalue!|·((|#1|·$·|#1|)·35·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|setelt|·((|#1|·$·"value"·|#1|)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|setchildren!|·(($·$·(|List|·$))·34·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|sample|·(($)·NIL·T·CONST))·(|parts|·(((|List|·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|nodes|·(((|List|·$)·$)·NIL))·(|node?|·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|more?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|members|·(((|List|·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|member?|·(((|Boolean|)·|#1|·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#1|·(|SetCategory|)))))·(|map!|·(($·(|Mapping|·|#1|·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|map|·(($·(|Mapping|·|#1|·|#1|)·$)·NIL))·(|less?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|leaves|·(((|List|·|#1|)·$)·22))·(|leaf?|·(((|Boolean|)·$)·NIL))·(|latex|·(((|String|)·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|hash|·(((|SingleInteger|)·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|fullOutput|·(((|Boolean|)·(|Boolean|))·18)·(((|Boolean|))·19))·(|fullOut|·(((|OutputForm|)·$)·15))·(|every?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|eval|·(($·$·(|List|·(|Equation|·|#1|)))·NIL·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·(($·$·(|Equation|·|#1|))·NIL·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·(($·$·|#1|·|#1|)·NIL·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·(($·$·(|List|·|#1|)·(|List|·|#1|))·NIL·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|)))))·(|eq?|·(((|Boolean|)·$·$)·NIL))·(|encode|·(((|String|)·$)·28))·(|empty?|·(((|Boolean|)·$)·NIL))·(|empty|·(($)·NIL))·(|elt|·((|#1|·$·"value")·NIL))·(|distance|·(((|Integer|)·$·$)·NIL))·(|cyclic?|·(((|Boolean|)·$)·NIL))·(|count|·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|NonNegativeInteger|)·|#1|·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#1|·(|SetCategory|)))))·(|copy|·(($·$)·NIL))·(|coerce|·(((|OutputForm|)·$)·30·(|has|·|#1|·(|SetCategory|))))·(|children|·(((|List|·$)·$)·8))·(|child?|·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|any?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(=·(((|Boolean|)·$·$)·26·(|has|·|#1|·(|SetCategory|))))·(|#|·(((|NonNegativeInteger|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))))· 
60 (((|DesingTree|·|#1|)·(|Join|·(|DesingTreeCategory|·|#1|)·(CATEGORY·|domain|·(SIGNATURE·|encode|·((|String|)·$))·(SIGNATURE·|fullOut|·((|OutputForm|)·$))·(SIGNATURE·|fullOutput|·((|Boolean|)·(|Boolean|)))·(SIGNATURE·|fullOutput|·((|Boolean|)))))·(|SetCategory|))·(T·|DesingTree|))· 
61 ((|encode|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|DesingTree|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|fullOut|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|DesingTree|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|fullOutput|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|DesingTree|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|fullOutput|·(*1·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|DesingTree|·*3))·(|ofCategory|·*3·(|SetCategory|)))))· 
62 (|Join|·(|DesingTreeCategory|·|#1|)·(CATEGORY·|domain|·(SIGNATURE·|encode|·((|String|)·$))·(SIGNATURE·|fullOut|·((|OutputForm|)·$))·(SIGNATURE·|fullOutput|·((|Boolean|)·(|Boolean|)))·(SIGNATURE·|fullOutput|·((|Boolean|)))))· 
63 ((|trigs2explogs|·((|#3|·|#3|·(|List|·(|Kernel|·|#3|))·(|List|·(|Symbol|)))·55))·(|explogs2trigs|·(((|Complex|·|#2|)·|#3|)·116))·(GF2FG·((|#3|·(|Complex|·|#2|))·43))·(FG2F·((|#2|·|#3|)·19))·(F2FG·((|#3|·|#2|)·32)))· 
64 (((|InnerTrigonometricManipulations|·|#1|·|#2|·|#3|)·(CATEGORY·|package|·(SIGNATURE·GF2FG·(|#3|·(|Complex|·|#2|)))·(SIGNATURE·FG2F·(|#2|·|#3|))·(SIGNATURE·F2FG·(|#3|·|#2|))·(SIGNATURE·|explogs2trigs|·((|Complex|·|#2|)·|#3|))·(SIGNATURE·|trigs2explogs|·(|#3|·|#3|·(|List|·(|Kernel|·|#3|))·(|List|·(|Symbol|)))))·(|Join|·(|IntegralDomain|)·(|OrderedSet|))·(|Join|·(|FunctionSpace|·|#1|)·(|RadicalCategory|)·(|TranscendentalFunctionCategory|))·(|Join|·(|FunctionSpace|·(|Complex|·|#1|))·(|RadicalCategory|)·(|TranscendentalFunctionCategory|)))·(T·|InnerTrigonometricManipulations|))· 
65 ((|trigs2explogs|·(*1·*2·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Kernel|·*2)))·(|isDomain|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·(|Complex|·*5))·(|RadicalCategory|)·(|TranscendentalFunctionCategory|)))·(|ofCategory|·*5·(|Join|·(|IntegralDomain|)·(|OrderedSet|)))·(|isDomain|·*1·(|InnerTrigonometricManipulations|·*5·*6·*2))·(|ofCategory|·*6·(|Join|·(|FunctionSpace|·*5)·(|RadicalCategory|)·(|TranscendentalFunctionCategory|)))))·(|explogs2trigs|·(*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|IntegralDomain|)·(|OrderedSet|)))·(|isDomain|·*2·(|Complex|·*5))·(|isDomain|·*1·(|InnerTrigonometricManipulations|·*4·*5·*3))·(|ofCategory|·*5·(|Join|·(|FunctionSpace|·*4)·(|RadicalCategory|)·(|TranscendentalFunctionCategory|)))·(|ofCategory|·*3·(|Join|·(|FunctionSpace|·(|Complex|·*4))·(|RadicalCategory|)·(|TranscendentalFunctionCategory|)))))·(F2FG·(*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|IntegralDomain|)·(|OrderedSet|)))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·(|Complex|·*4))·(|RadicalCategory|)·(|TranscendentalFunctionCategory|)))·(|isDomain|·*1·(|InnerTrigonometricManipulations|·*4·*3·*2))·(|ofCategory|·*3·(|Join|·(|FunctionSpace|·*4)·(|RadicalCategory|)·(|TranscendentalFunctionCategory|)))))·(FG2F·(*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|IntegralDomain|)·(|OrderedSet|)))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*4)·(|RadicalCategory|)·(|TranscendentalFunctionCategory|)))·(|isDomain|·*1·(|InnerTrigonometricManipulations|·*4·*2·*3))·(|ofCategory|·*3·(|Join|·(|FunctionSpace|·(|Complex|·*4))·(|RadicalCategory|)·(|TranscendentalFunctionCategory|)))))·(GF2FG·(*1·*2·*3)·(AND·(|isDomain|·*3·(|Complex|·*5))·(|ofCategory|·*5·(|Join|·(|FunctionSpace|·*4)·(|RadicalCategory|)·(|TranscendentalFunctionCategory|)))·(|ofCategory|·*4·(|Join|·(|IntegralDomain|)·(|OrderedSet|)))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·(|Complex|·*4))·(|RadicalCategory|)·(|TranscendentalFunctionCategory|)))·(|isDomain|·*1·(|InnerTrigonometricManipulations|·*4·*5·*2)))))· 
66 (CATEGORY·|package|·(SIGNATURE·GF2FG·(|#3|·(|Complex|·|#2|)))·(SIGNATURE·FG2F·(|#2|·|#3|))·(SIGNATURE·F2FG·(|#3|·|#2|))·(SIGNATURE·|explogs2trigs|·((|Complex|·|#2|)·|#3|))·(SIGNATURE·|trigs2explogs|·(|#3|·|#3|·(|List|·(|Kernel|·|#3|))·(|List|·(|Symbol|)))))· 
67 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·NIL))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|sample|·(($)·NIL·T·CONST))·(|recip|·(((|Union|·$·"failed")·$)·NIL))·(|one?|·(((|Boolean|)·$)·NIL))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|coerce|·(((|OutputForm|)·$)·NIL)·(($·(|Integer|))·NIL)·(((|Polynomial|·|#1|)·$)·NIL)·(($·(|Polynomial|·|#1|))·NIL)·(($·|#1|)·NIL·(|has|·|#1|·(|CommutativeRing|))))·(|characteristic|·(((|NonNegativeInteger|))·NIL))·(|changeWeightLevel|·(((|Void|)·(|NonNegativeInteger|))·NIL))·(^·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(|Zero|·(($)·NIL·T·CONST))·(|One|·(($)·NIL·T·CONST))·(=·(((|Boolean|)·$·$)·NIL))·(/·(((|Union|·$·"failed")·$·$)·NIL·(|has|·|#1|·(|Field|))))·(-·(($·$)·NIL)·(($·$·$)·NIL))·(+·(($·$·$)·NIL))·(**·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|Integer|)·$)·NIL)·(($·$·$)·NIL)·(($·|#1|·$)·NIL·(|has|·|#1|·(|CommutativeRing|)))·(($·$·|#1|)·NIL·(|has|·|#1|·(|CommutativeRing|)))))· 
68 (((|OrdinaryWeightedPolynomials|·|#1|·|#2|·|#3|·|#4|)·(|Join|·(|Ring|)·(CATEGORY·|domain|·(IF·(|has|·|#1|·(|CommutativeRing|))·(ATTRIBUTE·(|Algebra|·|#1|))·|noBranch|)·(SIGNATURE·|coerce|·((|Polynomial|·|#1|)·$))·(SIGNATURE·|coerce|·($·(|Polynomial|·|#1|)))·(IF·(|has|·|#1|·(|Field|))·(SIGNATURE·/·((|Union|·$·"failed")·$·$))·|noBranch|)·(SIGNATURE·|changeWeightLevel|·((|Void|)·(|NonNegativeInteger|)))))·(|Ring|)·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|))·(|NonNegativeInteger|))·(T·|OrdinaryWeightedPolynomials|))· 
69 ((|coerce|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|Polynomial|·*3))·(|isDomain|·*1·(|OrdinaryWeightedPolynomials|·*3·*4·*5·*6))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*4·(|List|·(|Symbol|)))·(|ofType|·*5·(|List|·(|NonNegativeInteger|)))·(|ofType|·*6·(|NonNegativeInteger|))))·(|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Polynomial|·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|OrdinaryWeightedPolynomials|·*3·*4·*5·*6))·(|ofType|·*4·(|List|·(|Symbol|)))·(|ofType|·*5·(|List|·(|NonNegativeInteger|)))·(|ofType|·*6·(|NonNegativeInteger|))))·(/·(*1·*1·*1·*1)·(|partial|·AND·(|isDomain|·*1·(|OrdinaryWeightedPolynomials|·*2·*3·*4·*5))·(|ofCategory|·*2·(|Field|))·(|ofCategory|·*2·(|Ring|))·(|ofType|·*3·(|List|·(|Symbol|)))·(|ofType|·*4·(|List|·(|NonNegativeInteger|)))·(|ofType|·*5·(|NonNegativeInteger|))))·(|changeWeightLevel|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|OrdinaryWeightedPolynomials|·*4·*5·*6·*7))·(|ofCategory|·*4·(|Ring|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|List|·*3))·(|ofType|·*7·*3))))· 
70 (|Join|·(|Ring|)·(CATEGORY·|domain|·(IF·(|has|·|#1|·(|CommutativeRing|))·(ATTRIBUTE·(|Algebra|·|#1|))·|noBranch|)·(SIGNATURE·|coerce|·((|Polynomial|·|#1|)·$))·(SIGNATURE·|coerce|·($·(|Polynomial|·|#1|)))·(IF·(|has|·|#1|·(|Field|))·(SIGNATURE·/·((|Union|·$·"failed")·$·$))·|noBranch|)·(SIGNATURE·|changeWeightLevel|·((|Void|)·(|NonNegativeInteger|)))))· 
71 ((~=·(((|Boolean|)·$·$)·NIL))·(|setelt|·((|#2|·$·(|Integer|)·|#2|)·NIL))·(|removeConjugate|·(((|List|·$)·(|List|·$)·(|NonNegativeInteger|))·41)·(((|List|·$)·(|List|·$))·42))·(|rational?|·(((|Boolean|)·$·(|NonNegativeInteger|))·38)·(((|Boolean|)·$)·40))·(|projectivePoint|·(($·(|List|·|#2|))·25))·(|pointValue|·(((|List|·|#2|)·$)·27))·(|orbit|·(((|List|·$)·$)·50)·(((|List|·$)·$·(|NonNegativeInteger|))·47))·(|list|·(((|List|·|#2|)·$)·26))·(|latex|·(((|String|)·$)·NIL))·(|lastNonNull|·(((|Integer|)·$)·59))·(|lastNonNul|·(((|Integer|)·$)·62))·(|homogenize|·(($·$·(|Integer|))·36)·(($·$)·52))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|elt|·((|#2|·$·(|Integer|))·32))·(|degree|·(((|PositiveInteger|)·$)·16))·(|definingField|·((|#2|·$)·22))·(|conjugate|·(($·$·(|NonNegativeInteger|))·30)·(($·$)·49))·(|coerce|·(((|OutputForm|)·$)·19)·(((|List|·|#2|)·$)·24)·(($·(|List|·|#2|))·58))·(=·(((|Boolean|)·$·$)·37)))· 
72 (((|ProjectiveSpace|·|#1|·|#2|)·(|ProjectiveSpaceCategory|·|#2|)·(|NonNegativeInteger|)·(|Field|))·(T·|ProjectiveSpace|))· 
73 NIL· 
74 (|ProjectiveSpaceCategory|·|#2|)· 
75 ((|draw|·(((|TwoDimensionalViewport|)·(|Equation|·|#2|)·(|Symbol|)·(|Symbol|)·(|List|·(|DrawOption|)))·93)))· 
76 (((|TopLevelDrawFunctionsForAlgebraicCurves|·|#1|·|#2|)·(CATEGORY·|package|·(SIGNATURE·|draw|·((|TwoDimensionalViewport|)·(|Equation|·|#2|)·(|Symbol|)·(|Symbol|)·(|List|·(|DrawOption|)))))·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|)))·(|FunctionSpace|·|#1|))·(T·|TopLevelDrawFunctionsForAlgebraicCurves|))· 
77 ((|draw|·(*1·*2·*3·*4·*4·*5)·(AND·(|isDomain|·*3·(|Equation|·*7))·(|isDomain|·*4·(|Symbol|))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|ofCategory|·*7·(|FunctionSpace|·*6))·(|ofCategory|·*6·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))))·(|isDomain|·*2·(|TwoDimensionalViewport|))·(|isDomain|·*1·(|TopLevelDrawFunctionsForAlgebraicCurves|·*6·*7)))))· 
78 (CATEGORY·|package|·(SIGNATURE·|draw|·((|TwoDimensionalViewport|)·(|Equation|·|#2|)·(|Symbol|)·(|Symbol|)·(|List|·(|DrawOption|)))))· 
79 ((|shiftInfoRec|·(((|Record|·(|:|·|max|·(|Union|·(|Integer|)·"failed"))·(|:|·|ord|·(|Union|·(|Integer|)·"failed"))·(|:|·|ker|·(|Kernel|·|#2|)))·(|BasicOperator|)·(|Symbol|)·|#2|)·59·(|has|·|#1|·(|Ring|))))·(|numberOfValuesNeeded|·(((|Integer|)·(|Integer|)·(|BasicOperator|)·(|Symbol|)·|#2|)·76))·(|getShiftRec|·(((|Union|·(|Integer|)·"failed")·(|BasicOperator|)·(|Kernel|·|#2|)·(|Symbol|))·56·(|has|·|#1|·(|Ring|))))·(|getOp|·(((|BasicOperator|)·|#2|)·103))·(|getEq|·((|#2|·|#2|)·102))·(|evalRec|·((|#2|·(|BasicOperator|)·(|Symbol|)·|#2|·|#2|·|#2|·(|List|·|#2|))·72))·(|evalADE|·((|#2|·(|BasicOperator|)·(|Symbol|)·|#2|·|#2|·|#2|·(|List|·|#2|))·100)))· 
80 (((|RecurrenceOperator|·|#1|·|#2|)·(CATEGORY·|package|·(SIGNATURE·|evalRec|·(|#2|·(|BasicOperator|)·(|Symbol|)·|#2|·|#2|·|#2|·(|List|·|#2|)))·(SIGNATURE·|evalADE|·(|#2|·(|BasicOperator|)·(|Symbol|)·|#2|·|#2|·|#2|·(|List|·|#2|)))·(SIGNATURE·|getEq|·(|#2|·|#2|))·(SIGNATURE·|getOp|·((|BasicOperator|)·|#2|))·(SIGNATURE·|numberOfValuesNeeded|·((|Integer|)·(|Integer|)·(|BasicOperator|)·(|Symbol|)·|#2|))·(IF·(|has|·|#1|·(|Ring|))·(PROGN·(SIGNATURE·|getShiftRec|·((|Union|·(|Integer|)·"failed")·(|BasicOperator|)·(|Kernel|·|#2|)·(|Symbol|)))·(SIGNATURE·|shiftInfoRec|·((|Record|·(|:|·|max|·(|Union|·(|Integer|)·"failed"))·(|:|·|ord|·(|Union|·(|Integer|)·"failed"))·(|:|·|ker|·(|Kernel|·|#2|)))·(|BasicOperator|)·(|Symbol|)·|#2|)))·|noBranch|))·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|)))·(|Join|·(|FunctionSpace|·|#1|)·(|AbelianMonoid|)·(|RetractableTo|·(|Integer|))·(|RetractableTo|·(|Symbol|))·(|PartialDifferentialRing|·(|Symbol|))·(|CombinatorialOpsCategory|)))·(T·|RecurrenceOperator|))· 
81 ((|shiftInfoRec|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|BasicOperator|))·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*6·(|Ring|))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Record|·(|:|·|max|·(|Union|·(|Integer|)·"failed"))·(|:|·|ord|·(|Union|·(|Integer|)·"failed"))·(|:|·|ker|·(|Kernel|·*5))))·(|isDomain|·*1·(|RecurrenceOperator|·*6·*5))·(|ofCategory|·*5·(|Join|·(|FunctionSpace|·*6)·(|AbelianMonoid|)·(|RetractableTo|·(|Integer|))·(|RetractableTo|·*4)·(|PartialDifferentialRing|·*4)·(|CombinatorialOpsCategory|)))))·(|getShiftRec|·(*1·*2·*3·*4·*5)·(|partial|·AND·(|isDomain|·*3·(|BasicOperator|))·(|isDomain|·*4·(|Kernel|·*7))·(|ofCategory|·*7·(|Join|·(|FunctionSpace|·*6)·(|AbelianMonoid|)·(|RetractableTo|·*2)·(|RetractableTo|·*5)·(|PartialDifferentialRing|·*5)·(|CombinatorialOpsCategory|)))·(|isDomain|·*5·(|Symbol|))·(|ofCategory|·*6·(|Ring|))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|RecurrenceOperator|·*6·*7))))·(|numberOfValuesNeeded|·(*1·*2·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|BasicOperator|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*1·(|RecurrenceOperator|·*6·*5))·(|ofCategory|·*5·(|Join|·(|FunctionSpace|·*6)·(|AbelianMonoid|)·(|RetractableTo|·*2)·(|RetractableTo|·*4)·(|PartialDifferentialRing|·*4)·(|CombinatorialOpsCategory|)))))·(|getOp|·(*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|BasicOperator|))·(|isDomain|·*1·(|RecurrenceOperator|·*4·*3))·(|ofCategory|·*3·(|Join|·(|FunctionSpace|·*4)·(|AbelianMonoid|)·(|RetractableTo|·(|Integer|))·(|RetractableTo|·(|Symbol|))·(|PartialDifferentialRing|·(|Symbol|))·(|CombinatorialOpsCategory|)))))·(|getEq|·(*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*1·(|RecurrenceOperator|·*3·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|AbelianMonoid|)·(|RetractableTo|·(|Integer|))·(|RetractableTo|·(|Symbol|))·(|PartialDifferentialRing|·(|Symbol|))·(|CombinatorialOpsCategory|)))))·(|evalADE|·(*1·*2·*3·*4·*2·*2·*2·*5)·(AND·(|isDomain|·*3·(|BasicOperator|))·(|isDomain|·*5·(|List|·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*6)·(|AbelianMonoid|)·(|RetractableTo|·(|Integer|))·(|RetractableTo|·*4)·(|PartialDifferentialRing|·*4)·(|CombinatorialOpsCategory|)))·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*1·(|RecurrenceOperator|·*6·*2))))·(|evalRec|·(*1·*2·*3·*4·*2·*2·*2·*5)·(AND·(|isDomain|·*3·(|BasicOperator|))·(|isDomain|·*5·(|List|·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*6)·(|AbelianMonoid|)·(|RetractableTo|·(|Integer|))·(|RetractableTo|·*4)·(|PartialDifferentialRing|·*4)·(|CombinatorialOpsCategory|)))·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*1·(|RecurrenceOperator|·*6·*2)))))· 
82 (CATEGORY·|package|·(SIGNATURE·|evalRec|·(|#2|·(|BasicOperator|)·(|Symbol|)·|#2|·|#2|·|#2|·(|List|·|#2|)))·(SIGNATURE·|evalADE|·(|#2|·(|BasicOperator|)·(|Symbol|)·|#2|·|#2|·|#2|·(|List|·|#2|)))·(SIGNATURE·|getEq|·(|#2|·|#2|))·(SIGNATURE·|getOp|·((|BasicOperator|)·|#2|))·(SIGNATURE·|numberOfValuesNeeded|·((|Integer|)·(|Integer|)·(|BasicOperator|)·(|Symbol|)·|#2|))·(IF·(|has|·|#1|·(|Ring|))·(PROGN·(SIGNATURE·|getShiftRec|·((|Union|·(|Integer|)·"failed")·(|BasicOperator|)·(|Kernel|·|#2|)·(|Symbol|)))·(SIGNATURE·|shiftInfoRec|·((|Record|·(|:|·|max|·(|Union|·(|Integer|)·"failed"))·(|:|·|ord|·(|Union|·(|Integer|)·"failed"))·(|:|·|ker|·(|Kernel|·|#2|)))·(|BasicOperator|)·(|Symbol|)·|#2|)))·|noBranch|))· 
83 ((~=·(((|Boolean|)·$·$)·NIL·(|has|·(|DoubleFloat|)·(|SetCategory|))))·(|zero|·(($·(|NonNegativeInteger|))·NIL·(|has|·(|DoubleFloat|)·(|AbelianMonoid|))))·(|swap!|·(((|Void|)·$·(|Integer|)·(|Integer|))·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|sorted?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·(|DoubleFloat|)·(|DoubleFloat|))·$)·NIL)·(((|Boolean|)·$)·NIL·(|has|·(|DoubleFloat|)·(|OrderedSet|))))·(|sort!|·(($·(|Mapping|·(|Boolean|)·(|DoubleFloat|)·(|DoubleFloat|))·$)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(($·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))·(|has|·(|DoubleFloat|)·(|OrderedSet|)))))·(|sort|·(($·(|Mapping|·(|Boolean|)·(|DoubleFloat|)·(|DoubleFloat|))·$)·NIL)·(($·$)·NIL·(|has|·(|DoubleFloat|)·(|OrderedSet|))))·(|size?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|setelt|·(((|DoubleFloat|)·$·(|Integer|)·(|DoubleFloat|))·17·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(((|DoubleFloat|)·$·(|UniversalSegment|·(|Integer|))·(|DoubleFloat|))·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|select|·(($·(|Mapping|·(|Boolean|)·(|DoubleFloat|))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|sample|·(($)·NIL·T·CONST))·(|reverse!|·(($·$)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|reverse|·(($·$)·NIL))·(|removeDuplicates|·(($·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|DoubleFloat|)·(|SetCategory|)))))·(|remove|·(($·(|DoubleFloat|)·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|DoubleFloat|)·(|SetCategory|))))·(($·(|Mapping|·(|Boolean|)·(|DoubleFloat|))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|reduce|·(((|DoubleFloat|)·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|))·$·(|DoubleFloat|)·(|DoubleFloat|))·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|DoubleFloat|)·(|SetCategory|))))·(((|DoubleFloat|)·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|))·$·(|DoubleFloat|))·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|DoubleFloat|)·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|qsetelt!|·(((|DoubleFloat|)·$·(|Integer|)·(|DoubleFloat|))·9·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|qnew|·(($·(|Integer|))·14))·(|qelt|·(((|DoubleFloat|)·$·(|Integer|))·8))·(|position|·(((|Integer|)·(|Mapping|·(|Boolean|)·(|DoubleFloat|))·$)·NIL)·(((|Integer|)·(|DoubleFloat|)·$)·NIL·(|has|·(|DoubleFloat|)·(|SetCategory|)))·(((|Integer|)·(|DoubleFloat|)·$·(|Integer|))·NIL·(|has|·(|DoubleFloat|)·(|SetCategory|))))·(|parts|·(((|List|·(|DoubleFloat|))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|outerProduct|·(((|Matrix|·(|DoubleFloat|))·$·$)·NIL·(|has|·(|DoubleFloat|)·(|Ring|))))·(|new|·(($·(|NonNegativeInteger|)·(|DoubleFloat|))·15))·(|more?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|minIndex|·(((|Integer|)·$)·12·(|has|·(|Integer|)·(|OrderedSet|))))·(|min|·(($·$·$)·NIL·(|has|·(|DoubleFloat|)·(|OrderedSet|))))·(|merge|·(($·(|Mapping|·(|Boolean|)·(|DoubleFloat|)·(|DoubleFloat|))·$·$)·NIL)·(($·$·$)·NIL·(|has|·(|DoubleFloat|)·(|OrderedSet|))))·(|members|·(((|List|·(|DoubleFloat|))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|member?|·(((|Boolean|)·(|DoubleFloat|)·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|DoubleFloat|)·(|SetCategory|)))))·(|maxIndex|·(((|Integer|)·$)·NIL·(|has|·(|Integer|)·(|OrderedSet|))))·(|max|·(($·$·$)·NIL·(|has|·(|DoubleFloat|)·(|OrderedSet|))))·(|map!|·(($·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|))·$)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|map|·(($·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|))·$)·NIL)·(($·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|))·$·$)·NIL))·(|magnitude|·(((|DoubleFloat|)·$)·NIL·(AND·(|has|·(|DoubleFloat|)·(|RadicalCategory|))·(|has|·(|DoubleFloat|)·(|Ring|)))))·(|less?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|length|·(((|DoubleFloat|)·$)·NIL·(AND·(|has|·(|DoubleFloat|)·(|RadicalCategory|))·(|has|·(|DoubleFloat|)·(|Ring|)))))·(|latex|·(((|String|)·$)·NIL·(|has|·(|DoubleFloat|)·(|SetCategory|))))·(|insert|·(($·(|DoubleFloat|)·$·(|Integer|))·NIL)·(($·$·$·(|Integer|))·NIL))·(|indices|·(((|List|·(|Integer|))·$)·NIL))·(|index?|·(((|Boolean|)·(|Integer|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL·(|has|·(|DoubleFloat|)·(|SetCategory|))))·(|first|·(((|DoubleFloat|)·$)·NIL·(|has|·(|Integer|)·(|OrderedSet|))))·(|find|·(((|Union|·(|DoubleFloat|)·"failed")·(|Mapping|·(|Boolean|)·(|DoubleFloat|))·$)·NIL))·(|fill!|·(($·$·(|DoubleFloat|))·18·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|every?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·(|DoubleFloat|))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|eval|·(($·$·(|List|·(|Equation|·(|DoubleFloat|))))·NIL·(AND·(|has|·(|DoubleFloat|)·(|Evalable|·(|DoubleFloat|)))·(|has|·(|DoubleFloat|)·(|SetCategory|))))·(($·$·(|Equation|·(|DoubleFloat|)))·NIL·(AND·(|has|·(|DoubleFloat|)·(|Evalable|·(|DoubleFloat|)))·(|has|·(|DoubleFloat|)·(|SetCategory|))))·(($·$·(|DoubleFloat|)·(|DoubleFloat|))·NIL·(AND·(|has|·(|DoubleFloat|)·(|Evalable|·(|DoubleFloat|)))·(|has|·(|DoubleFloat|)·(|SetCategory|))))·(($·$·(|List|·(|DoubleFloat|))·(|List|·(|DoubleFloat|)))·NIL·(AND·(|has|·(|DoubleFloat|)·(|Evalable|·(|DoubleFloat|)))·(|has|·(|DoubleFloat|)·(|SetCategory|)))))·(|eq?|·(((|Boolean|)·$·$)·NIL))·(|entry?|·(((|Boolean|)·(|DoubleFloat|)·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|DoubleFloat|)·(|SetCategory|)))))·(|entries|·(((|List|·(|DoubleFloat|))·$)·NIL))·(|empty?|·(((|Boolean|)·$)·NIL))·(|empty|·(($)·13))·(|elt|·(((|DoubleFloat|)·$·(|Integer|)·(|DoubleFloat|))·NIL)·(((|DoubleFloat|)·$·(|Integer|))·16)·(($·$·(|UniversalSegment|·(|Integer|)))·NIL))·(|dot|·(((|DoubleFloat|)·$·$)·NIL·(|has|·(|DoubleFloat|)·(|Ring|))))·(|delete|·(($·$·(|Integer|))·NIL)·(($·$·(|UniversalSegment|·(|Integer|)))·NIL))·(|cross|·(($·$·$)·NIL·(|has|·(|DoubleFloat|)·(|Ring|))))·(|count|·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·(|DoubleFloat|))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|NonNegativeInteger|)·(|DoubleFloat|)·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|DoubleFloat|)·(|SetCategory|)))))·(|copyInto!|·(($·$·$·(|Integer|))·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|copy|·(($·$)·NIL))·(|convert|·(((|InputForm|)·$)·NIL·(|has|·(|DoubleFloat|)·(|ConvertibleTo|·(|InputForm|)))))·(|construct|·(($·(|List|·(|DoubleFloat|)))·NIL))·(|concat|·(($·$·(|DoubleFloat|))·NIL)·(($·(|DoubleFloat|)·$)·NIL)·(($·$·$)·NIL)·(($·(|List|·$))·NIL))·(|coerce|·(((|OutputForm|)·$)·NIL·(|has|·(|DoubleFloat|)·(|SetCategory|))))·(|any?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·(|DoubleFloat|))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(>=·(((|Boolean|)·$·$)·NIL·(|has|·(|DoubleFloat|)·(|OrderedSet|))))·(>·(((|Boolean|)·$·$)·NIL·(|has|·(|DoubleFloat|)·(|OrderedSet|))))·(=·(((|Boolean|)·$·$)·NIL·(|has|·(|DoubleFloat|)·(|SetCategory|))))·(<=·(((|Boolean|)·$·$)·NIL·(|has|·(|DoubleFloat|)·(|OrderedSet|))))·(<·(((|Boolean|)·$·$)·NIL·(|has|·(|DoubleFloat|)·(|OrderedSet|))))·(-·(($·$)·NIL·(|has|·(|DoubleFloat|)·(|AbelianGroup|)))·(($·$·$)·NIL·(|has|·(|DoubleFloat|)·(|AbelianGroup|))))·(+·(($·$·$)·NIL·(|has|·(|DoubleFloat|)·(|AbelianSemiGroup|))))·(*·(($·(|Integer|)·$)·NIL·(|has|·(|DoubleFloat|)·(|AbelianGroup|)))·(($·(|DoubleFloat|)·$)·NIL·(|has|·(|DoubleFloat|)·(|Monoid|)))·(($·$·(|DoubleFloat|))·NIL·(|has|·(|DoubleFloat|)·(|Monoid|))))·(|#|·(((|NonNegativeInteger|)·$)·11·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))))· 
84 (((|DoubleFloatVector|)·(|Join|·(|VectorCategory|·(|DoubleFloat|))·(CATEGORY·|domain|·(SIGNATURE·|qnew|·($·(|Integer|))))))·(T·|DoubleFloatVector|))· 
85 ((|qnew|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|DoubleFloatVector|)))))· 
86 (|Join|·(|VectorCategory|·(|DoubleFloat|))·(CATEGORY·|domain|·(SIGNATURE·|qnew|·($·(|Integer|)))))· 
87 ((|clipWithRanges|·(((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|))·38))·(|clipParametric|·(((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|)·(|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·62)·(((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|))·63))·(|clip|·(((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·66)·(((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|List|·(|Point|·(|DoubleFloat|))))·65)·(((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|)·(|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·57)·(((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|))·58)))· 
88 (((|TwoDimensionalPlotClipping|)·(CATEGORY·|package|·(SIGNATURE·|clip|·((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|)))·(SIGNATURE·|clip|·((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|)·(|Fraction|·(|Integer|))·(|Fraction|·(|Integer|))))·(SIGNATURE·|clipParametric|·((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|)))·(SIGNATURE·|clipParametric|·((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|)·(|Fraction|·(|Integer|))·(|Fraction|·(|Integer|))))·(SIGNATURE·|clipWithRanges|·((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)))·(SIGNATURE·|clip|·((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|List|·(|Point|·(|DoubleFloat|)))))·(SIGNATURE·|clip|·((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|List|·(|List|·(|Point|·(|DoubleFloat|))))))))·(T·|TwoDimensionalPlotClipping|))· 
89 ((|clip|·(*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|)))))))·(|clip|·(*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|))))))·(|clipWithRanges|·(*1·*2·*3·*4·*4·*4·*4)·(AND·(|isDomain|·*4·(|DoubleFloat|))·(|isDomain|·*2·(|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·*4))))·(|:|·|xValues|·(|Segment|·*4))·(|:|·|yValues|·(|Segment|·*4))))·(|isDomain|·*1·(|TwoDimensionalPlotClipping|))·(|isDomain|·*3·(|List|·(|List|·(|Point|·*4))))))·(|clipParametric|·(*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|))))·(|clipParametric|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|Plot|))·(|isDomain|·*2·(|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|)))))·(|isDomain|·*1·(|TwoDimensionalPlotClipping|))))·(|clip|·(*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|))))·(|clip|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|Plot|))·(|isDomain|·*2·(|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|)))))·(|isDomain|·*1·(|TwoDimensionalPlotClipping|)))))· 
90 (CATEGORY·|package|·(SIGNATURE·|clip|·((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|)))·(SIGNATURE·|clip|·((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|)·(|Fraction|·(|Integer|))·(|Fraction|·(|Integer|))))·(SIGNATURE·|clipParametric|·((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|)))·(SIGNATURE·|clipParametric|·((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|Plot|)·(|Fraction|·(|Integer|))·(|Fraction|·(|Integer|))))·(SIGNATURE·|clipWithRanges|·((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)))·(SIGNATURE·|clip|·((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|List|·(|Point|·(|DoubleFloat|)))))·(SIGNATURE·|clip|·((|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|))))·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))))· 
91 ((|log|·((|#3|·|#3|·(|NonNegativeInteger|))·23))·(|exp|·((|#3|·|#3|·(|NonNegativeInteger|))·28))·(|Hausdorff|·((|#3|·|#3|·|#3|·(|NonNegativeInteger|))·29)))· 
92 (((|XExponentialPackage|·|#1|·|#2|·|#3|)·(CATEGORY·|package|·(SIGNATURE·|exp|·(|#3|·|#3|·(|NonNegativeInteger|)))·(SIGNATURE·|log|·(|#3|·|#3|·(|NonNegativeInteger|)))·(SIGNATURE·|Hausdorff|·(|#3|·|#3|·|#3|·(|NonNegativeInteger|))))·(|Join|·(|Ring|)·(|Module|·(|Fraction|·(|Integer|))))·(|OrderedSet|)·(|XPolynomialsCat|·|#2|·|#1|))·(T·|XExponentialPackage|))· 
93 ((|Hausdorff|·(*1·*2·*2·*2·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofCategory|·*4·(|Join|·(|Ring|)·(|Module|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*1·(|XExponentialPackage|·*4·*5·*2))·(|ofCategory|·*2·(|XPolynomialsCat|·*5·*4))))·(|log|·(*1·*2·*2·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofCategory|·*4·(|Join|·(|Ring|)·(|Module|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*1·(|XExponentialPackage|·*4·*5·*2))·(|ofCategory|·*2·(|XPolynomialsCat|·*5·*4))))·(|exp|·(*1·*2·*2·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofCategory|·*4·(|Join|·(|Ring|)·(|Module|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*1·(|XExponentialPackage|·*4·*5·*2))·(|ofCategory|·*2·(|XPolynomialsCat|·*5·*4)))))· 
94 (CATEGORY·|package|·(SIGNATURE·|exp|·(|#3|·|#3|·(|NonNegativeInteger|)))·(SIGNATURE·|log|·(|#3|·|#3|·(|NonNegativeInteger|)))·(SIGNATURE·|Hausdorff|·(|#3|·|#3|·|#3|·(|NonNegativeInteger|))))· 
95 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·14))·(|terms|·(((|List|·(|Record|·(|:|·|gen|·|#1|)·(|:|·|exp|·(|Integer|))))·$)·18))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|size|·(((|NonNegativeInteger|)·$)·NIL))·(|sample|·(($)·NIL·T·CONST))·(|retractIfCan|·(((|Union|·|#1|·"failed")·$)·NIL))·(|retract|·((|#1|·$)·NIL))·(|nthFactor|·((|#1|·$·(|Integer|))·NIL))·(|nthCoef|·(((|Integer|)·$·(|Integer|))·NIL))·(|min|·(($·$·$)·NIL·(|has|·|#1|·(|OrderedSet|))))·(|max|·(($·$·$)·NIL·(|has|·|#1|·(|OrderedSet|))))·(|mapGen|·(($·(|Mapping|·|#1|·|#1|)·$)·NIL))·(|mapCoef|·(($·(|Mapping|·(|Integer|)·(|Integer|))·$)·10))·(|latex|·(((|String|)·$)·NIL))·(|highCommonTerms|·(($·$·$)·NIL·(|has|·(|Integer|)·(|OrderedAbelianMonoid|))))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|coerce|·(((|OutputForm|)·$)·NIL)·(($·|#1|)·NIL))·(|coefficient|·(((|Integer|)·|#1|·$)·NIL))·(|Zero|·(($)·15·T·CONST))·(>=·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|OrderedSet|))))·(>·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|OrderedSet|))))·(=·(((|Boolean|)·$·$)·NIL))·(<=·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|OrderedSet|))))·(<·(((|Boolean|)·$·$)·21·(|has|·|#1|·(|OrderedSet|))))·(-·(($·$)·11)·(($·$·$)·20))·(+·(($·$·$)·NIL)·(($·|#1|·$)·NIL))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|Integer|)·$)·NIL)·(($·$·(|Integer|))·NIL)·(($·(|Integer|)·|#1|)·19)))· 
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./usr/share/axiom-20170501/algebra/operation.daase
    
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1 (1579299·.·3956487256)·······1 (1579299·.·3922089107)·······
2 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbe[·...·truncated·by·diffoscope;·len:·485,·SHA:·e400e65e293c9d36382610cfe9b4945e1ed7a6fc75fe8524c56cd1da593fc195·...·])))))·2 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|TriangularSetCategory|·*3·*4·*5·*6))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|isDomain|·*2·(|[·...·truncated·by·diffoscope;·len:·289,·SHA:·a896520f32266350223452bbe7575cbd1280451b4fe5a8410f91c55aa32b2c25·...·])))))·
3 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|StreamAggregate|·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*2·(|Boolean|)))))·3 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|StreamAggregate|·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*2·(|Boolean|)))))·
4 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|GcdDomain|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*3·(|RetractableTo|·(|Integer|)))·(|ofCategory|·*3·(|IntegralDomain|))·(|isDomain|·*1·(|AlgebraicManipulations|·*3·*2))·(|ofCategory|·*2·(|FunctionSpace|·*3))·(|ofCategory|·*2·(|Join|·(|Field|)·(|ExpressionSpace|)·(CATEGORY·|domain|·(SIGNATURE·|numer|·((|SparseMultivariatePolynomial|·*3·(|Kernel|·$))·$))·(SIGNATURE·|denom|·((|SparseMultivariatePolynomial|·*3·(|Kernel|·$))·$))·(SIGNATURE·|coerce|·($·(|SparseMultivariatePolynomial|·*3·(|Kernel|·$))))))))))·4 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|GcdDomain|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*3·(|RetractableTo|·(|Integer|)))·(|ofCategory|·*3·(|IntegralDomain|))·(|isDomain|·*1·(|AlgebraicManipulations|·*3·*2))·(|ofCategory|·*2·(|FunctionSpace|·*3))·(|ofCategory|·*2·(|Join|·(|Field|)·(|ExpressionSpace|)·(CATEGORY·|domain|·(SIGNATURE·|numer|·((|SparseMultivariatePolynomial|·*3·(|Kernel|·$))·$))·(SIGNATURE·|denom|·((|SparseMultivariatePolynomial|·*3·(|Kernel|·$))·$))·(SIGNATURE·|coerce|·($·(|SparseMultivariatePolynomial|·*3·(|Kernel|·$))))))))))·
5 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Any|)))))·5 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Any|)))))·
6 (((*1·*1·*2·*1)·(AND·(|isDomain|·*1·(|BinarySearchTree|·*2))·(|ofCategory|·*2·(|OrderedSet|)))))·6 (((*1·*1·*2·*1)·(AND·(|isDomain|·*1·(|BinarySearchTree|·*2))·(|ofCategory|·*2·(|OrderedSet|)))))·
7 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|OutputForm|)))·(|isDomain|·*1·(|Symbol|)))))·7 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|OutputForm|)))·(|isDomain|·*1·(|Symbol|)))))·
8 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Expression|·(|DoubleFloat|))))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|e04AgentsPackage|)))))·8 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Expression|·(|DoubleFloat|))))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|e04AgentsPackage|)))))·
9 (((*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|SymmetricGroupCombinatoricFunctions|)))))·9 (((*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|SymmetricGroupCombinatoricFunctions|)))))·
10 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·*3))))·(|isDomain|·*1·(|GenericNonAssociativeAlgebra|·*3·*4·*5·*6))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofType|·*4·(|PositiveInteger|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|Vector|·(|Matrix|·*3))))))·10 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·*3))))·(|isDomain|·*1·(|GenericNonAssociativeAlgebra|·*3·*4·*5·*6))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofType|·*4·(|PositiveInteger|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|Vector|·(|Matrix|·*3))))))·
11 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FloatingPointSystem|))·(|isDomain|·*2·(|Integer|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|MachineFloat|)))))·11 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|MachineFloat|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FloatingPointSystem|))·(|isDomain|·*2·(|Integer|)))))·
12 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|String|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|MoreSystemCommands|)))))·12 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|String|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|MoreSystemCommands|)))))·
13 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|IntegerNumberTheoryFunctions|)))))·13 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|IntegerNumberTheoryFunctions|)))))·
14 (((*1·*1·*1)·(AND·(|ofCategory|·*1·(|FunctionSpace|·*2))·(|ofCategory|·*2·(|OrderedSet|))·(|ofCategory|·*2·(|Ring|))))·((*1·*1·*1)·(AND·(|isDomain|·*1·(|MyExpression|·*2·*3))·(|ofType|·*2·(|Symbol|))·(|ofCategory|·*3·(|Join|·(|Ring|)·(|OrderedSet|)·(|IntegralDomain|)))))·((*1·*1·*1)·(AND·(|ofCategory|·*1·(|QuotientFieldCategory|·*2))·(|ofCategory|·*2·(|IntegralDomain|)))))·14 (((*1·*1·*1)·(AND·(|ofCategory|·*1·(|FunctionSpace|·*2))·(|ofCategory|·*2·(|OrderedSet|))·(|ofCategory|·*2·(|Ring|))))·((*1·*1·*1)·(AND·(|ofCategory|·*1·(|QuotientFieldCategory|·*2))·(|ofCategory|·*2·(|IntegralDomain|))))·((*1·*1·*1)·(AND·(|isDomain|·*1·(|MyExpression|·*2·*3))·(|ofType|·*2·(|Symbol|))·(|ofCategory|·*3·(|Join|·(|Ring|)·(|OrderedSet|)·(|IntegralDomain|))))))·
15 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|FortranType|)))))·15 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|FortranType|)))))·
16 (((*1·*2·*3·*3)·(AND·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*2·(|Mapping|·(|List|·*4)·*4))·(|isDomain|·*1·(|Bezier|·*4))·(|isDomain|·*3·(|List|·*4)))))·16 (((*1·*2·*3·*3)·(AND·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*2·(|Mapping|·(|List|·*4)·*4))·(|isDomain|·*1·(|Bezier|·*4))·(|isDomain|·*3·(|List|·*4)))))·
17 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FreeAbelianMonoidCategory|·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|CancellationAbelianMonoid|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|gen|·*3)·(|:|·|exp|·*4))))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|Record|·(|:|·|coef|·*3)·(|:|·|monom|·*4))))·(|isDomain|·*1·(|MonoidRing|·*3·*4))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|Monoid|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|UnivariatePowerSeriesCategory|·*3·*4))·(|ofCategory|·*3·(|[·...·truncated·by·diffoscope;·len:·112,·SHA:·a99f74ac8f8fc66a3304e125fd41978999af62b638abc5c1701c7a4e9457485d·...·])))))·17 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FreeAbelianMonoidCategory|·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|CancellationAbelianMonoid|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|gen|·*3)·(|:|·|exp|·*4))))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|UnivariatePowerSeriesCategory|·*3·*4))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoid|))·(|isDomain|·*2·(|Stream|·(|Record|·(|:|·|k|·*4)·(|:|·|c|·*3))))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|Record|·(|:|·|coef|·*3[·...·truncated·by·diffoscope;·len:·112,·SHA:·5c66d3a5d5345aa9659dec7fc66e6e5fc1cbd582fd8b4e598e2ebc4be9dc0512·...·])))))·
18 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Vector|·(|List|·(|Record|·(|:|·|value|·*4)·(|:|·|index|·(|SingleInteger|))))))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|InnerNormalBasisFieldFunctions|·*4)))))·18 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Vector|·(|List|·(|Record|·(|:|·|value|·*4)·(|:|·|index|·(|SingleInteger|))))))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|InnerNormalBasisFieldFunctions|·*4)))))·
19 (((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|ParametricSpaceCurve|·*6))·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|ofCategory|·*6·(|Join|·(|ConvertibleTo|·(|InputForm|))·(|SetCategory|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctions|·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|ParametricSpaceCurve|·*5))·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|ofCategory|·*5·(|Join|·(|ConvertibleTo|·(|InputForm|))·(|SetCategory|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctions|·*5))))·((*1·*2·*3·*4·*4·*5)·(AND·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctions|·*3))·(|ofCategory|·*3·(|Join|·(|ConvertibleTo|·(|InputForm|))·(|SetCategory|)))))·((*1·*2·*3·*4·*4)·(AND·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctions|·*3))·(|ofCategory|·*3·(|Join|·(|ConvertibleTo|·(|InputForm|))·(|SetCategory|)))))·((*1·*2·*3·*4·*4·*5)·(AND·(|isDomain|·*3·(|ParametricSurface|·*6))·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|ofCategory|·*6·(|Join|·(|ConvertibleTo|·(|InputForm|))·(|SetCategory|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctions|·*6))))·((*1·*2·*3·*4·*4)·(AND·(|isDomain|·*3·(|ParametricSurface|·*5))·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|ofCategory|·*5·(|Join|·(|ConvertibleTo|·(|InputForm|))·(|SetCategory|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctions|·*5))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|ParametricSpaceCurve|·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|))))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|ParametricSpaceCurve|·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|))))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·(|Point|·(|DoubleFloat|))·(|DoubleFloat|)))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·(|Point|·(|DoubleFloat|))·(|DoubleFloat|)))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4·*4)·(AND·(|isDomain|·*3·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·(|Point|·(|DoubleFloat|))·(|DoubleFloat|)·(|DoubleFloat|)))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4·*4)·(AND·(|isDomain|·*3·(|Mapping|·(|Point|·(|DoubleFloat|))·(|DoubleFloat|)·(|DoubleFloat|)))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4·*4·*5)·(AND·(|isDomain|·*3·(|ParametricSurface|·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|))))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4·*4)·(AND·(|isDomain|·*3·(|ParametricSurface|·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|))))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|)))))·19 (((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|ParametricSpaceCurve|·*6))·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|ofCategory|·*6·(|Join|·(|ConvertibleTo|·(|InputForm|))·(|SetCategory|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctions|·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|ParametricSpaceCurve|·*5))·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|ofCategory|·*5·(|Join|·(|ConvertibleTo|·(|InputForm|))·(|SetCategory|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctions|·*5))))·((*1·*2·*3·*4·*4·*5)·(AND·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctions|·*3))·(|ofCategory|·*3·(|Join|·(|ConvertibleTo|·(|InputForm|))·(|SetCategory|)))))·((*1·*2·*3·*4·*4)·(AND·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctions|·*3))·(|ofCategory|·*3·(|Join|·(|ConvertibleTo|·(|InputForm|))·(|SetCategory|)))))·((*1·*2·*3·*4·*4·*5)·(AND·(|isDomain|·*3·(|ParametricSurface|·*6))·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|ofCategory|·*6·(|Join|·(|ConvertibleTo|·(|InputForm|))·(|SetCategory|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctions|·*6))))·((*1·*2·*3·*4·*4)·(AND·(|isDomain|·*3·(|ParametricSurface|·*5))·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|ofCategory|·*5·(|Join|·(|ConvertibleTo|·(|InputForm|))·(|SetCategory|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctions|·*5))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|ParametricSpaceCurve|·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|))))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|ParametricSpaceCurve|·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|))))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·(|Point|·(|DoubleFloat|))·(|DoubleFloat|)))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·(|Point|·(|DoubleFloat|))·(|DoubleFloat|)))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4·*4)·(AND·(|isDomain|·*3·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·(|Point|·(|DoubleFloat|))·(|DoubleFloat|)·(|DoubleFloat|)))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4·*4)·(AND·(|isDomain|·*3·(|Mapping|·(|Point|·(|DoubleFloat|))·(|DoubleFloat|)·(|DoubleFloat|)))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4·*4·*5)·(AND·(|isDomain|·*3·(|ParametricSurface|·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|))))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*5·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|))))·((*1·*2·*3·*4·*4)·(AND·(|isDomain|·*3·(|ParametricSurface|·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|))))·(|isDomain|·*4·(|Segment|·(|Float|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|)))))·
20 (((*1·*1·*1·*1)·(|isDomain|·*1·(|SingleInteger|)))·((*1·*1·*1·*1)·(AND·(|isDomain|·*1·(|IndexedBits|·*2))·(|ofType|·*2·(|Integer|)))))·20 (((*1·*1·*1·*1)·(|isDomain|·*1·(|SingleInteger|)))·((*1·*1·*1·*1)·(AND·(|isDomain|·*1·(|IndexedBits|·*2))·(|ofType|·*2·(|Integer|)))))·
21 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|center|·*5)·(|:|·|equation|·*5))))·(|isDomain|·*1·(|PrimitiveRatDE|·*4·*5·*3·*6))·(|ofCategory|·*3·(|LinearOrdinaryDifferentialOperatorCategory|·*5))·(|ofCategory|·*6·(|LinearOrdinaryDifferentialOperatorCategory|·(|Fraction|·*5)))))·((*1·*2·*3·*4)·(AND·(|ofCategory|·*5·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|center|·*4)·(|:|·|equation|·*4))))·(|isDomain|·*1·(|PrimitiveRatDE|·*5·*4·*3·*6))·(|ofCategory|·*3·(|LinearOrdinaryDifferentialOperatorCategory|·*4))·(|ofCategory|·*6·(|LinearOrdinaryDifferentialOperatorCategory|·(|Fraction|·*4)))))·((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|center|·*5)·(|:|·|equation|·*5))))·(|isDomain|·*1·(|PrimitiveRatDE|·*4·*5·*6·*3))·(|ofCategory|·*6·(|LinearOrdinaryDifferentialOperatorCategory|·*5))·(|ofCategory|·*3·(|LinearOrdinaryDifferentialOperatorCategory|·(|Fraction|·*5)))))·((*1·*2·*3·*4)·(AND·(|ofCategory|·*5·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|center|·*4)·(|:|·|equation|·*4))))·(|isDomain|·*1·(|PrimitiveRatDE|·*5·*4·*6·*3))·(|ofCategory|·*6·(|LinearOrdinaryDifferentialOperatorCategory|·*4))·(|ofCategory|·*3·(|LinearOrdinaryDifferentialOperatorCategory|·(|Fraction|·*4))))))·21 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|center|·*5)·(|:|·|equation|·*5))))·(|isDomain|·*1·(|PrimitiveRatDE|·*4·*5·*3·*6))·(|ofCategory|·*3·(|LinearOrdinaryDifferentialOperatorCategory|·*5))·(|ofCategory|·*6·(|LinearOrdinaryDifferentialOperatorCategory|·(|Fraction|·*5)))))·((*1·*2·*3·*4)·(AND·(|ofCategory|·*5·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|center|·*4)·(|:|·|equation|·*4))))·(|isDomain|·*1·(|PrimitiveRatDE|·*5·*4·*3·*6))·(|ofCategory|·*3·(|LinearOrdinaryDifferentialOperatorCategory|·*4))·(|ofCategory|·*6·(|LinearOrdinaryDifferentialOperatorCategory|·(|Fraction|·*4)))))·((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|center|·*5)·(|:|·|equation|·*5))))·(|isDomain|·*1·(|PrimitiveRatDE|·*4·*5·*6·*3))·(|ofCategory|·*6·(|LinearOrdinaryDifferentialOperatorCategory|·*5))·(|ofCategory|·*3·(|LinearOrdinaryDifferentialOperatorCategory|·(|Fraction|·*5)))))·((*1·*2·*3·*4)·(AND·(|ofCategory|·*5·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|center|·*4)·(|:|·|equation|·*4))))·(|isDomain|·*1·(|PrimitiveRatDE|·*5·*4·*6·*3))·(|ofCategory|·*6·(|LinearOrdinaryDifferentialOperatorCategory|·*4))·(|ofCategory|·*3·(|LinearOrdinaryDifferentialOperatorCategory|·(|Fraction|·*4))))))·
22 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*2·(|Vector|·(|Vector|·(|Integer|))))·(|isDomain|·*1·(|GrayCode|)))))·22 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*2·(|Vector|·(|Vector|·(|Integer|))))·(|isDomain|·*1·(|GrayCode|)))))·
23 (((*1·*2·*3·*4·*5·*4·*5·*5·*6·*4·*4·*4·*4·*4·*5·*4·*5·*5·*7·*4)·(AND·(|isDomain|·*3·(|String|))·(|isDomain|·*5·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*6·(|DoubleFloat|))·(|isDomain|·*7·(|Matrix|·(|Integer|)))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·([·...·truncated·by·diffoscope;·len:·33,·SHA:·29bcc4cd0e34794629bdadb5f103244ef9f48ad74f9bc14f454e7401f9a84f2c·...·]|)))))·23 (((*1·*2·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|TexFormat|)))))·
24 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|List|·*3)))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*1·(|PermutationCategory|·*3)))))·24 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|List|·*3)))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*1·(|PermutationCategory|·*3)))))·
25 (((*1·*2·*3·*3·*4·*3·*4·*4·*4·*4·*5)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*5·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp1|·G))))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagIntegrationPackage|)))))·25 (((*1·*2·*3·*3·*4·*3·*4·*4·*4·*4·*5)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*5·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp1|·G))))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagIntegrationPackage|)))))·
26 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Matrix|·(|Expression|·(|DoubleFloat|))))·(|isDomain|·*2·(|Record|·(|:|·|stiffnessFactor|·(|Float|))·(|:|·|stabilityFactor|·(|Float|))))·(|isDomain|·*1·(|d02AgentsPackage|)))))·26 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Matrix|·(|Expression|·(|DoubleFloat|))))·(|isDomain|·*2·(|Record|·(|:|·|stiffnessFactor|·(|Float|))·(|:|·|stabilityFactor|·(|Float|))))·(|isDomain|·*1·(|d02AgentsPackage|)))))·
27 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|FunctionalSpecialFunction|·*3·*2))·(|ofCategory|·*2·(|FunctionSpace|·*3))))·((*1·*2·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|FunctionalSpecialFunction|·*3·*2))·(|ofCategory|·*2·(|FunctionSpace|·*3))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|DoubleFloat|))·(|isDomain|·*1·(|DoubleFloatSpecialFunctions|))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|Complex|·(|DoubleFloat|)))·(|isDomain|·*1·(|DoubleFloatSpecialFunctions|))))·((*1·*1·*1)·(|ofCategory|·*1·(|SpecialFunctionCategory|)))·((*1·*1·*1·*1)·(|ofCategory|·*1·(|SpecialFunctionCategory|)))·((*1·*1·*1)·(|isDomain|·*1·(|DoubleFloat|)))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|FloatSpecialFunctions|))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|Complex|·(|Float|)))·(|isDomain|·*1·(|FloatSpecialFunctions|)))))· 
28 (((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*1·(|ParametricSurface|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*1·(|ParametricSpaceCurve|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*1·(|ParametricPlaneCurve|·*2))·(|ofCategory|·*2·(|Type|)))))· 
29 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Union|·(|NonNegativeInteger|)·"arbitrary"))·(|isDomain|·*1·(|GuessOptionFunctions0|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Union|·(|NonNegativeInteger|)·"arbitrary"))·(|isDomain|·*1·(|Gues[·...·truncated·by·diffoscope;·len:·7,·SHA:·3046f7da00882ef0eb5863e3e62188c0918e500561ddbbc73fc735d4e44403e0·...·]|)))))·27 (((*1·*1·*1)·(|isDomain|·*1·(|DoubleFloat|)))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|DoubleFloat|))·(|isDomain|·*1·(|DoubleFloatSpecialFunctions|))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|Complex|·(|DoubleFloat|)))·(|isDomain|·*1·(|DoubleFloatSpecialFunctions|))))·((*1·*1[·...·truncated·by·diffoscope;·len:·639,·SHA:·e4d0d8576acdf35ab71c0422dd2734cf8c363706a17fcb97a1f6d6ed78c02312·...·]|)))))·
 28 (((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*1·(|ParametricSpaceCurve|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*1·(|ParametricPlaneCurve|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*1·(|ParametricSurface|·*2))·(|ofCategory|·*2·(|Type|)))))·
 29 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|Union|·(|NonNegativeInteger|)·"arbitrary"))·(|isDomain|·*1·(|GuessOption|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Union|·(|NonNegativeInteger|)·"arbitrary"))·(|isDomain|·*1·(|GuessOptionFunctions0|)))))·
 30 (((*1·*2·*3·*4·*5·*4·*5·*5·*6·*4·*4·*4·*4·*4·*5·*4·*5·*5·*7·*4)·(AND·(|isDomain|·*3·(|String|))·(|isDomain|·*5·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*6·(|DoubleFloat|))·(|isDomain|·*7·(|Matrix|·(|Integer|)))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagFittingPackage|)))))·
30 (((*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|)))))·31 (((*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|)))))·
31 (((*1·*2·*2·*2·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofCategory|·*2·(|IntegralDomain|))·(|isDomain|·*1·(|PseudoRemainderSequence|·*2·*4))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*2)))))· 
32 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|Permutation|·*3)))·(|isDomain|·*1·(|PermutationGroup|·*3))·(|ofCategory|·*3·(|SetCategory|)))))· 
33 (((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|Mapping|·(|Point|·(|DoubleFloat|))·(|DoubleFloat|)·(|DoubleFloat|)))·(|isDomain|·*3·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|)))))·32 (((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|Mapping|·(|Point|·(|DoubleFloat|))·(|DoubleFloat|)·(|DoubleFloat|)))·(|isDomain|·*3·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelDrawFunctionsForCompiledFunctions|)))))·
34 (((*1·*2·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|TexFormat|)))))·33 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|Permutation|·*3)))·(|isDomain|·*1·(|PermutationGroup|·*3))·(|ofCategory|·*3·(|SetCategory|)))))·
 34 (((*1·*2·*2·*2·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofCategory|·*2·(|IntegralDomain|))·(|isDomain|·*1·(|PseudoRemainderSequence|·*2·*4))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*2)))))·
35 (((*1·*2·*3·*4·*5·*6·*5)·(AND·(|isDomain|·*4·(|Complex|·(|DoubleFloat|)))·(|isDomain|·*5·(|Integer|))·(|isDomain|·*6·(|String|))·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·35 (((*1·*2·*3·*4·*5·*6·*5)·(AND·(|isDomain|·*4·(|Complex|·(|DoubleFloat|)))·(|isDomain|·*5·(|Integer|))·(|isDomain|·*6·(|String|))·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·
36 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|ThreeDimensionalMatrix|·*3))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*3·(|SetCategory|)))))·36 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|ThreeDimensionalMatrix|·*3))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*3·(|SetCategory|)))))·
37 (((*1·*2·*3)·(AND·(|ofCategory|·*1·(|PrincipalIdealDomain|))·(|isDomain|·*2·(|Record|·(|:|·|coef|·(|List|·*1))·(|:|·|generator|·*1)))·(|isDomain|·*3·(|List|·*1)))))·37 (((*1·*2·*3)·(AND·(|ofCategory|·*1·(|PrincipalIdealDomain|))·(|isDomain|·*2·(|Record|·(|:|·|coef|·(|List|·*1))·(|:|·|generator|·*1)))·(|isDomain|·*3·(|List|·*1)))))·
38 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Factored|·*5))·(|ofCategory|·*5·(|IntegralDomain|))·(|isDomain|·*2·(|Record|·(|:|·|exponent|·(|NonNegativeInteger|))·(|:|·|coef|·*5)·(|:|·|radicand|·(|List|·*5))))·(|isDomain|·*1·(|FactoredFunctions|·*5))·(|isDomain|·*4·(|NonNegativeInteger|))))·((*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|RadicalCategory|))·(|isDomain|·*2·(|Integer|)))))·38 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Factored|·*5))·(|ofCategory|·*5·(|IntegralDomain|))·(|isDomain|·*2·(|Record|·(|:|·|exponent|·(|NonNegativeInteger|))·(|:|·|coef|·*5)·(|:|·|radicand|·(|List|·*5))))·(|isDomain|·*1·(|FactoredFunctions|·*5))·(|isDomain|·*4·(|NonNegativeInteger|))))·((*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|RadicalCategory|))·(|isDomain|·*2·(|Integer|)))))·
39 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|InnerSparseUnivariatePowerSeries|·*2))·(|ofCategory|·*2·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·*2·(|Ring|)))))·39 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|InnerSparseUnivariatePowerSeries|·*2))·(|ofCategory|·*2·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·*2·(|Ring|)))))·
40 (((*1·*2·*1·*3·*4)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|Palette|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|TwoDimensionalViewport|))))·((*1·*2·*1·*3·*4)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|String|))·(|isDomain|·*2·(|Void|[·...·truncated·by·diffoscope;·len:·353,·SHA:·b807e63b0b0d1bfcb5c884c82c96ba531f245847c3b1af823a505f18506d7453·...·]|)))))·40 (((*1·*2·*3·*2)·(AND·(|isDomain|·*2·(|List|·(|Float|)))·(|isDomain|·*3·(|List|·(|DrawOption|)))·(|isDomain|·*1·(|DrawOptionFunctions0|))))·((*1·*2·*1·*3·*4)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|Palette|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·[·...·truncated·by·diffoscope;·len:·353,·SHA:·bc4877eae8085370f0b5a1bb3460422939df82886d2578c298e644681e507378·...·]|)))))·
41 (((*1·*2·*3·*3·*3·*3·*4·*4·*4·*3·*5)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*5·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp24|·FUNCT1))))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagOptimisationPackage|)))))·41 (((*1·*2·*3·*3·*3·*3·*4·*4·*4·*3·*5)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*5·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp24|·FUNCT1))))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagOptimisationPackage|)))))·
42 (((*1·*2·*3·*4)·(AND·(|ofCategory|·*5·(|Field|))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|DirectProductCategory|·(|#|·*6)·(|NonNegativeInteger|)))·(|isDomain|·*2·(|DistributedMultivariatePolynomial|·(|construct|·(QUOTE·X)·(QUOTE·Y))·*5))·(|isDomain|·*1·(|BlowUpPackage|·*5·*6·*3·*7·*4))·(|ofCategory|·*3·(|FiniteAbelianMonoidRing|·*5·*7))·(|ofCategory|·*4·(|BlowUpMethodCategory|)))))· 
43 (((*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|))))· 
44 (((*1·*2·*3·*1)·(AND·(|ofCategory|·*1·(|RealRootCharacterizationCategory|·*4·*3))·(|ofCategory|·*4·(|Join|·(|OrderedRing|)·(|Field|)))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|Boolean|))))·((*1·*2·*3)·(AND·(|ofCategory|·*1·(|ModularAlgebraicGcdOperations|·*3·*4))·(|ofCategory|·*3·(|Type|))·(|ofCategory|·*4·(|Type|))·(|isDomain|·*2·(|Boolean|))))·((*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·(|AbelianMonoid|))·(|isDomain|·*2·(|Boolean|))))·((*1·*2·*1)·(AND·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|PolynomialIdeals|·*3·*4·*5·*6))·(|ofCategory|·*6·(|PolynomialCategory|·*3·*4·*5)))))· 
45 (((*1·*2·*3·*3)·(AND·(|isDomain|·*2·(|Stream|·(|List|·(|Integer|))))·(|isDomain|·*1·(|PartitionsAndPermutations|))·(|isDomain|·*3·(|List|·(|Integer|))))))· 
46 (((*1·*1·*1)·(AND·(|ofCategory|·*2·(|GcdDomain|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|isDomain|·*1·(|QuasiAlgebraicSet|·*2·*3·*4·*5))·(|ofCategory|·*5·(|PolynomialCategory|·*2·*4·*3)))))·42 (((*1·*1·*1)·(AND·(|ofCategory|·*2·(|GcdDomain|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|isDomain|·*1·(|QuasiAlgebraicSet|·*2·*3·*4·*5))·(|ofCategory|·*5·(|PolynomialCategory|·*2·*4·*3)))))·
 43 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·*6))·(|isDomain|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|Field|))·(|isDomain|·*2·(|List|·(|Equation|·(|Polynomial|·*6))))·(|isDomain|·*1·(|InnerNumericFloatSolvePackage|·*5·*6·*7))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*7·(|Join|·(|Field|)·(|OrderedRing|))))))·
 44 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|AbelianMonoid|))·(|isDomain|·*2·(|Boolean|))))·((*1·*2·*3·*1)·(AND·(|ofCategory|·*1·(|RealRootCharacterizationCategory|·*4·*3))·(|ofCategory|·*4·(|Join|·(|OrderedRing|)·(|Field|)))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|Boolean|))))·((*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·*3)·(AND·(|ofCategory|·*1·(|ModularAlgebraicGcdOperations|·*3·*4))·(|ofCategory|·*3·(|Type|))·(|ofCategory|·*4·(|Type|))·(|isDomain|·*2·(|Boolean|))))·((*1·*2·*1)·(AND·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|PolynomialIdeals|·*3·*4·*5·*6))·(|ofCategory|·*6·(|PolynomialCategory|·*3·*4·*5)))))·
 45 (((*1·*2·*3·*3)·(AND·(|isDomain|·*2·(|Stream|·(|List|·(|Integer|))))·(|isDomain|·*1·(|PartitionsAndPermutations|))·(|isDomain|·*3·(|List|·(|Integer|))))))·
 46 (((*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|))))·
47 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|Mapping|·(|Point|·*3)·(|Point|·*3)))·(|isDomain|·*1·(|CoordinateSystems|·*3))·(|ofCategory|·*3·(|Join|·(|Field|)·(|TranscendentalFunctionCategory|)·(|RadicalCategory|))))))·47 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|Mapping|·(|Point|·*3)·(|Point|·*3)))·(|isDomain|·*1·(|CoordinateSystems|·*3))·(|ofCategory|·*3·(|Join|·(|Field|)·(|TranscendentalFunctionCategory|)·(|RadicalCategory|))))))·
48 (((*1·*2·*3·*4·*5·*6·*7·*8·*9)·(|partial|·AND·(|isDomain|·*4·(|List|·*11))·(|isDomain|·*5·(|List|·(|SparseUnivariatePolynomial|·*9)))·(|isDomain|·*6·(|List|·*9))·(|isDomain|·*7·(|List|·*12))·(|isDomain|·*8·(|List|·(|NonNegativeInteger|)))·(|ofCategory|·*11·(|OrderedSet|))·(|ofCategory|·*9·(|EuclideanDomain|))·(|ofCategory|·*12·(|PolynomialCategory|·*9·*10·*11))·(|ofCategory|·*10·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|SparseUnivariatePolynomial|·*12)))·(|isDomain|·*1·(|MultivariateLifting|·*10·*11·*9·*12))·(|isDomain|·*3·(|SparseUnivariatePolynomial|·*12)))))· 
49 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|SExpressionCategory|·*3·*4·*5·*6·*2))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|SetCategory|))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|ofCategory|·*2·(|SetCategory|)))))· 
50 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|ConvertibleTo|·(|Pattern|·*3)))·(|ofCategory|·*3·(|PatternMatchable|·*3))·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|GcdDomain|)))·(|isDomain|·*1·(|TranscendentalManipulations|·*3·*2))·(|ofCategory|·*2·(|ConvertibleTo|·(|Pattern|·*3)))·(|ofCategory|·*2·(|PatternMatchable|·*3))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|TranscendentalFunctionCategory|))))))·48 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|ConvertibleTo|·(|Pattern|·*3)))·(|ofCategory|·*3·(|PatternMatchable|·*3))·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|GcdDomain|)))·(|isDomain|·*1·(|TranscendentalManipulations|·*3·*2))·(|ofCategory|·*2·(|ConvertibleTo|·(|Pattern|·*3)))·(|ofCategory|·*2·(|PatternMatchable|·*3))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|TranscendentalFunctionCategory|))))))·
51 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·*6))·(|isDomain|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|Field|))·(|isDomain|·*2·(|List|·(|Equation|·(|Polynomial|·*6))))·(|isDomain|·*1·(|InnerNumericFloatSolvePackage|·*5·*6·*7))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCa[·...·truncated·by·diffoscope;·len:·44,·SHA:·eb6fc546540e97100b84fe64aa8742c9556bf5fd7ccddeeddc37e142832b62e3·...·])))))·49 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|SExpressionCategory|·*3·*4·*5·*6·*2))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|SetCategory|))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|ofCategory|·*2·(|SetCategory|)))))·
 50 (((*1·*2·*3·*4)·(AND·(|ofCategory|·*5·(|Field|))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|DirectProductCategory|·(|#|·*6)·(|NonNegativeInteger|)))·(|isDomain|·*2·(|DistributedMultivariatePolynomial|·(|construct|·(QUOTE·X)·(QUOTE·Y))·*5))·(|isDomain|·*1·(|BlowUpPackage|·*5·*6·*3·*7·*4))·(|ofCategory|·*3·(|FiniteAbelianMonoidRing|·*5·*7))·(|ofCategory|·*4·(|BlowUpMethodCategory|)))))·
52 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*2))·(|ofCategory|·*2·(|FunctionSpace|·*4))·(|isDomain|·*1·(|CombinatorialFunction|·*4·*2))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|IntegralDomain|))))))·51 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*2))·(|ofCategory|·*2·(|FunctionSpace|·*4))·(|isDomain|·*1·(|CombinatorialFunction|·*4·*2))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|IntegralDomain|))))))·
 52 (((*1·*2·*3·*4·*5·*6·*7·*8·*9)·(|partial|·AND·(|isDomain|·*4·(|List|·*11))·(|isDomain|·*5·(|List|·(|SparseUnivariatePolynomial|·*9)))·(|isDomain|·*6·(|List|·*9))·(|isDomain|·*7·(|List|·*12))·(|isDomain|·*8·(|List|·(|NonNegativeInteger|)))·(|ofCategory|·*11·(|OrderedSet|))·(|ofCategory|·*9·(|EuclideanDomain|))·(|ofCategory|·*12·(|PolynomialCategory|·*9·*10·*11))·(|ofCategory|·*10·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|SparseUnivariatePolynomial|·*12)))·(|isDomain|·*1·(|MultivariateLifting|·*10·*11·*9·*12))·(|isDomain|·*3·(|SparseUnivariatePolynomial|·*12)))))·
53 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Ring|))·(|ofCategory|·*2·(|DirectProductCategory|·*5·(|NonNegativeInteger|)))·(|isDomain|·*1·(|PackageForPoly|·*4·*3·*2·*5))·(|ofCategory|·*3·(|FiniteAbelianMonoidRing|·*4·*2))·(|ofType|·*5·(|NonNegativeInteger|)))))·53 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Ring|))·(|ofCategory|·*2·(|DirectProductCategory|·*5·(|NonNegativeInteger|)))·(|isDomain|·*1·(|PackageForPoly|·*4·*3·*2·*5))·(|ofCategory|·*3·(|FiniteAbelianMonoidRing|·*4·*2))·(|ofType|·*5·(|NonNegativeInteger|)))))·
54 (((*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Record|·(|:|·|resultant|·*3)·(|:|·|coef1|·(|NewSparseUnivariatePolynomial|·*3))·(|:|·|coef2|·(|NewSparseUnivariatePolynomial|·*3))))·(|isDomain|·*1·(|NewSparseUnivariatePolynomial|·*3))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|Ring|)))))·54 (((*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Record|·(|:|·|resultant|·*3)·(|:|·|coef1|·(|NewSparseUnivariatePolynomial|·*3))·(|:|·|coef2|·(|NewSparseUnivariatePolynomial|·*3))))·(|isDomain|·*1·(|NewSparseUnivariatePolynomial|·*3))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|Ring|)))))·
55 (((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|Vector|·*5))·(|ofCategory|·*5·(|OrderedAbelianMonoid|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|OrderingFunctions|·*4·*5))·(|ofType|·*4·(|NonNegativeInteger|)))))·55 (((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|Vector|·*5))·(|ofCategory|·*5·(|OrderedAbelianMonoid|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|OrderingFunctions|·*4·*5))·(|ofType|·*4·(|NonNegativeInteger|)))))·
56 (((*1·*1·*1)·(AND·(|has|·*1·(ATTRIBUTE·|shallowlyMutable|))·(|ofCategory|·*1·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*1·*1)·(AND·(|isDomain|·*1·(|ListMonoidOps|·*2·*3·*4))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*3·(|AbelianMonoid|))·(|ofType|·[·...·truncated·by·diffoscope;·len:·136,·SHA:·2cf06e2b1662e3dd051e19dd9adcfbcc9710b42f7c221f8bc7dcff33931a40c6·...·]Aggregate|·*2))·(|ofCategory|·*2·(|Type|)))))·56 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|Dequeue|·*2))·(|ofCategory|·*2·(|SetCategory|))))·((*1·*1·*1)·(AND·(|ofCategory|·*1·(|DequeueAggregate|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*1·*1)·(AND·(|isDomain|·*1·(|ListMonoidOps|·*2·*3·*4))·(|ofCategory|·*2·(|SetCategory|))·(|ofCateg[·...·truncated·by·diffoscope;·len:·136,·SHA:·4cf67dbc76ef1c4c7b4fc05adf1bf308ec02d6a0fdc715e6596a07c1637b2b13·...·]Aggregate|·*2))·(|ofCategory|·*2·(|Type|)))))·
57 (((*1·*2·*2)·(|partial|·AND·(|ofCategory|·*1·(|PartialTranscendentalFunctions|·*2))·(|ofCategory|·*2·(|TranscendentalFunctionCategory|)))))·57 (((*1·*2·*2)·(|partial|·AND·(|ofCategory|·*1·(|PartialTranscendentalFunctions|·*2))·(|ofCategory|·*2·(|TranscendentalFunctionCategory|)))))·
58 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|InnerSparseUnivariatePowerSeries|·*2))·(|ofCategory|·*2·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·*2·(|Ring|)))))·58 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|InnerSparseUnivariatePowerSeries|·*2))·(|ofCategory|·*2·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·*2·(|Ring|)))))·
59 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*2·(|MachineFloat|))·(|isDomain|·*1·(|ExpertSystemToolsPackage|)))))· 
60 (((*1·*2·*3·*3·*4·*5·*5·*5·*5·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|String|))·(|isDomain|·*5·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSeriesSummationPackage|)))))·59 (((*1·*2·*3·*3·*4·*5·*5·*5·*5·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|String|))·(|isDomain|·*5·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSeriesSummationPackage|)))))·
 60 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*2·(|MachineFloat|))·(|isDomain|·*1·(|ExpertSystemToolsPackage|)))))·
61 (((*1·*2·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|Factored|·*3))·(|ofCategory|·*3·(|IntegralDomain|)))))·61 (((*1·*2·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|Factored|·*3))·(|ofCategory|·*3·(|IntegralDomain|)))))·
62 (((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*2·(|Record|·(|:|·|answer|·*3)·(|:|·|polypart|·*3)))·(|isDomain|·*1·(|TranscendentalIntegration|·*5·*3)))))· 
63 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|ThreeSpaceCategory|·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*2·(|SubSpace|·3·*3))))·((*1·*1)·(AND·(|isDomain|·*1·(|SubSpace|·*2·*3))·(|ofType|·*2·(|PositiveInteger|))·(|ofCategory|·*3·(|Ring|))))·((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|ThreeDimensionalViewport|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|ThreeDimensionalViewport|)))))·62 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|ThreeSpaceCategory|·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*2·(|SubSpace|·3·*3))))·((*1·*1)·(AND·(|isDomain|·*1·(|SubSpace|·*2·*3))·(|ofType|·*2·(|PositiveInteger|))·(|ofCategory|·*3·(|Ring|))))·((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|ThreeDimensionalViewport|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|ThreeDimensionalViewport|)))))·
 63 (((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*2·(|Record|·(|:|·|answer|·*3)·(|:|·|polypart|·*3)))·(|isDomain|·*1·(|TranscendentalIntegration|·*5·*3)))))·
64 (((*1·*2·*3·*4·*3·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagLinearEquationSolvingPackage|)))))·64 (((*1·*2·*3·*4·*3·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagLinearEquationSolvingPackage|)))))·
65 (((*1·*2)·(AND·(|ofCategory|·*2·(|PolynomialFactorizationExplicit|))·(|isDomain|·*1·(|PolynomialFactorizationByRecursionUnivariate|·*2·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*2))))·((*1·*2)·(AND·(|ofCategory|·*3·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*4·(|OrderedSet|))·(|ofCategory|·*2·(|PolynomialFactorizationExplicit|))·(|isDomain|·*1·(|GeneralPolynomialGcdPackage|·*3·*4·*2·*5))·(|ofCategory|·*5·(|PolynomialCategory|·*2·*3·*4))))·((*1·*2)·(AND·(|ofCategory|·*3·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*4·(|OrderedSet|))·(|ofCategory|·*2·(|PolynomialFactorizationExplicit|))·(|isDomain|·*1·(|PolynomialFactorizationByRecursion|·*2·*3·*4·*5))·(|ofCategory|·*5·(|PolynomialCategory|·*2·*3·*4)))))·65 (((*1·*2)·(AND·(|ofCategory|·*2·(|PolynomialFactorizationExplicit|))·(|isDomain|·*1·(|PolynomialFactorizationByRecursionUnivariate|·*2·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*2))))·((*1·*2)·(AND·(|ofCategory|·*3·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*4·(|OrderedSet|))·(|ofCategory|·*2·(|PolynomialFactorizationExplicit|))·(|isDomain|·*1·(|GeneralPolynomialGcdPackage|·*3·*4·*2·*5))·(|ofCategory|·*5·(|PolynomialCategory|·*2·*3·*4))))·((*1·*2)·(AND·(|ofCategory|·*3·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*4·(|OrderedSet|))·(|ofCategory|·*2·(|PolynomialFactorizationExplicit|))·(|isDomain|·*1·(|PolynomialFactorizationByRecursion|·*2·*3·*4·*5))·(|ofCategory|·*5·(|PolynomialCategory|·*2·*3·*4)))))·
66 (((*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Record|·(|:|·|llcmres|·*1)·(|:|·|coeff1|·*1)·(|:|·|coeff2|·*1)))·(|ofCategory|·*1·(|LeftOreRing|)))))·66 (((*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Record|·(|:|·|llcmres|·*1)·(|:|·|coeff1|·*1)·(|:|·|coeff2|·*1)))·(|ofCategory|·*1·(|LeftOreRing|)))))·
67 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Union|·(|Fraction|·(|Polynomial|·*5))·(|SuchThat|·(|Symbol|)·(|Polynomial|·*5))))·(|ofCategory|·*5·(|GcdDomain|))·(|isDomain|·*2·(|List|·(|Matrix|·(|Fraction|·(|Polynomial|·*5)))))·(|isDomain|·*1·(|EigenPackage|·*5))·(|isDomain|·*4·(|Matrix|·(|Fraction|·(|Polynomial|·*5)))))))·67 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Union|·(|Fraction|·(|Polynomial|·*5))·(|SuchThat|·(|Symbol|)·(|Polynomial|·*5))))·(|ofCategory|·*5·(|GcdDomain|))·(|isDomain|·*2·(|List|·(|Matrix|·(|Fraction|·(|Polynomial|·*5)))))·(|isDomain|·*1·(|EigenPackage|·*5))·(|isDomain|·*4·(|Matrix|·(|Fraction|·(|Polynomial|·*5)))))))·
 68 (((*1·*2·*3)·(AND·(|ofCategory|·*1·(|PolynomialFactorizationExplicit|))·(|isDomain|·*2·(|Factored|·(|SparseUnivariatePolynomial|·*1)))·(|isDomain|·*3·(|SparseUnivariatePolynomial|·*1))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Factored|·(|SparseUnivariatePolynomial|·*1)))·(|isDomain|·*1·(|Expression|·*4))·(|isDomain|·*3·(|SparseUnivariatePolynomial|·*1))·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*4·(|IntegralDomain|))·(|ofCategory|·*4·(|OrderedSet|)))))·
68 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Field|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|DirectProductCategory|·(|#|·*5)·(|NonNegativeInteger|)))·(|isDomain|·*2·(|SparseUnivariatePolynomial|·(|SparseUnivariatePolynomial|·*4)))·(|isDomain|·*1·(|AffineAlgebraicSetComputeWithResultant|·*4·*5·*3·*6·*7))·(|ofCategory|·*3·(|PolynomialCategory|·*4·*6·(|OrderedVariableList|·*5)))·(|ofCategory|·*7·(|ProjectiveSpaceCategory|·*4)))))·69 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Field|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|DirectProductCategory|·(|#|·*5)·(|NonNegativeInteger|)))·(|isDomain|·*2·(|SparseUnivariatePolynomial|·(|SparseUnivariatePolynomial|·*4)))·(|isDomain|·*1·(|AffineAlgebraicSetComputeWithResultant|·*4·*5·*3·*6·*7))·(|ofCategory|·*3·(|PolynomialCategory|·*4·*6·(|OrderedVariableList|·*5)))·(|ofCategory|·*7·(|ProjectiveSpaceCategory|·*4)))))·
69 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|Factored|·(|SparseUnivariatePolynomial|·*1)))·(|isDomain|·*1·(|Expression|·*4))·(|isDomain|·*3·(|SparseUnivariatePolynomial|·*1))·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*4·(|IntegralDomain|))·(|ofCategory|·*4·(|OrderedSet|))))·((*1·*2·*3)·(AND·(|ofCategory|·*1·(|PolynomialFactorizationExplicit|))·(|isDomain|·*2·(|Factored|·(|SparseUnivariatePolynomial|·*1)))·(|isDomain|·*3·(|SparseUnivariatePolynomial|·*1)))))· 
70 (((*1·*2·*2·*3)·(AND·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(CATEGORY·|domain|·(SIGNATURE·|convert|·((|Symbol|)·$)))))·(|ofCategory|·*5·(|IntegralDomain|))·(|isDomain|·*1·(|MPolyCatRationalFunctionFactorizer|·*4·*3·*5·*2))·(|ofCategory|·*2·(|PolynomialCategory|·(|Fraction|·(|Polynomial|·*5))·*4·*3))))·((*1·*2·*2·*3)·(AND·(|ofCategory|·*4·(|Ring|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(CATEGORY·|domain|·(SIGNATURE·|convert|·((|Symbol|)·$))·(SIGNATURE·|variable|·((|Union|·$·"failed")·(|Symbol|))))))·(|isDomain|·*1·(|PushVariables|·*4·*5·*3·*2))·(|ofCategory|·*2·(|PolynomialCategory|·(|Polynomial|·*4)·*5·*3))))·((*1·*2·*2·*3)·(AND·(|isDomain|·*3·(|List|·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(CATEGORY·|domain|·(SIGNATURE·|convert|·((|Symbol|)·$))·(SIGNATURE·|variable|·((|Union|·$·"failed")·(|Symbol|))))))·(|ofCategory|·*4·(|Ring|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|isDomain|·*1·(|PushVariables|·*4·*5·*6·*2))·(|ofCategory|·*2·(|PolynomialCategory|·(|Polynomial|·*4)·*5·*6)))))·70 (((*1·*2·*2·*3)·(AND·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(CATEGORY·|domain|·(SIGNATURE·|convert|·((|Symbol|)·$)))))·(|ofCategory|·*5·(|IntegralDomain|))·(|isDomain|·*1·(|MPolyCatRationalFunctionFactorizer|·*4·*3·*5·*2))·(|ofCategory|·*2·(|PolynomialCategory|·(|Fraction|·(|Polynomial|·*5))·*4·*3))))·((*1·*2·*2·*3)·(AND·(|ofCategory|·*4·(|Ring|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(CATEGORY·|domain|·(SIGNATURE·|convert|·((|Symbol|)·$))·(SIGNATURE·|variable|·((|Union|·$·"failed")·(|Symbol|))))))·(|isDomain|·*1·(|PushVariables|·*4·*5·*3·*2))·(|ofCategory|·*2·(|PolynomialCategory|·(|Polynomial|·*4)·*5·*3))))·((*1·*2·*2·*3)·(AND·(|isDomain|·*3·(|List|·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(CATEGORY·|domain|·(SIGNATURE·|convert|·((|Symbol|)·$))·(SIGNATURE·|variable|·((|Union|·$·"failed")·(|Symbol|))))))·(|ofCategory|·*4·(|Ring|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|isDomain|·*1·(|PushVariables|·*4·*5·*6·*2))·(|ofCategory|·*2·(|PolynomialCategory|·(|Polynomial|·*4)·*5·*6)))))·
71 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|OutputForm|)))·(|isDomain|·*1·(|Symbol|)))))·71 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|OutputForm|)))·(|isDomain|·*1·(|Symbol|)))))·
72 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|RegularChain|·*4·*5))·(|ofCategory|·*4·(|Join|·(|OrderedRing|)·(|EuclideanDomain|)·(|CharacteristicZero|)·(|RealConstant|)))·(|ofType|·*5·(|List|·(|Symbol|)))·(|isDomain|·*2·(|List|·(|List|·(|RealClosure|·(|Fraction|·*4)))))·(|isDo[·...·truncated·by·diffoscope;·len:·1828,·SHA:·272e00b85df18cf4d56609f8ae950bd5dacd0bf5b75a3261e97f383e344fbe56·...·])))))·72 (((*1·*2·*2·*3·*4)·(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·(|OrderedAbelianMo[·...·truncated·by·diffoscope;·len:·103,·SHA:·df8d3d0421e6510c2e138384af078d596d748a84e89215315638a8b4e7d88d27·...·])))))·
73 (((*1·*2·*3·*4)·(AND·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|OrderedSet|))·(|ofCategory|·*3·(|RecursivePolynomialCategory|·*5·*6·*7))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|val|·*3)·(|:|·|tower|·*4))))·(|isDomain|·*1·(|NormalizationPackage|·*5·*6·*7·*3·*4))·(|ofCategory|·*4·(|RegularTriangularSetCategory|·*5·*6·*7·*3))))·((*1·*1·*1)·(|isDomain|·*1·(|Float|)))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*1·(|ElementaryFunctionStructurePackage|·*3·*2))·(|ofCategory|·*2·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*3)))))·((*1·*2·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*4·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*1·(|ElementaryFunctionStructurePackage|·*4·*2))·(|ofCategory|·*2·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*4))))))·73 (((*1·*2·*3·*4)·(AND·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|OrderedSet|))·(|ofCategory|·*3·(|RecursivePolynomialCategory|·*5·*6·*7))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|val|·*3)·(|:|·|tower|·*4))))·(|isDomain|·*1·(|NormalizationPackage|·*5·*6·*7·*3·*4))·(|ofCategory|·*4·(|RegularTriangularSetCategory|·*5·*6·*7·*3))))·((*1·*1·*1)·(|isDomain|·*1·(|Float|)))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*1·(|ElementaryFunctionStructurePackage|·*3·*2))·(|ofCategory|·*2·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*3)))))·((*1·*2·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*4·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*1·(|ElementaryFunctionStructurePackage|·*4·*2))·(|ofCategory|·*2·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*4))))))·
74 (((*1·*2·*3·*3·*3)·(AND·(|isDomain|·*3·(|String|))·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|ofCategory|·*7·(|RecursivePolynomialCategory|·*4·*5·*6))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|SquareFreeRegularTriangularSetGcdPackage|·*4·*5·*6·*7·*8))·(|ofCategory|·*8·(|RegularTriangularSetCategory|·*4·*5·*6·*7))))·((*1·*2·*3·*3·*3)·(AND·(|isDomain|·*3·(|String|))·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|ofCategory|·*7·(|RecursivePolynomialCategory|·*4·*5·*6))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|RegularTriangularSetGcdPackage|·*4·*5·*6·*7·*8))·(|ofCategory|·*8·(|RegularTriangularSetCategory|·*4·*5·*6·*7)))))·74 (((*1·*2·*3·*3·*3)·(AND·(|isDomain|·*3·(|String|))·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|ofCategory|·*7·(|RecursivePolynomialCategory|·*4·*5·*6))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|SquareFreeRegularTriangularSetGcdPackage|·*4·*5·*6·*7·*8))·(|ofCategory|·*8·(|RegularTriangularSetCategory|·*4·*5·*6·*7))))·((*1·*2·*3·*3·*3)·(AND·(|isDomain|·*3·(|String|))·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|ofCategory|·*7·(|RecursivePolynomialCategory|·*4·*5·*6))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|RegularTriangularSetGcdPackage|·*4·*5·*6·*7·*8))·(|ofCategory|·*8·(|RegularTriangularSetCategory|·*4·*5·*6·*7)))))·
75 (((*1·*2·*2·*3·*4)·(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·(|OrderedAbelianMo[·...·truncated·by·diffoscope;·len:·103,·SHA:·df8d3d0421e6510c2e138384af078d596d748a84e89215315638a8b4e7d88d27·...·])))))·75 (((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|List|·(|Polynomial|·(|Integer|))))·(|isDomain|·*4·(|List|·(|Symbol|)))·(|isDomain|·*2·(|List|·(|List|·(|Float|))))·(|isDomain|·*1·(|RealSolvePackage|))·(|isDomain|·*5·(|Float|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|RegularChai[·...·truncated·by·diffoscope;·len:·1828,·SHA:·d2cc687f75722d89061980fd36fceede6742019da7344932a7025c44c524cfea·...·])))))·
76 (((*1·*2·*2)·(|partial|·AND·(|isDomain|·*2·(|SparseUnivariatePolynomial|·*3))·(|ofCategory|·*3·(|FiniteFieldCategory|))·(|isDomain|·*1·(|FiniteFieldPolynomialPackage|·*3)))))·76 (((*1·*2·*2)·(|partial|·AND·(|isDomain|·*2·(|SparseUnivariatePolynomial|·*3))·(|ofCategory|·*3·(|FiniteFieldCategory|))·(|isDomain|·*1·(|FiniteFieldPolynomialPackage|·*3)))))·
77 (((*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|)))))·77 (((*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|)))))·
78 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·78 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·
79 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Expression|·(|Integer|)))·(|isDomain|·*1·(|PatternMatchAssertions|))))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|OrderedSet|))·(|isDomain|·*1·(|FunctionSpaceAssertions|·*3·*2))·(|ofCategory|·*2·(|FunctionSpace|·*3)))))·79 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Expression|·(|Integer|)))·(|isDomain|·*1·(|PatternMatchAssertions|))))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|OrderedSet|))·(|isDomain|·*1·(|FunctionSpaceAssertions|·*3·*2))·(|ofCategory|·*2·(|FunctionSpace|·*3)))))·
80 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*1·(|Stream|·*3)))))·80 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*1·(|Stream|·*3)))))·
81 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|BasicOperator|)))))·81 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|BasicOperator|)))))·
82 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Matrix|·(|Fraction|·(|Polynomial|·(|Integer|)))))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|radval|·(|Expression|·(|Integer|)))·(|:|·|radmult|·(|Integer|))·(|:|·|radvect|·(|List|·(|Matrix|·(|Expression|·(|Integer|))))))))·(|isDomain|·*1·(|RadicalEigenPackage|)))))·82 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Matrix|·(|Fraction|·(|Polynomial|·(|Integer|)))))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|radval|·(|Expression|·(|Integer|)))·(|:|·|radmult|·(|Integer|))·(|:|·|radvect|·(|List|·(|Matrix|·(|Expression|·(|Integer|))))))))·(|isDomain|·*1·(|RadicalEigenPackage|)))))·
83 (((*1·*2·*3·*3·*3·*3·*4·*3·*3·*4·*4·*4·*5)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*5·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp1|·G))))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagIntegrationPackage|)))))·83 (((*1·*2·*3·*3·*3·*3·*4·*3·*3·*4·*4·*4·*5)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*5·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp1|·G))))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagIntegrationPackage|)))))·
84 (((*1·*2)·(AND·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|TabulatedComputationPackage|·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|SetCategory|)))))·84 (((*1·*2)·(AND·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|TabulatedComputationPackage|·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|SetCategory|)))))·
 85 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|OutputForm|))))·((*1·*1·*1)·(|isDomain|·*1·(|OutputForm|)))·((*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|VectorCategory|·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|Ring|))))·((*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|DirectProductCategory|·*3·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|Ring|))))·((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|Point|·(|DoubleFloat|)))·(|isDomain|·*2·(|DoubleFloat|))·(|isDomain|·*1·(|TubePlotTools|))))·((*1·*2·*1·*1·*3)·(AND·(|isDomain|·*3·(|SquareMatrix|·(|#|·*5)·(|Expression|·*4)))·(|ofType|·*5·(|List|·(|Symbol|)))·(|isDomain|·*2·(|Expression|·*4))·(|isDomain|·*1·(|DeRhamComplex|·*4·*5))·(|ofCategory|·*4·(|Join|·(|Ring|)·(|OrderedSet|))))))·
85 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|RecursivePolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|)))))·86 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|RecursivePolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|)))))·
86 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|OutputForm|))))·((*1·*1·*1)·(|isDomain|·*1·(|OutputForm|)))·((*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|VectorCategory|·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|Ring|))))·((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|Point|·(|DoubleFloat|)))·(|isDomain|·*2·(|DoubleFloat|))·(|isDomain|·*1·(|TubePlotTools|))))·((*1·*2·*1·*1·*3)·(AND·(|isDomain|·*3·(|SquareMatrix|·(|#|·*5)·(|Expression|·*4)))·(|ofType|·*5·(|List|·(|Symbol|)))·(|isDomain|·*2·(|Expression|·*4))·(|isDomain|·*1·(|DeRhamComplex|·*4·*5))·(|ofCategory|·*4·(|Join|·(|Ring|)·(|OrderedSet|)))))·((*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|DirectProductCategory|·*3·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|Ring|)))))· 
87 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|FortranType|)))))·(|isDomain|·*1·(|SymbolTable|)))))·87 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|FortranType|)))))·(|isDomain|·*1·(|SymbolTable|)))))·
88 (((*1·*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|SparseEchelonMatrix|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Ring|)))))·88 (((*1·*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|SparseEchelonMatrix|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Ring|)))))·
89 (((*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|)))))·89 (((*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|)))))·
90 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Integer|)))·(|isDomain|·*2·(|PermutationGroup|·(|Integer|)))·(|isDomain|·*1·(|PermutationGroupExamples|))))·((*1·*2)·(AND·(|isDomain|·*2·(|PermutationGroup|·(|Integer|)))·(|isDomain|·*1·(|PermutationGroupExamples|)))))·90 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Integer|)))·(|isDomain|·*2·(|PermutationGroup|·(|Integer|)))·(|isDomain|·*1·(|PermutationGroupExamples|))))·((*1·*2)·(AND·(|isDomain|·*2·(|PermutationGroup|·(|Integer|)))·(|isDomain|·*1·(|PermutationGroupExamples|)))))·
91 (((*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*2·(|Field|))))·((*1·*2·*2·*2·*3)·(AND·(|isDomain|·*3·(|Mapping|·*4·*4))·(|ofCategory|·*4·(|Field|))·(|isDomain|·*1·(|LinearOrdinaryD[·...·truncated·by·diffoscope;·len:·98,·SHA:·9c3e8f83fbdf2db025a6f74791eb0b9de1966fe59385cc8582f9b32a15e2ee6e·...·])))))·91 (((*1·*2·*2·*3·*3)·(AND·(|isDomain|·*2·(|Matrix|·*3))·(|ofCategory|·*3·(|EuclideanDomain|))·(|isDomain|·*1·(|ModularHermitianRowReduction|·*3)))))·
92 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|SparseUnivariatePolynomial|·(|SparseUnivariatePolynomial|·*4))))·(|ofCategory|·*4·(|Field|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|DirectProductCategory|·(|#|·*5)·(|NonNegativeInteger|)))·(|isDomain|·*2·(|Union|·(|List|·*8)·"failed"·"Infinite"·(|Integer|)))·(|isDomain|·*1·(|AffineAlgebraicSetComputeWithResultant|·*4·*5·*6·*7·*8))·(|ofCategory|·*6·(|PolynomialCategory|·*4·*7·(|OrderedVariableList|·*5)))·(|ofCategory|·*8·(|ProjectiveSpaceCategory|·*4)))))·92 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|SparseUnivariatePolynomial|·(|SparseUnivariatePolynomial|·*4))))·(|ofCategory|·*4·(|Field|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|DirectProductCategory|·(|#|·*5)·(|NonNegativeInteger|)))·(|isDomain|·*2·(|Union|·(|List|·*8)·"failed"·"Infinite"·(|Integer|)))·(|isDomain|·*1·(|AffineAlgebraicSetComputeWithResultant|·*4·*5·*6·*7·*8))·(|ofCategory|·*6·(|PolynomialCategory|·*4·*7·(|OrderedVariableList|·*5)))·(|ofCategory|·*8·(|ProjectiveSpaceCategory|·*4)))))·
93 (((*1·*2·*1·*3)·(|partial|·AND·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*4·(|Ring|))·(|ofCategory|·*4·(|OrderedSet|))·(|isDomain|·*2·(|Record|·(|:|·|var|·(|Kernel|·*1))·(|:|·|exponent|·(|Integer|))))·(|ofCategory|·*1·(|FunctionSpace|·*4))))·((*1·*2·*1·*3)·(|partial|[·...·truncated·by·diffoscope;·len:·1165,·SHA:·3340075344552dc5e5b7f7d6ecdec536479d822feca6ec7c48665e19c6549de4·...·]))))·((*1·*2·*1)·(|partial|·AND·(|isDomain|·*2·(|Record|·(|:|·|val|·(|Pattern|·*3))·(|:|·|exponent|·(|NonNegativeInteger|))))·(|isDomain|·*1·(|Pattern|·*3))·(|ofCategory|·*3·(|SetCategory|)))))·93 (((*1·*2·*3)·(|partial|·AND·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|Ring|))·(|ofCategory|·*7·(|PolynomialCategory|·*6·*4·*5))·(|isDomain|·*2·(|Record|·(|:|·|var|·*5)·(|:|·|exponent|·(|Integer|))))·(|isDomain|[·...·truncated·by·diffoscope;·len:·1165,·SHA:·3ca8748f706267c0cb04c372ef3540e38c43890148e5941428dc628234bb34bd·...·]))))·((*1·*2·*1)·(|partial|·AND·(|isDomain|·*2·(|Record|·(|:|·|val|·(|Pattern|·*3))·(|:|·|exponent|·(|NonNegativeInteger|))))·(|isDomain|·*1·(|Pattern|·*3))·(|ofCategory|·*3·(|SetCategory|)))))·
94 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|BlowUpMethodCategory|))·(|isDomain|·*2·(|Integer|)))))·94 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|BlowUpMethodCategory|))·(|isDomain|·*2·(|Integer|)))))·
95 (((*1·*2·*2·*3·*3)·(AND·(|isDomain|·*2·(|Matrix|·*3))·(|ofCategory|·*3·(|EuclideanDomain|))·(|isDomain|·*1·(|ModularHermitianRowReduction|·*3)))))· 
96 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|NumericalOptimizationProblem|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|AnnaNumericalOptimizationPackage|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Expression|·(|Float|))))·(|isDomain|·*4·(|List|·(|Float|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|AnnaNumericalOptimizationPackage|)))))·95 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|NumericalOptimizationProblem|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|AnnaNumericalOptimizationPackage|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Expression|·(|Float|))))·(|isDomain|·*4·(|List|·(|Float|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|AnnaNumericalOptimizationPackage|)))))·
97 (((*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|SExpression|))·(|isDomain|·*3·(|None|))·(|isDomain|·*1·(|Any|)))))·96 (((*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|SExpression|))·(|isDomain|·*3·(|None|))·(|isDomain|·*1·(|Any|)))))·
 97 (((*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*2·(|Field|))))·((*1·*2·*2·*2·*3)·(AND·(|isDomain|·*3·(|Mapping|·*4·*4))·(|ofCategory|·*4·(|Field|))·(|isDomain|·*1·(|LinearOrdinaryDifferentialOperatorsOps|·*4·*2))·(|ofCategory|·*2·(|LinearOrdinaryDifferentialOperatorCategory|·*4)))))·
98 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Record|·(|:|·|left|·(|Fraction|·(|Integer|)))·(|:|·|right|·(|Fraction|·(|Integer|))))))·(|isDomain|·*2·(|List|·(|DoubleFloat|)))·(|isDomain|·*1·(|ExpertSystemToolsPackage|)))))·98 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Record|·(|:|·|left|·(|Fraction|·(|Integer|)))·(|:|·|right|·(|Fraction|·(|Integer|))))))·(|isDomain|·*2·(|List|·(|DoubleFloat|)))·(|isDomain|·*1·(|ExpertSystemToolsPackage|)))))·
99 (((*1·*2·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|FunctionalSpecialFunction|·*3·*2))·(|ofCategory|·*2·(|FunctionSpace|·*3))))·((*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|DoubleFloat|))·(|isDomain|·*1·(|DoubleFloatSpecialF[·...·truncated·by·diffoscope;·len:·234,·SHA:·a937c7b36bb0e71fad4bfd325d7f09d581507badf267ee56ff3cb9f6f63249e5·...·])))·((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Mapping|·(|Float|)))·(|isDomain|·*1·(|RandomFloatDistributions|)))))·99 (((*1·*1·*1·*1)·(|isDomain|·*1·(|DoubleFloat|)))·((*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|DoubleFloat|))·(|isDomain|·*1·(|DoubleFloatSpecialFunctions|))))·((*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|Complex|·(|DoubleFloat|)))·(|isDomain|·*1·(|DoubleFloatSpecialFunctions|)))[·...·truncated·by·diffoscope;·len:·234,·SHA:·c9c05af277a4528468b67486e6f28751aa565d43173976765acdfcb09cfd4965·...·])))·((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Mapping|·(|Float|)))·(|isDomain|·*1·(|RandomFloatDistributions|)))))·
100 (((*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|isDomain|·*1·(|SortedCache|·*3))·(|ofCategory|·*3·(|CachableSet|)))))·100 (((*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|isDomain|·*1·(|SortedCache|·*3))·(|ofCategory|·*3·(|CachableSet|)))))·
 101 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ExpertSystemContinuityPackage1|·*4·*5))·(|ofType|·*4·*3)·(|ofType|·*5·*3)))·((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ExpertSystemToolsPackage|))))·((*1·*2·*1·*1)·(AND·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|PolynomialIdeals|·*3·*4·*5·*6))·(|ofCategory|·*6·(|PolynomialCategory|·*3·*4·*5)))))·
101 (((*1·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|String|))·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|NumberFormats|)))))·102 (((*1·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|String|))·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|NumberFormats|)))))·
 103 (((*1·*2·*1·*1)·(AND·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*2·(|Record|·(|:|·|quotient|·*1)·(|:|·|remainder|·*1)))·(|ofCategory|·*1·(|UnivariateSkewPolynomialCategory|·*3))))·((*1·*2·*3·*3·*4)·(AND·(|isDomain|·*4·(|Automorphism|·*5))·(|ofCategory|·*5·(|IntegralDomain|))·(|ofCategory|·*5·(|Ring|))·(|isDomain|·*2·(|Record|·(|:|·|quotient|·*3)·(|:|·|remainder|·*3)))·(|isDomain|·*1·(|UnivariateSkewPolynomialCategoryOps|·*5·*3))·(|ofCategory|·*3·(|UnivariateSkewPolynomialCategory|·*5)))))·
102 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|PositiveInteger|)))·(|isDomain|·*1·(|SetOfMIntegersInOneToN|·*3·*4))·(|ofType|·*3·(|PositiveInteger|))·(|ofType|·*4·(|PositiveInteger|)))))·104 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|PositiveInteger|)))·(|isDomain|·*1·(|SetOfMIntegersInOneToN|·*3·*4))·(|ofType|·*3·(|PositiveInteger|))·(|ofType|·*4·(|PositiveInteger|)))))·
103 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ExpertSystemContinuityPackage1|·*4·*5))·(|ofType|·*4·*3)·(|ofType|·*5·*3)))·((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ExpertSystemToolsPackage|))))·((*1·*2·*1·*1)·(AND·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|PolynomialIdeals|·*3·*4·*5·*6))·(|ofCategory|·*6·(|PolynomialCategory|·*3·*4·*5)))))· 
104 (((*1·*2·*3·*3·*4)·(AND·(|isDomain|·*4·(|Automorphism|·*5))·(|ofCategory|·*5·(|IntegralDomain|))·(|ofCategory|·*5·(|Ring|))·(|isDomain|·*2·(|Record|·(|:|·|quotient|·*3)·(|:|·|remainder|·*3)))·(|isDomain|·*1·(|UnivariateSkewPolynomialCategoryOps|·*5·*3))·(|ofCategory|·*3·(|UnivariateSkewPolynomialCategory|·*5))))·((*1·*2·*1·*1)·(AND·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*2·(|Record|·(|:|·|quotient|·*1)·(|:|·|remainder|·*1)))·(|ofCategory|·*1·(|UnivariateSkewPolynomialCategory|·*3)))))· 
105 (((*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|Plot3D|)))))·105 (((*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|Plot3D|)))))·
106 (((*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|PointCategory|·*2))·(|ofCategory|·*2·(|Ring|))))·((*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|VectorCategory|·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|Ring|))))·((*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|Point|·(|DoubleFloat|)))·(|isDomain|·*1·(|TubePlotTools|)))))·106 (((*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|PointCategory|·*2))·(|ofCategory|·*2·(|Ring|))))·((*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|VectorCategory|·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|Ring|))))·((*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|Point|·(|DoubleFloat|)))·(|isDomain|·*1·(|TubePlotTools|)))))·
107 (((*1·*1·*1)·(AND·(|ofCategory|·*1·(|DifferentialPolynomialCategory|·*2·*3·*4·*5))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|DifferentialVariableCategory|·*3))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|)))))· 
108 (((*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|UnivariateSkewPolynomialCategory|·*2))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*2·(|Field|)))))·107 (((*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|UnivariateSkewPolynomialCategory|·*2))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*2·(|Field|)))))·
109 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|SegmentCategory|·*2))·(|ofCategory|·*2·(|Type|)))))·108 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|SegmentCategory|·*2))·(|ofCategory|·*2·(|Type|)))))·
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./usr/share/doc/axiom-doc/src/input/calculus2.input.dvi.gz
338 KB
calculus2.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/card.input.dvi.gz
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card.input.dvi
    
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 000001e0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con.
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 00000300:·a1a1·8d91·76e7·cf7c·9603·d554·2a93·7c8e··....v..|...T*.|.
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 00000480:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2832··....>..--R..,.(2
 00000490:·2991·0973·2c31·8ea1·8d91·3e00·002d·2d52··)..s,1....>..--R
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 000004b0:·7264·696e·616c·4e75·6d62·6572·8ea1·8d91··rdinalNumber....
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000004e0:·3230·8ea1·8d91·3e00·0063·3296·04b9·963a··20....>..c2....:000004e0:·308e·a18d·913e·0000·6332·9604·b996·3a3d··0....>..c2....:=
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00000510:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
00000520:·2d2d·5291·0e2c·c228·3329·9109·732c·328e··--R..,.(3)..s,2.00000510:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 00000520:·2d52·910e·2cc2·2833·2991·0973·2c32·8ea1··-R..,.(3)..s,2..
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00000550:·756d·6265·728e·a18d·913e·0000·2d2d·4591··umber....>..--E. 
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./usr/share/doc/axiom-doc/src/input/clif.input.dvi.gz
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clif.input.dvi
    
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cmds.input.dvi
    
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cohen.input.dvi
    
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00000470:·8d91·3e00·0064·6571·3196·04b9·963a·3d93··..>..deq1....:=. 
00000480:·4428·7928·7829·2c78·2993·3d93·392d·7928··D(y(x),x).=.9-y(00000400:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...
 00000410:·913e·0000·2d2d·5291·0e2c·c228·3129·9109··.>..--R..,.(1)..
 00000420:·732c·798e·a18d·913e·0000·2d2d·5292·0112··s,y....>..--R...
 00000430:·0bfc·5479·7065·3a91·04b9·9642·6173·6963··..Type:....Basic
 00000440:·4f70·6572·6174·6f72·8ea1·8d91·3e00·002d··Operator....>..-
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 00000470:·913e·0000·6465·7131·9604·b996·3a3d·9344··.>..deq1....:=.D
 00000480:·2879·2878·292c·7829·933d·9339·2d79·2878··(y(x),x).=.9-y(x
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000004b0:·2d52·912a·8646·2c91·33f9·7232·8ea1·8d91··-R.*.F,.3.r2.... 
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000004f0:·a18d·913e·0000·2d2d·5292·00cf·e5c8·5479··...>..--R.....Ty 
00000500:·7065·3a96·04b9·9645·7175·6174·696f·6e93··pe:....Equation. 
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00000540:·3393·6f66·9335·398e·a18d·913e·0000·736f··3.of.59....>..so 
00000550:·6c76·6528·6465·7131·2c79·2c78·298e·a18d··lve(deq1,y,x)... 
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./usr/share/doc/axiom-doc/src/input/directproduct.input.dvi
    
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43.7 KB
./usr/share/doc/axiom-doc/src/input/distexpr.input.dvi.gz
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distexpr.input.dvi
    
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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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./usr/share/doc/axiom-doc/src/input/dmp.input.dvi.gz
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dmp.input.dvi
    
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 000003d0:·6174·6550·6f6c·796e·6f6d·6961·6c58·6d70··atePolynomialXmp
000003e0:·7050·6167·658e·a1a1·8d91·3e00·002d·2d53··pPage.....>..--S000003e0:·5061·6765·8ea1·a18d·913e·0000·2d2d·5396··Page.....>..--S.
000003f0:·9604·b996·3193·6f66·9338·8ea1·8d91·3e00··....1.of.8....>. 
00000400:·0028·6431·2c64·322c·6433·2996·04b9·963a··.(d1,d2,d3)....: 
00000410:·9344·4d50·285b·7a2c·792c·785d·2c46·5241··.DMP([z,y,x],FRA 
00000420:·4393·494e·5429·8ea1·8d91·3e00·002d·2d52··C.INT)....>..--R 
00000430:·8ea1·8d91·3e00·002d·2d52·9201·3c92·4254··....>..--R..<.BT 
00000440:·7970·653a·9104·b996·566f·6964·8ea1·8d91··ype:....Void.... 
00000450:·3e00·002d·2d45·9104·b996·318e·a1a1·8d91··>..--E....1..... 
00000460:·3e00·002d·2d53·9604·b996·3293·6f66·9338··>..--S....2.of.8 
00000470:·8ea1·8d91·3e00·0064·3196·04b9·963a·3d93··....>..d1....:=. 
00000480:·2d34·2a7a·932b·9334·2a79·5e32·2a78·932b··-4*z.+.4*y^2*x.+ 
00000490:·9331·362a·785e·3293·2b93·318e·a18d·913e··.16*x^2.+.1....> 
000004a0:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R. 
000004b0:·a18d·913e·0000·2d2d·5291·5052·f632·9121··...>..--R.PR.2.! 
000004c0:·131a·328e·a18d·913e·0000·2d2d·5291·0e2c··..2....>..--R.., 
000004d0:·c228·3229·9b09·732c·2d96·04b9·9634·7a93··.(2)..s,-....4z. 
000004e0:·2b93·3479·9378·932b·9331·3678·982b·9331··+.4y.x.+.16x.+.1 
000004f0:·8ea1·8d91·3e00·002d·2d52·9133·f972·5479··....>..--R.3.rTy 
00000500:·7065·3a91·04b9·9644·6973·7472·6962·7574··pe:....Distribut 
00000510:·6564·4d75·6c74·6976·6172·6961·7465·506f··edMultivariatePo 
00000520:·6c79·6e6f·6d69·616c·285b·7a2c·792c·785d··lynomial([z,y,x] 
00000530:·2c46·7261·6374·696f·6e28·496e·7465·6765··,Fraction(Intege 
00000540:·7229·298e·a18d·913e·0000·2d2d·4591·04b9··r))....>..--E... 
00000550:·9632·8ea1·a18d·913e·0000·2d2d·5396·04b9··.2.....>..--S... 
00000560:·9633·936f·6693·388e·a18d·913e·0000·6432··.3.of.8....>..d2000003f0:·04b9·9631·936f·6693·388e·a18d·913e·0000··...1.of.8....>..
00000570:·9604·b996·3a3d·9332·2a7a·2a79·5e32·932b··....:=.2*z*y^2.+00000400:·2864·312c·6432·2c64·3329·9604·b996·3a93··(d1,d2,d3)....:.
 00000410:·444d·5028·5b7a·2c79·2c78·5d2c·4652·4143··DMP([z,y,x],FRAC
 00000420:·9349·4e54·298e·a18d·913e·0000·2d2d·528e··.INT)....>..--R.
 00000430:·a18d·913e·0000·2d2d·5292·013c·9242·5479··...>..--R..<.BTy
 00000440:·7065·3a91·04b9·9656·6f69·648e·a18d·913e··pe:....Void....>
 00000450:·0000·2d2d·4591·04b9·9631·8ea1·a18d·913e··..--E....1.....>
 00000460:·0000·2d2d·5396·04b9·9632·936f·6693·388e··..--S....2.of.8.
 00000470:·a18d·913e·0000·6431·9604·b996·3a3d·932d··...>..d1....:=.-
 00000480:·342a·7a93·2b93·342a·795e·322a·7893·2b93··4*z.+.4*y^2*x.+.
00000580:·9334·2a78·932b·9331·8ea1·8d91·3e00·002d··.4*x.+.1....>..-00000490:·3136·2a78·5e32·932b·9331·8ea1·8d91·3e00··16*x^2.+.1....>.
00000590:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R.... 
000005a0:·3e00·002d·2d52·9138·b308·328e·a18d·913e··>..--R.8..2....> 
000005b0:·0000·2d2d·5291·0e2c·c228·3329·9609·732c··..--R..,.(3)..s, 
000005c0:·327a·9b04·b996·7993·2b98·3478·982b·9831··2z....y.+.4x.+.1 
000005d0:·8ea1·8d91·3e00·002d·2d52·9133·f972·5479··....>..--R.3.rTy 
000005e0:·7065·3a91·04b9·9644·6973·7472·6962·7574··pe:....Distribut 
000005f0:·6564·4d75·6c74·6976·6172·6961·7465·506f··edMultivariatePo 
00000600:·6c79·6e6f·6d69·616c·285b·7a2c·792c·785d··lynomial([z,y,x] 
00000610:·2c46·7261·6374·696f·6e28·496e·7465·6765··,Fraction(Intege 
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00000630:·9633·8ea1·a18d·913e·0000·2d2d·5396·04b9··.3.....>..--S... 
00000640:·9634·936f·6693·388e·a18d·913e·0000·6433··.4.of.8....>..d3 
00000650:·9604·b996·3a3d·9332·2a7a·2a78·5e32·932d··....:=.2*z*x^2.- 
00000660:·9332·2a79·5e32·932d·9378·8ea1·8d91·3e00··.2*y^2.-.x....>. 
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./usr/share/doc/axiom-doc/src/input/donsimple.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/dop.input.dvi.gz
1.78 MB
dop.input.dvi
    
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00000090:·0cf3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·0cf3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
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000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·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:·7075·7491·0537·7464·6f70·2e69·6e70·7574··put..7tdop.input000000d0:·7075·7491·0537·7464·6f70·2e69·6e70·7574··put..7tdop.input
000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0·cff3··..".............000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0·cff3··..".............
000000f0:·2758·ab51·0b00·0c00·0000·0c00·0000·0563··'X.Q...........c000000f0:·2758·ab51·0b00·0c00·0000·0c00·0000·0563··'X.Q...........c
00000100:·6d72·3132·d254·696d·6f74·6890·ac72·7991··mr12.Timoth..ry.00000100:·6d72·3132·d254·696d·6f74·6890·ac72·7991··mr12.Timoth..ry.
00000110:·03ea·a844·616c·798e·8e8e·8e8e·9f17·666a··...Daly.......fj00000110:·03ea·a844·616c·798e·8e8e·8e8e·9f17·888b··...Daly.........
00000120:·8d92·00e3·9184·4d61·90ac·7279·9603·eaa8··......Ma..ry.... 
00000130:·3137·2c93·3230·3235·8e9f·2400·018d·9200··17,.2025..$.....00000120:·8d92·00e1·9c30·4170·7269·6c96·03ea·a831··.....0April....1
 00000130:·352c·9332·3032·348e·9f24·0001·8d92·00f1··5,.2024..$......
00000140:·f1a1·4bf3·3174·0c89·3a00·0900·0000·0900··..K.1t..:.......00000140:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........
00000150:·0000·0563·6d62·7839·dc41·6273·7472·6163··...cmbx9.Abstrac 
00000160:·748e·9f0f·acd1·8e9f·1e00·008d·8d92·0103··t............... 
00000170:·8000·f31b·4bf1·6079·000a·0000·000a·0000··....K.`y........00000150:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract
 00000160:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................
 00000170:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........
00000180:·0005·636d·7231·30c6·318e·8e8e·8c8b·0000··..cmr10.1.......00000180:·0563·6d72·3130·c631·8e8e·8e8c·8b00·0000··.cmr10.1........
00000190:·0002·0000·0000·0000·0000·0000·0000·0000··................00000190:·0200·0000·0000·0000·0000·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·002a·a002·7900·008d··.........*..y...000001b0:·0000·0000·0000·0000·2aa0·0279·0000·8da0··........*..y....
000001c0:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........ 
000001d0:·8d91·3e00·00f3·33c2·d64e·a000·0e66·6600··..>...3..N...ff. 
000001e0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con. 
000001f0:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........000001c0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?.........
 000001d0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff..
 000001e0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con..
 000001f0:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........
00000200:·9201·0380·00c6·328e·8e8e·8c8b·0000·0003··......2.........00000200:·0103·8000·c632·8e8e·8e8c·8b00·0000·0300··.....2..........
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00000250:·0000·8d91·76e7·cff3·341a·f222·5600·0a00··....v...4.."V...00000240:·0000·a002·3f00·008d·a0fd·e400·009f·0c00··....?...........
 00000250:·008d·9176·e7cf·f334·1af2·2256·000a·0000··...v...4.."V....
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 00000290:·6d74·7439·e029·7365·7496·04b9·9662·7265··mtt9.)set....bre
 000002a0:·616b·9372·6573·756d·658e·a40b·0000·8d91··ak.resume.......
 000002b0:·3e00·0029·7379·7396·04b9·9672·6d93·2d66··>..)sys....rm.-f
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000002a0:·6561·6b93·7265·7375·6d65·8ea4·0b00·008d··eak.resume...... 
000002b0:·913e·0000·2973·7973·9604·b996·726d·932d··.>..)sys....rm.- 
000002c0:·6693·646f·702e·6f75·7470·7574·8ea1·8d91··f.dop.output.... 
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 000002e0:·6f75·7470·7574·8ea1·8d91·3e00·0029·7365··output....>..)se
 000002f0:·7496·04b9·966d·6573·7361·6765·9374·6573··t....message.tes
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00000330:·7291·04b9·9661·6c6c·8ea1·a18d·913e·0000··r....all.....>.. 
00000340:·2d2d·5396·04b9·9631·936f·6693·3132·378e··--S....1.of.127. 
00000350:·a18d·913e·0000·2964·9604·b996·6f70·9362··...>..)d....op.b00000330:·9104·b996·616c·6c8e·a1a1·8d91·3e00·002d··....all.....>..-
 00000340:·2d53·9604·b996·3193·6f66·9331·3237·8ea1··-S....1.of.127..
 00000350:·8d91·3e00·0029·6496·04b9·966f·7093·6269··..>..)d....op.bi
00000360:·696e·6172·7954·7265·658e·a18d·913e·0000··inaryTree....>..00000360:·6e61·7279·5472·6565·8ea1·8d91·3e00·002d··naryTree....>..-
 00000370:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....
 00000380:·3e00·002d·2d52·5468·6572·6596·04b9·9661··>..--RThere....a
 00000390:·7265·9332·9365·7870·6f73·6564·9366·756e··re.2.exposed.fun
 000003a0:·6374·696f·6e73·9363·616c·6c65·6493·6269··ctions.called.bi
 000003b0:·6e61·7279·5472·6565·933a·8ea1·8d91·3e00··naryTree.:....>.
 000003c0:·002d·2d52·910e·2cc2·5b31·5d96·04b9·9628··.--R..,.[1]....(
 000003d0:·4269·6e61·7279·5472·6565·2844·3129·2c44··BinaryTree(D1),D
 000003e0:·312c·4269·6e61·7279·5472·6565·2844·3129··1,BinaryTree(D1)
 000003f0:·2993·2d3e·9342·696e·6172·7954·7265·6528··).->.BinaryTree(
 00000400:·4431·2993·6672·6f6d·8ea1·8d91·3e00·002d··D1).from....>..-
 00000410:·2d52·9138·b308·4269·6e61·7279·5472·6565··-R.8..BinaryTree
 00000420:·2844·3129·8ea1·8d91·3e00·002d·2d52·913d··(D1)....>..--R.=
 00000430:·6c9e·6966·9604·b996·4431·9368·6173·9353··l.if....D1.has.S
 00000440:·4554·4341·548e·a18d·913e·0000·2d2d·5291··ETCAT....>..--R.
 00000450:·0e2c·c25b·325d·9604·b996·4431·932d·3e93··.,.[2]....D1.->.
 00000460:·4269·6e61·7279·5472·6565·2844·3129·9366··BinaryTree(D1).f
 00000470:·726f·6d93·4269·6e61·7279·5472·6565·2844··rom.BinaryTree(D
 00000480:·3129·9369·6693·4431·9368·6173·9353·4554··1).if.D1.has.SET
00000370:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...00000490:·4341·548e·a18d·913e·0000·2d2d·528e·a18d··CAT....>..--R...
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./usr/share/doc/axiom-doc/src/input/egg.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/ei.input.dvi.gz
1.94 MB
ei.input.dvi
    
Offset 1, 14972 lines modifiedOffset 1, 14972 lines modified
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000000d0:·7075·7491·0537·7465·692e·696e·7075·748e··put..7tei.input.000000d0:·7075·7491·0537·7465·692e·696e·7075·748e··put..7tei.input.
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00000110:·eaa8·4461·6c79·8e8e·8e8e·8e9f·1766·6a8d··..Daly.......fj.00000110:·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788·8b8d··..Daly..........
00000120:·9200·e391·844d·6190·ac72·7996·03ea·a831··.....Ma..ry....1 
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00000150:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract 
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 00000160:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................
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./usr/share/doc/axiom-doc/src/input/en.input.dvi.gz
2.88 MB
en.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/eq.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/exit.input.dvi
    
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00000100:·636d·7231·32d2·5469·6d6f·7468·90ac·7279··cmr12.Timoth..ry00000100:·636d·7231·32d2·5469·6d6f·7468·90ac·7279··cmr12.Timoth..ry
00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1766··....Daly.......f00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........
00000120:·6a8d·9200·e391·844d·6190·ac72·7996·03ea··j......Ma..ry... 
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00000150:·0000·0005·636d·6278·39dc·4162·7374·7261··....cmbx9.Abstra 
00000160:·6374·8e9f·0fac·d18e·9f1e·0000·8d8d·9201··ct.............. 
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 00000150:·0000·0563·6d62·7839·dc41·6273·7472·6163··...cmbx9.Abstrac
 00000160:·748e·9f0f·acd1·8e9f·1e00·008d·8d92·0103··t...............
 00000170:·8000·f31b·4bf1·6079·000a·0000·000a·0000··....K.`y........
00000180:·0000·0563·6d72·3130·c631·8e8e·8e8c·8b00··...cmr10.1......00000180:·0005·636d·7231·30c6·318e·8e8e·8c8b·0000··..cmr10.1.......
00000190:·0000·0200·0000·0000·0000·0000·0000·0000··................00000190:·0002·0000·0000·0000·0000·0000·0000·0000··................
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:·0000·0000·0000·0000·002a·a002·7900·008d··.........*..y...
000001c0:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?....... 
000001d0:·008d·913e·0000·f333·c2d6·4ea0·000e·6666··...>...3..N...ff 
000001e0:·000c·0000·0006·636d·6278·3132·de43·6f6e··......cmbx12.Con 
000001f0:·958c·cc74·656e·9374·738e·8e9f·1e00·008d··...ten.ts.......000001c0:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........
 000001d0:·8d91·3e00·00f3·33c2·d64e·a000·0e66·6600··..>...3..N...ff.
 000001e0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con.
 000001f0:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........
00000200:·8d92·0103·8000·c632·8e8e·8e8c·8b00·0000··.......2........00000200:·9201·0380·00c6·328e·8e8e·8c8b·0000·0003··......2.........
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00000230:·0000·0000·0000·0001·8ea0·0279·0000·8da0··...........y....00000230:·0000·0000·0000·018d·a002·7900·008d·a0fd··..........y.....
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00000250:·8d91·3e00·00de·318e·9156·4ccb·4c69·6365··..>...1..VL.Lice 
00000260:·6e73·658e·9f15·e71b·a40c·0000·8d91·76e7··nse...........v.00000240:·a300·00a0·023f·0000·8da0·fde4·0000·8d8d··.....?..........
 00000250:·913e·0000·de31·8e91·564c·cb4c·6963·656e··.>...1..VL.Licen
 00000260:·7365·8e9f·15e7·1ba4·0c00·008d·9176·e7cf··se...........v..
00000270:·cff3·341a·f222·5600·0a00·0000·0a00·0000··..4.."V.........00000270:·f334·1af2·2256·000a·0000·000a·0000·0006··.4.."V..........
00000280:·0663·6d62·7831·30df·7c96·03d5·546c·6963··.cmbx10.|...Tlic00000280:·636d·6278·3130·df7c·9603·d554·6c69·6365··cmbx10.|...Tlice
00000290:·656e·7365·937c·8ea9·115d·a28d·913e·0000··ense.|...]...>..00000290:·6e73·6593·7c8e·a911·5da2·8d91·3e00·00f3··nse.|...]...>...
000002a0:·f335·dfa4·4e00·0009·0000·0009·0000·0005··.5..N...........000002a0:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c
000002b0:·636d·7474·39e0·2d2d·436f·7079·7269·6768··cmtt9.--Copyrigh 
000002c0:·7496·04b9·9654·6865·934e·756d·6572·6963··t....The.Numeric 
000002d0:·616c·9341·6c67·6f72·6974·686d·7393·4772··al.Algorithms.Gr000002b0:·6d74·7439·e02d·2d43·6f70·7972·6967·6874··mtt9.--Copyright
 000002c0:·9604·b996·5468·6593·4e75·6d65·7269·6361··....The.Numerica
 000002d0:·6c93·416c·676f·7269·7468·6d73·9347·726f··l.Algorithms.Gro
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00000300:·8ea1·a18d·9176·e7cf·7c96·03d5·542a·937c··.....v..|...T*.|000002f0:·8e9f·125d·a18d·9176·e7cf·df7c·7c7c·2d8e··...]...v...|||-.
 00000300:·a1a1·8d91·76e7·cf7c·9603·d554·2a93·7c8e··....v..|...T*.|.
00000310:·8ea6·8d91·3e00·00e0·2973·6574·9604·b996··....>...)set....00000310:·a68d·913e·0000·e029·7365·7496·04b9·9662··...>...)set....b
00000320:·6272·6561·6b93·7265·7375·6d65·8ea4·0b00··break.resume.... 
00000330:·008d·913e·0000·2973·706f·6f6c·9104·b996··...>..)spool.... 
00000340:·6578·6974·2e6f·7574·7075·748e·a18d·913e··exit.output....> 
00000350:·0000·2973·6574·9604·b996·6d65·7373·6167··..)set....messag00000320:·7265·616b·9372·6573·756d·658e·a40b·0000··reak.resume.....
 00000330:·8d91·3e00·0029·7370·6f6f·6c91·04b9·9665··..>..)spool....e
 00000340:·7869·742e·6f75·7470·7574·8ea1·8d91·3e00··xit.output....>.
 00000350:·0029·7365·7496·04b9·966d·6573·7361·6765··.)set....message
00000360:·6593·7465·7374·936f·6e8e·a18d·913e·0000··e.test.on....>..00000360:·9374·6573·7493·6f6e·8ea1·8d91·3e00·0029··.test.on....>..)
00000370:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message.00000370:·7365·7496·04b9·966d·6573·7361·6765·9361··set....message.a
00000380:·6175·746f·936f·6666·8ea1·8d91·3e00·0029··auto.off....>..)00000380:·7574·6f93·6f66·668e·a18d·913e·0000·2963··uto.off....>..)c
00000390:·636c·6561·7291·04b9·9661·6c6c·8ea1·a18d··clear....all.... 
000003a0:·913e·0000·2d2d·5396·04b9·9631·936f·6693··.>..--S....1.of.00000390:·6c65·6172·9104·b996·616c·6c8e·a1a1·8d91··lear....all.....
 000003a0:·3e00·002d·2d53·9604·b996·3193·6f66·9336··>..--S....1.of.6
 000003b0:·8ea1·8d91·3e00·006e·9604·b996·3a3d·9330··....>..n....:=.0
 000003c0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 000003d0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..
 000003e0:·2cc2·2831·2991·0973·2c30·8ea1·8d91·3e00··,.(1)..s,0....>.
 000003f0:·002d·2d52·9200·fa6c·0e54·7970·653a·9104··.--R...l.Type:..
 00000400:·b996·4e6f·6e4e·6567·6174·6976·6549·6e74··..NonNegativeInt
 00000410:·6567·6572·8ea1·8d91·3e00·002d·2d45·9104··eger....>..--E..
 00000420:·b996·318e·a1a1·8d91·3e00·002d·2d53·9604··..1.....>..--S..
 00000430:·b996·3293·6f66·9336·8ea1·8d91·3e00·0067··..2.of.6....>..g
 00000440:·6173·7028·293a·9604·b996·4578·6974·933d··asp():....Exit.=
 00000450:·3d8e·a18d·9150·e658·6672·6565·9104·b996··=....P.Xfree....
000003b0:·368e·a18d·913e·0000·6e96·04b9·963a·3d93··6....>..n....:=.00000460:·6e8e·a18d·9150·e658·6e96·04b9·963a·3d93··n....P.Xn....:=.
000003c0:·308e·a18d·913e·0000·2d2d·528e·a18d·913e··0....>..--R....>00000470:·6e93·2b93·318e·a18d·9150·e658·6572·726f··n.+.1....P.Xerro
 00000480:·7296·04b9·9622·4f68·936e·6f21·228e·a18d··r...."Oh.no!"...
000003d0:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.00000490:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
000003e0:·0e2c·c228·3129·9109·732c·308e·a18d·913e··.,.(1)..s,0....>000004a0:·5291·0e2c·c246·756e·6374·696f·6e96·04b9··R..,.Function...
 000004b0:·9664·6563·6c61·7261·7469·6f6e·9367·6173··.declaration.gas
 000004c0:·7093·3a93·2829·932d·3e93·4578·6974·9368··p.:.().->.Exit.h
 000004d0:·6173·9362·6565·6e93·6164·6465·6493·746f··as.been.added.to
 000004e0:·9377·6f72·6b73·7061·6365·2e8e·a18d·913e··.workspace.....>
000003f0:·0000·2d2d·5292·00fa·6c0e·5479·7065·3a91··..--R...l.Type:.000004f0:·0000·2d2d·5292·013c·9242·5479·7065·3a91··..--R..<.BType:.
 00000500:·04b9·9656·6f69·648e·a18d·913e·0000·2d2d··...Void....>..--
00000400:·04b9·964e·6f6e·4e65·6761·7469·7665·496e··...NonNegativeIn 
00000410:·7465·6765·728e·a18d·913e·0000·2d2d·4591··teger....>..--E. 
00000420:·04b9·9631·8ea1·a18d·913e·0000·2d2d·5396··...1.....>..--S.00000510:·4591·04b9·9632·8ea1·a18d·913e·0000·2d2d··E....2.....>..--
00000430:·04b9·9632·936f·6693·368e·a18d·913e·0000··...2.of.6....>..00000520:·5396·04b9·9633·936f·6693·368e·a18d·913e··S....3.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 
00000480:·6f72·9604·b996·224f·6893·6e6f·2122·8ea1··or...."Oh.no!"..00000530:·0000·6861·6c66·286b·2991·04b9·963d·3d8e··..half(k)....==.
 00000540:·a18d·9147·732c·6966·9604·b996·6f64·643f··...Gs,if....odd?
 00000550:·936b·9374·6865·6e93·6761·7370·2829·8ea1··.k.then.gasp()..
 00000560:·8d91·4773·2c65·6c73·6596·04b9·966b·9371··..Gs,else....k.q
 00000570:·756f·9332·8ea1·8d91·3e00·002d·2d52·8ea1··uo.2....>..--R..
 00000580:·8d91·3e00·002d·2d52·9201·3c92·4254·7970··..>..--R..<.BTyp
 00000590:·653a·9104·b996·566f·6964·8ea1·8d91·3e00··e:....Void....>.
 000005a0:·002d·2d45·9104·b996·338e·a1a1·8d91·3e00··.--E....3.....>.
 000005b0:·002d·2d53·9604·b996·3493·6f66·9336·8ea1··.--S....4.of.6..
 000005c0:·8d91·3e00·0068·616c·6691·04b9·9634·8ea1··..>..half....4..
00000490:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-000005d0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
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..... 
000004f0:·3e00·002d·2d52·9201·3c92·4254·7970·653a··>..--R..<.BType: 
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)....== 
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./usr/share/doc/axiom-doc/src/input/exlap.input.dvi
    
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exlimit.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/exp.input.dvi.gz
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exp.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/ffrac.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/ffx72.input.dvi.gz
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ffx72.input.dvi
    
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 000003f0:·7393·736f·6d65·9363·616c·6375·6c61·7469··s.some.calculati
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 00000410:·0c6e·6974·6593·0c65·6c64·936f·6693·3439··.nite..eld.of.49
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 00000430:·9049·7493·6973·9362·7569·6c74·9361·7393··.It.is.built.as.
 00000440:·618e·a40c·0000·8d91·3e00·0064·6567·7265··a.......>..degre
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 00000460:·936f·6693·7468·6593·4761·6c6f·6973·930c··.of.the.Galois..
 00000470:·656c·6493·7769·7468·9337·9365·6c65·6d65··eld.with.7.eleme
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 00000490:·9603·d554·2a93·7c8e·a6a4·0b00·008d·913e··...T*.|........>
 000004a0:·0000·e02d·2d53·9604·b996·3193·6f66·9331··...--S....1.of.1
 000004b0:·338e·a18d·913e·0000·6766·3732·9604·b996··3....>..gf72....
 000004c0:·3a3d·9346·4628·372c·9332·298e·a18d·913e··:=.FF(7,.2)....>
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000004f0:·2991·0973·2c46·696e·6974·6546·6965·6c64··)..s,FiniteField 
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00000580:·9106·b553·c62b·9102·38e0·3196·0355·5569··...S.+..8.1..UUi 
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./usr/share/doc/axiom-doc/src/input/fib.input.dvi
    
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00000090:·0af3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·0af3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
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000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·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:·7075·7491·0537·740c·622e·696e·7075·748e··put..7t.b.input.000000d0:·7075·7491·0537·740c·622e·696e·7075·748e··put..7t.b.input.
000000e0:·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf·f327··.".............'000000e0:·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf·f327··.".............'
000000f0:·58ab·510b·000c·0000·000c·0000·0005·636d··X.Q...........cm000000f0:·58ab·510b·000c·0000·000c·0000·0005·636d··X.Q...........cm
00000100:·7231·32d2·5469·6d6f·7468·90ac·7279·9103··r12.Timoth..ry..00000100:·7231·32d2·5469·6d6f·7468·90ac·7279·9103··r12.Timoth..ry..
00000110:·eaa8·4461·6c79·8e8e·8e8e·8e9f·1766·6a8d··..Daly.......fj.00000110:·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788·8b8d··..Daly..........
00000120:·9200·e391·844d·6190·ac72·7996·03ea·a831··.....Ma..ry....1 
00000130:·372c·9332·3032·358e·9f24·0001·8d92·00f1··7,.2025..$......00000120:·9200·e19c·3041·7072·696c·9603·eaa8·3135··....0April....15
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00000150:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract 
00000160:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................ 
00000170:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........00000150:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract.
 00000160:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................
 00000170:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........
00000180:·0563·6d72·3130·c631·8e8e·8e8c·8b00·0000··.cmr10.1........00000180:·636d·7231·30c6·318e·8e8e·8c8b·0000·0002··cmr10.1.........
00000190:·0200·0000·0000·0000·0000·0000·0000·0000··................00000190:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·2aa0·0279·0000·8da0··........*..y.... 
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000001e0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con.. 
000001f0:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........000001b0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....
 000001c0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?..........
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 000001e0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
 000001f0:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........
00000200:·0103·8000·c632·8e8e·8e8c·8b00·0000·0300··.....2..........00000200:·0380·00c6·328e·8e8e·8c8b·0000·0003·0000··....2...........
00000210:·0000·0000·0000·0000·0000·0000·0000·0000··................00000210:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0001·8ca0·0279·0000·8da0·fda3··.........y...... 
00000240:·0000·a002·3f00·008d·a0fd·e400·008d·8d91··....?...........00000230:·0000·0000·018b·a002·7900·008d·a0fd·a300··........y.......
 00000240:·00a0·023f·0000·8da0·fde4·0000·8d8d·913e··...?...........>
00000250:·3e00·00de·318e·9156·4ccb·4c69·6365·6e73··>...1..VL.Licens00000250:·0000·de31·8e91·564c·cb4c·6963·656e·7365··...1..VL.License
00000260:·658e·9f15·e71b·a40c·0000·8d91·76e7·cff3··e...........v...00000260:·8e9f·15e7·1ba4·0c00·008d·9176·e7cf·f334··...........v...4
00000270:·341a·f222·5600·0a00·0000·0a00·0000·0663··4.."V..........c00000270:·1af2·2256·000a·0000·000a·0000·0006·636d··.."V..........cm
00000280:·6d62·7831·30df·7c96·03d5·546c·6963·656e··mbx10.|...Tlicen00000280:·6278·3130·df7c·9603·d554·6c69·6365·6e73··bx10.|...Tlicens
00000290:·7365·937c·8ea9·1300·008d·913e·0000·f335··se.|.......>...500000290:·6593·7c8e·a913·0000·8d91·3e00·00f3·35df··e.|.......>...5.
000002a0:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm000002a0:·a44e·0000·0900·0000·0900·0000·0563·6d74··.N...........cmt
000002b0:·7474·39e0·2d2d·436f·7079·7269·6768·7496··tt9.--Copyright. 
000002c0:·04b9·9654·6865·934e·756d·6572·6963·616c··...The.Numerical 
000002d0:·9341·6c67·6f72·6974·686d·7393·4772·6f75··.Algorithms.Grou000002b0:·7439·e02d·2d43·6f70·7972·6967·6874·9604··t9.--Copyright..
 000002c0:·b996·5468·6593·4e75·6d65·7269·6361·6c93··..The.Numerical.
 000002d0:·416c·676f·7269·7468·6d73·9347·726f·7570··Algorithms.Group
000002e0:·7093·4c69·6d69·7465·6493·3139·3931·2e8e··p.Limited.1991..000002e0:·934c·696d·6974·6564·9331·3939·312e·8e9f··.Limited.1991...
000002f0:·9f14·0000·8d91·76e7·cfdf·7c7c·7c2d·8ea1··......v...|||-..000002f0:·1400·008d·9176·e7cf·df7c·7c7c·2d8e·a1a1··.....v...|||-...
00000300:·a18d·9176·e7cf·7c96·03d5·542a·937c·8ea6··...v..|...T*.|..00000300:·8d91·76e7·cf7c·9603·d554·2a93·7c8e·a68d··..v..|...T*.|...
00000310:·8d91·3e00·00e0·2973·6574·9604·b996·6272··..>...)set....br00000310:·913e·0000·e029·7365·7496·04b9·9662·7265··.>...)set....bre
00000320:·6561·6b93·7265·7375·6d65·8ea4·0b00·008d··eak.resume...... 
00000330:·913e·0000·2973·706f·6f6c·9104·b996·6669··.>..)spool....fi00000320:·616b·9372·6573·756d·658e·a40b·0000·8d91··ak.resume.......
 00000330:·3e00·0029·7370·6f6f·6c91·04b9·9666·6962··>..)spool....fib
00000340:·622e·6f75·7470·7574·8ea1·8d91·3e00·0029··b.output....>..)00000340:·2e6f·7574·7075·748e·a18d·913e·0000·2973··.output....>..)s
00000350:·7365·7496·04b9·966d·6573·7361·6765·9374··set....message.t 
00000360:·6573·7493·6f6e·8ea1·8d91·3e00·0029·7365··est.on....>..)se 
00000370:·7496·04b9·966d·6573·7361·6765·9361·7574··t....message.aut00000350:·6574·9604·b996·6d65·7373·6167·6593·7465··et....message.te
 00000360:·7374·936f·6e8e·a18d·913e·0000·2973·6574··st.on....>..)set
 00000370:·9604·b996·6d65·7373·6167·6593·6175·746f··....message.auto
00000380:·6f93·6f66·668e·a18d·913e·0000·2963·6c65··o.off....>..)cle00000380:·936f·6666·8ea1·8d91·3e00·0029·636c·6561··.off....>..)clea
00000390:·6172·9104·b996·616c·6c8e·a1a1·8d91·3e00··ar....all.....>.00000390:·7291·04b9·9661·6c6c·8ea1·a18d·913e·0000··r....all.....>..
 000003a0:·2d2d·5396·04b9·9631·936f·6693·348e·a18d··--S....1.of.4...
 000003b0:·913e·0000·6669·6228·6e96·04b9·967c·936e··.>..fib(n....|.n
 000003c0:·3d30·293d·3d31·8ea1·8d91·3e00·002d·2d52··=0)==1....>..--R
 000003d0:·8ea1·8d91·3e00·002d·2d52·9201·3c92·4254··....>..--R..<.BT
 000003e0:·7970·653a·9104·b996·566f·6964·8ea1·8d91··ype:....Void....
 000003f0:·3e00·002d·2d45·9104·b996·318e·a1a1·8d91··>..--E....1.....
000003a0:·002d·2d53·9604·b996·3193·6f66·9334·8ea1··.--S....1.of.4..00000400:·3e00·002d·2d53·9604·b996·3293·6f66·9334··>..--S....2.of.4
000003b0:·8d91·3e00·0066·6962·286e·9604·b996·7c93··..>..fib(n....|.00000410:·8ea1·8d91·3e00·0066·6962·286e·9604·b996··....>..fib(n....
000003c0:·6e3d·3029·3d3d·318e·a18d·913e·0000·2d2d··n=0)==1....>..--00000420:·7c93·6e3d·3129·3d3d·318e·a18d·913e·0000··|.n=1)==1....>..
000003d0:·528e·a18d·913e·0000·2d2d·5292·013c·9242··R....>..--R..<.B00000430:·2d2d·528e·a18d·913e·0000·2d2d·5292·013c··--R....>..--R..<
000003e0:·5479·7065·3a91·04b9·9656·6f69·648e·a18d··Type:....Void...00000440:·9242·5479·7065·3a91·04b9·9656·6f69·648e··.BType:....Void.
000003f0:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1....00000450:·a18d·913e·0000·2d2d·4591·04b9·9632·8ea1··...>..--E....2..
00000400:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of.00000460:·a18d·913e·0000·2d2d·5396·04b9·9633·936f··...>..--S....3.o
00000410:·348e·a18d·913e·0000·6669·6228·6e96·04b9··4....>..fib(n...00000470:·6693·348e·a18d·913e·0000·6669·6228·6e96··f.4....>..fib(n.
00000420:·967c·936e·3d31·293d·3d31·8ea1·8d91·3e00··.|.n=1)==1....>.00000480:·04b9·967c·936e·3e31·293d·3d66·6962·286e··...|.n>1)==fib(n
 00000490:·2d31·292b·6669·6228·6e2d·3229·8ea1·8d91··-1)+fib(n-2)....
00000430:·002d·2d52·8ea1·8d91·3e00·002d·2d52·9201··.--R....>..--R..000004a0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
00000440:·3c92·4254·7970·653a·9104·b996·566f·6964··<.BType:....Void000004b0:·9201·3c92·4254·7970·653a·9104·b996·566f··..<.BType:....Vo
00000450:·8ea1·8d91·3e00·002d·2d45·9104·b996·328e··....>..--E....2.000004c0:·6964·8ea1·8d91·3e00·002d·2d45·9104·b996··id....>..--E....
00000460:·a1a1·8d91·3e00·002d·2d53·9604·b996·3393··....>..--S....3.000004d0:·338e·a1a1·8d91·3e00·002d·2d53·9604·b996··3.....>..--S....
00000470:·6f66·9334·8ea1·8d91·3e00·0066·6962·286e··of.4....>..fib(n000004e0:·3493·6f66·9334·8ea1·8d91·3e00·0066·6962··4.of.4....>..fib
 000004f0:·7396·04b9·963d·3d93·5b66·6962·9369·9366··s....==.[fib.i.f
 00000500:·6f72·9369·9369·6e93·302e·2e5d·8ea1·8d91··or.i.in.0..]....
 00000510:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000520:·9201·3c92·4254·7970·653a·9104·b996·566f··..<.BType:....Vo
 00000530:·6964·8ea1·8d91·3e00·002d·2d45·9104·b996··id....>..--E....
 00000540:·348e·a18d·913e·0000·2973·706f·6f6c·8ea1··4....>..)spool..
 00000550:·8d91·3e00·0029·6c69·7370·9104·b996·2862··..>..)lisp....(b
00000480:·9604·b996·7c93·6e3e·3129·3d3d·6669·6228··....|.n>1)==fib( 
00000490:·6e2d·3129·2b66·6962·286e·2d32·298e·a18d··n-1)+fib(n-2)... 
000004a0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
000004b0:·5292·013c·9242·5479·7065·3a91·04b9·9656··R..<.BType:....V 
000004c0:·6f69·648e·a18d·913e·0000·2d2d·4591·04b9··oid....>..--E... 
000004d0:·9633·8ea1·a18d·913e·0000·2d2d·5396·04b9··.3.....>..--S... 
000004e0:·9634·936f·6693·348e·a18d·913e·0000·6669··.4.of.4....>..fi 
000004f0:·6273·9604·b996·3d3d·935b·6669·6293·6993··bs....==.[fib.i. 
00000500:·666f·7293·6993·696e·9330·2e2e·5d8e·a18d··for.i.in.0..]... 
00000510:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
00000520:·5292·013c·9242·5479·7065·3a91·04b9·9656··R..<.BType:....V 
00000530:·6f69·648e·a18d·913e·0000·2d2d·4591·04b9··oid....>..--E... 
00000540:·9634·8ea1·8d91·3e00·0029·7370·6f6f·6c8e··.4....>..)spool. 
00000550:·a18d·913e·0000·296c·6973·7091·04b9·9628··...>..)lisp....( 
00000560:·6279·6529·8ea1·9f14·0000·8d91·76e7·cfdf··bye)........v...00000560:·7965·298e·a19f·1400·008d·9176·e7cf·df7c··ye)........v...|
00000570:·7c7c·7c2d·8e8e·9f1e·0000·8d8d·9201·0380··|||-............00000570:·7c7c·2d8e·8e9f·1e00·008d·8d92·0103·8000··||-.............
00000580:·00c6·338e·8e8e·8c8b·0000·0004·0000·0000··..3.............00000580:·c633·8e8e·8e8c·8b00·0000·0400·0000·0000··.3..............
00000590:·0000·0000·0000·0000·0000·0000·0000·0000··................00000590:·0000·0000·0000·0000·0000·0000·0000·0000··................
000005a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000005a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000005b0:·0000·020a·a002·7900·008d·a0fd·a300·00a0··......y......... 
000005c0:·023f·0000·8da0·fde4·0000·8d91·3e00·00de··.?..........>... 
000005d0:·5265·6665·7265·6e63·6573·8e9f·15e7·1b8d··References...... 
000005e0:·8d8d·9143·0001·c65b·315d·8e8e·9152·8e3c··...C...[1]...R.< 
000005f0:·6e6f·7468·696e·678e·8e9f·1e00·008d·8d92··nothing.........000005b0:·0002·09a0·0279·0000·8da0·fda3·0000·a002··.....y..........
 000005c0:·3f00·008d·a0fd·e400·008d·913e·0000·de52··?..........>...R
 000005d0:·6566·6572·656e·6365·738e·9f15·e71b·8d8d··eferences.......
 000005e0:·8d91·4300·01c6·5b31·5d8e·8e91·528e·3c6e··..C...[1]...R.<n
 000005f0:·6f74·6869·6e67·8e8e·9f1e·0000·8d8d·9201··othing..........
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./usr/share/doc/axiom-doc/src/input/file.input.dvi
    
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00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a76a··..?............j00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a76a··..?............j
00000090:·faf3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·faf3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
000000a0:·0874·6372·6d31·3732·38d1·24f3·2544·d3ed··.tcrm1728.$.%D..000000a0:·0874·6372·6d31·3732·38d1·24f3·2544·d3ed··.tcrm1728.$.%D..
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·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:·7075·7491·0537·740c·6c65·2e69·6e70·7574··put..7t.le.input000000d0:·7075·7491·0537·740c·6c65·2e69·6e70·7574··put..7t.le.input
000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0·cff3··..".............000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0·cff3··..".............
000000f0:·2758·ab51·0b00·0c00·0000·0c00·0000·0563··'X.Q...........c000000f0:·2758·ab51·0b00·0c00·0000·0c00·0000·0563··'X.Q...........c
00000100:·6d72·3132·d254·696d·6f74·6890·ac72·7991··mr12.Timoth..ry.00000100:·6d72·3132·d254·696d·6f74·6890·ac72·7991··mr12.Timoth..ry.
00000110:·03ea·a844·616c·798e·8e8e·8e8e·9f17·666a··...Daly.......fj00000110:·03ea·a844·616c·798e·8e8e·8e8e·9f17·888b··...Daly.........
00000120:·8d92·00e3·9184·4d61·90ac·7279·9603·eaa8··......Ma..ry.... 
00000130:·3137·2c93·3230·3235·8e9f·2400·018d·9200··17,.2025..$.....00000120:·8d92·00e1·9c30·4170·7269·6c96·03ea·a831··.....0April....1
 00000130:·352c·9332·3032·348e·9f24·0001·8d92·00f1··5,.2024..$......
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 00000160:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................
 00000170:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........
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 000001e0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con..
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 000002d0:·9341·6c67·6f72·6974·686d·7393·4772·6f75··.Algorithms.Grou
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000003d0:·6572·3a3d·6f70·656e·2822·2f74·6d70·2f6a··er:=open("/tmp/j 
000003e0:·617a·7a31·222c·226f·7574·7075·7422·298e··azz1","output"). 
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00000400:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R.., 
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 00000500:·8d91·3e00·002d·2d53·9604·b996·3393·6f66··..>..--S....3.of
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 00000520:·2869·6669·6c65·2c91·04b9·965b·3130·2c2d··(ifile,....[10,-
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finitegraph.input.dvi
    
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00000110:·6f90·ac72·776e·8e8e·8e8e·8e9f·1766·6a8d··o..rwn.......fj.00000110:·6f90·ac72·776e·8e8e·8e8e·8e9f·1788·8b8d··o..rwn..........
00000120:·9200·e391·844d·6190·ac72·7996·03ea·a831··.....Ma..ry....1 
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 00000130:·2c93·3230·3234·8e9f·2400·018d·9200·f1a1··,.2024..$.......
00000140:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........00000140:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........
00000150:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract 
00000160:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................ 
00000170:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........00000150:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract.
 00000160:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................
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 000001e0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
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 00000140:·f1a1·4bf3·3174·0c89·3a00·0900·0000·0900··..K.1t..:.......
 00000150:·0000·0563·6d62·7839·dc41·6273·7472·6163··...cmbx9.Abstrac
 00000160:·748e·9f0f·acd1·8e9f·1e00·008d·8d92·0103··t...............
 00000170:·8000·f31b·4bf1·6079·000a·0000·000a·0000··....K.`y........
00000180:·0000·0563·6d72·3130·c631·8e8e·8e8c·8b00··...cmr10.1......00000180:·0005·636d·7231·30c6·318e·8e8e·8c8b·0000··..cmr10.1.......
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000001c0:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?....... 
000001d0:·008d·913e·0000·f333·c2d6·4ea0·000e·6666··...>...3..N...ff 
000001e0:·000c·0000·0006·636d·6278·3132·de43·6f6e··......cmbx12.Con 
000001f0:·958c·cc74·656e·9374·738e·8e9f·1e00·008d··...ten.ts.......000001c0:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........
 000001d0:·8d91·3e00·00f3·33c2·d64e·a000·0e66·6600··..>...3..N...ff.
 000001e0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con.
 000001f0:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........
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00000240:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?......... 
00000250:·8d91·3e00·00de·318e·9156·4ccb·4c69·6365··..>...1..VL.Lice 
00000260:·6e73·658e·9f15·e71b·a40c·0000·8d91·76e7··nse...........v.00000240:·a300·00a0·023f·0000·8da0·fde4·0000·8d8d··.....?..........
 00000250:·913e·0000·de31·8e91·564c·cb4c·6963·656e··.>...1..VL.Licen
 00000260:·7365·8e9f·15e7·1ba4·0c00·008d·9176·e7cf··se...........v..
00000270:·cff3·341a·f222·5600·0a00·0000·0a00·0000··..4.."V.........00000270:·f334·1af2·2256·000a·0000·000a·0000·0006··.4.."V..........
00000280:·0663·6d62·7831·30df·7c96·03d5·546c·6963··.cmbx10.|...Tlic00000280:·636d·6278·3130·df7c·9603·d554·6c69·6365··cmbx10.|...Tlice
00000290:·656e·7365·937c·8ea9·115d·a28d·913e·0000··ense.|...]...>..00000290:·6e73·6593·7c8e·a911·5da2·8d91·3e00·00f3··nse.|...]...>...
000002a0:·f335·dfa4·4e00·0009·0000·0009·0000·0005··.5..N...........000002a0:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c
000002b0:·636d·7474·39e0·2d2d·436f·7079·7269·6768··cmtt9.--Copyrigh 
000002c0:·7496·04b9·9654·6865·934e·756d·6572·6963··t....The.Numeric 
000002d0:·616c·9341·6c67·6f72·6974·686d·7393·4772··al.Algorithms.Gr000002b0:·6d74·7439·e02d·2d43·6f70·7972·6967·6874··mtt9.--Copyright
 000002c0:·9604·b996·5468·6593·4e75·6d65·7269·6361··....The.Numerica
 000002d0:·6c93·416c·676f·7269·7468·6d73·9347·726f··l.Algorithms.Gro
000002e0:·6f75·7093·4c69·6d69·7465·6493·3139·3931··oup.Limited.1991000002e0:·7570·934c·696d·6974·6564·9331·3939·312e··up.Limited.1991.
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00000300:·8ea1·a18d·9176·e7cf·7c96·03d5·542a·937c··.....v..|...T*.|000002f0:·8e9f·125d·a18d·9176·e7cf·df7c·7c7c·2d8e··...]...v...|||-.
 00000300:·a1a1·8d91·76e7·cf7c·9603·d554·2a93·7c8e··....v..|...T*.|.
00000310:·8ea6·8d91·3e00·00e0·2973·6574·9604·b996··....>...)set....00000310:·a68d·913e·0000·e029·7365·7496·04b9·9662··...>...)set....b
00000320:·6272·6561·6b93·7265·7375·6d65·8ea4·0b00··break.resume.... 
00000330:·008d·913e·0000·2973·706f·6f6c·9104·b996··...>..)spool.... 
00000340:·666e·6c61·2e6f·7574·7075·748e·a18d·913e··fnla.output....> 
00000350:·0000·2973·6574·9604·b996·6d65·7373·6167··..)set....messag00000320:·7265·616b·9372·6573·756d·658e·a40b·0000··reak.resume.....
 00000330:·8d91·3e00·0029·7370·6f6f·6c91·04b9·9666··..>..)spool....f
 00000340:·6e6c·612e·6f75·7470·7574·8ea1·8d91·3e00··nla.output....>.
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00000390:·636c·6561·7291·04b9·9661·6c6c·8ea1·a18d··clear....all.... 
000003a0:·913e·0000·2d2d·5396·04b9·9631·936f·6693··.>..--S....1.of. 
000003b0:·378e·a18d·913e·0000·666e·6c96·04b9·963a··7....>..fnl....: 
000003c0:·3d93·464e·4c41·2834·2c34·2c49·4e54·298e··=.FNLA(4,4,INT). 
000003d0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
000003e0:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R..,00000390:·6c65·6172·9104·b996·616c·6c8e·a1a1·8d91··lear....all.....
 000003a0:·3e00·002d·2d53·9604·b996·3193·6f66·9337··>..--S....1.of.7
 000003b0:·8ea1·8d91·3e00·0066·6e6c·9604·b996·3a3d··....>..fnl....:=
 000003c0:·9346·4e4c·4128·342c·342c·494e·5429·8ea1··.FNLA(4,4,INT)..
 000003d0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 000003e0:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,.
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 00000420:·331f·1654·7970·653a·9104·b996·446f·6d61··3..Type:....Doma
00000420:·0133·1f16·5479·7065·3a91·04b9·9644·6f6d··.3..Type:....Dom 
00000430:·6169·6e8e·a18d·913e·0000·2d2d·4591·04b9··ain....>..--E... 
00000440:·9631·8ea1·a18d·913e·0000·2d2d·5396·04b9··.1.....>..--S... 
00000450:·9632·936f·6693·378e·a18d·913e·0000·6469··.2.of.7....>..di 
00000460:·6d65·6e73·696f·6e28·2924·666e·6c8e·a18d··mension()$fnl... 
00000470:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
00000480:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.( 
00000490:·3229·9109·732c·3930·8ea1·8d91·3e00·002d··2)..s,90....>..- 
000004a0:·2d52·9200·fa6c·0e54·7970·653a·9104·b996··-R...l.Type:.... 
000004b0:·4e6f·6e4e·6567·6174·6976·6549·6e74·6567··NonNegativeInteg 
000004c0:·6572·8ea1·8d91·3e00·002d·2d45·9104·b996··er....>..--E....00000430:·696e·8ea1·8d91·3e00·002d·2d45·9104·b996··in....>..--E....
000004d0:·328e·a1a1·8d91·3e00·002d·2d53·9604·b996··2.....>..--S....00000440:·318e·a1a1·8d91·3e00·002d·2d53·9604·b996··1.....>..--S....
 00000450:·3293·6f66·9337·8ea1·8d91·3e00·0064·696d··2.of.7....>..dim
 00000460:·656e·7369·6f6e·2829·2466·6e6c·8ea1·8d91··ension()$fnl....
 00000470:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000480:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2832··....>..--R..,.(2
 00000490:·2991·0973·2c39·308e·a18d·913e·0000·2d2d··)..s,90....>..--
 000004a0:·5292·00fa·6c0e·5479·7065·3a91·04b9·964e··R...l.Type:....N
 000004b0:·6f6e·4e65·6761·7469·7665·496e·7465·6765··onNegativeIntege
 000004c0:·728e·a18d·913e·0000·2d2d·4591·04b9·9632··r....>..--E....2
 000004d0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9633··.....>..--S....3
 000004e0:·936f·6693·378e·a18d·913e·0000·783a·666e··.of.7....>..x:fn
 000004f0:·6c96·04b9·963a·3d93·6765·6e65·7261·746f··l....:=.generato
 00000500:·7228·3129·8ea1·8d91·3e00·002d·2d52·8ea1··r(1)....>..--R..
 00000510:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 00000520:·2d52·910e·2cc2·2833·2991·0973·2c65·8ea1··-R..,.(3)..s,e..
 00000530:·8d91·3e00·002d·2d52·912a·8646·318e·a18d··..>..--R.*.F1...
 00000540:·913e·0000·2d2d·5292·00c6·729c·5479·7065··.>..--R...r.Type
 00000550:·3a91·04b9·9646·7265·654e·696c·706f·7465··:....FreeNilpote
 00000560:·6e74·4c69·6528·342c·342c·496e·7465·6765··ntLie(4,4,Intege
 00000570:·7229·8ea1·8d91·3e00·002d·2d45·9104·b996··r)....>..--E....
 00000580:·338e·a1a1·8d91·3e00·002d·2d53·9604·b996··3.....>..--S....
000004e0:·3393·6f66·9337·8ea1·8d91·3e00·0078·3a66··3.of.7....>..x:f00000590:·3493·6f66·9337·8ea1·8d91·3e00·0079·3a66··4.of.7....>..y:f
000004f0:·6e6c·9604·b996·3a3d·9367·656e·6572·6174··nl....:=.generat000005a0:·6e6c·9604·b996·3a3d·9367·656e·6572·6174··nl....:=.generat
00000500:·6f72·2831·298e·a18d·913e·0000·2d2d·528e··or(1)....>..--R.000005b0:·6f72·2831·3729·8ea1·8d91·3e00·002d·2d52··or(17)....>..--R
00000510:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..000005c0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
00000520:·2d2d·5291·0e2c·c228·3329·9109·732c·658e··--R..,.(3)..s,e. 
00000530:·a18d·913e·0000·2d2d·5291·2a86·4631·8ea1··...>..--R.*.F1..000005d0:·002d·2d52·910e·2cc2·2834·2991·0973·2c65··.--R..,.(4)..s,e
 000005e0:·8ea1·8d91·3e00·002d·2d52·912a·8646·3137··....>..--R.*.F17
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fns.input.dvi
    
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000000a0:·0874·6372·6d31·3732·38d1·24f3·2544·d3ed··.tcrm1728.$.%D..000000a0:·0874·6372·6d31·3732·38d1·24f3·2544·d3ed··.tcrm1728.$.%D..
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·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:·7075·7491·0537·7466·6e73·2e69·6e70·7574··put..7tfns.input000000d0:·7075·7491·0537·7466·6e73·2e69·6e70·7574··put..7tfns.input
000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0·cff3··..".............000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0·cff3··..".............
000000f0:·2758·ab51·0b00·0c00·0000·0c00·0000·0563··'X.Q...........c000000f0:·2758·ab51·0b00·0c00·0000·0c00·0000·0563··'X.Q...........c
00000100:·6d72·3132·d254·696d·6f74·6890·ac72·7991··mr12.Timoth..ry.00000100:·6d72·3132·d254·696d·6f74·6890·ac72·7991··mr12.Timoth..ry.
00000110:·03ea·a844·616c·798e·8e8e·8e8e·9f17·666a··...Daly.......fj00000110:·03ea·a844·616c·798e·8e8e·8e8e·9f17·888b··...Daly.........
00000120:·8d92·00e3·9184·4d61·90ac·7279·9603·eaa8··......Ma..ry.... 
00000130:·3137·2c93·3230·3235·8e9f·2400·018d·9200··17,.2025..$.....00000120:·8d92·00e1·9c30·4170·7269·6c96·03ea·a831··.....0April....1
 00000130:·352c·9332·3032·348e·9f24·0001·8d92·00f1··5,.2024..$......
00000140:·f1a1·4bf3·3174·0c89·3a00·0900·0000·0900··..K.1t..:.......00000140:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........
00000150:·0000·0563·6d62·7839·dc41·6273·7472·6163··...cmbx9.Abstrac 
00000160:·748e·9f0f·acd1·8e9f·1e00·008d·8d92·0103··t............... 
00000170:·8000·f31b·4bf1·6079·000a·0000·000a·0000··....K.`y........00000150:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract
 00000160:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................
 00000170:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........
00000180:·0005·636d·7231·30c6·318e·8e8e·8c8b·0000··..cmr10.1.......00000180:·0563·6d72·3130·c631·8e8e·8e8c·8b00·0000··.cmr10.1........
00000190:·0002·0000·0000·0000·0000·0000·0000·0000··................00000190:·0200·0000·0000·0000·0000·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·002a·a002·7900·008d··.........*..y...000001b0:·0000·0000·0000·0000·2aa0·0279·0000·8da0··........*..y....
000001c0:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........ 
000001d0:·8d91·3e00·00f3·33c2·d64e·a000·0e66·6600··..>...3..N...ff. 
000001e0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con. 
000001f0:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........000001c0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?.........
 000001d0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff..
 000001e0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con..
 000001f0:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........
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fr1.input.dvi
    
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guess.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/heap.input.dvi
    
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heat.input.dvi
    
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 000001e0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con.
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 000003c0:·9374·6865·9368·6561·7493·6571·7561·7469··.the.heat.equati
 000003d0:·6f6e·8ea1·8d91·76e7·cfdf·7c96·03d5·542a··on....v...|...T*
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 00000460:·a18d·913e·0000·2d2d·5396·04b9·9632·936f··...>..--S....2.o
 00000470:·6693·3131·8ea1·8d91·3e00·0068·6561·743a··f.11....>..heat:
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000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............
000000f0:·f327·58ab·510b·000c·0000·000c·0000·0005··.'X.Q...........000000f0:·f327·58ab·510b·000c·0000·000c·0000·0005··.'X.Q...........
00000100:·636d·7231·32d2·5469·6d6f·7468·90ac·7279··cmr12.Timoth..ry00000100:·636d·7231·32d2·5469·6d6f·7468·90ac·7279··cmr12.Timoth..ry
00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1766··....Daly.......f00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........
00000120:·6a8d·9200·e391·844d·6190·ac72·7996·03ea··j......Ma..ry... 
00000130:·a831·372c·9332·3032·358e·9f24·0001·8d92··.17,.2025..$.... 
00000140:·00f1·a14b·f331·740c·893a·0009·0000·0009··...K.1t..:...... 
00000150:·0000·0005·636d·6278·39dc·4162·7374·7261··....cmbx9.Abstra 
00000160:·6374·8e9f·0fac·d18e·9f1e·0000·8d8d·9201··ct.............. 
00000170:·0380·00f3·1b4b·f160·7900·0a00·0000·0a00··.....K.`y.......00000120:·8b8d·9200·e19c·3041·7072·696c·9603·eaa8··......0April....
 00000130:·3135·2c93·3230·3234·8e9f·2400·018d·9200··15,.2024..$.....
 00000140:·f1a1·4bf3·3174·0c89·3a00·0900·0000·0900··..K.1t..:.......
 00000150:·0000·0563·6d62·7839·dc41·6273·7472·6163··...cmbx9.Abstrac
 00000160:·748e·9f0f·acd1·8e9f·1e00·008d·8d92·0103··t...............
 00000170:·8000·f31b·4bf1·6079·000a·0000·000a·0000··....K.`y........
00000180:·0000·0563·6d72·3130·c631·8e8e·8e8c·8b00··...cmr10.1......00000180:·0005·636d·7231·30c6·318e·8e8e·8c8b·0000··..cmr10.1.......
00000190:·0000·0200·0000·0000·0000·0000·0000·0000··................00000190:·0002·0000·0000·0000·0000·0000·0000·0000··................
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:·0000·0000·0000·0000·002a·a002·7900·008d··.........*..y...
000001c0:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?....... 
000001d0:·008d·913e·0000·f333·c2d6·4ea0·000e·6666··...>...3..N...ff 
000001e0:·000c·0000·0006·636d·6278·3132·de43·6f6e··......cmbx12.Con 
000001f0:·958c·cc74·656e·9374·738e·8e9f·1e00·008d··...ten.ts.......000001c0:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........
 000001d0:·8d91·3e00·00f3·33c2·d64e·a000·0e66·6600··..>...3..N...ff.
 000001e0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con.
 000001f0:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........
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00000210:·0300·0000·0000·0000·0000·0000·0000·0000··................00000210:·0000·0000·0000·0000·0000·0000·0000·0000··................
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:·0000·0000·0000·018d·a002·7900·008d·a0fd··..........y.....
00000240:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?......... 
00000250:·8d91·3e00·00de·318e·9156·4ccb·4c69·6365··..>...1..VL.Lice 
00000260:·6e73·658e·9f15·e71b·a40c·0000·8d91·76e7··nse...........v.00000240:·a300·00a0·023f·0000·8da0·fde4·0000·8d8d··.....?..........
 00000250:·913e·0000·de31·8e91·564c·cb4c·6963·656e··.>...1..VL.Licen
 00000260:·7365·8e9f·15e7·1ba4·0c00·008d·9176·e7cf··se...........v..
00000270:·cff3·341a·f222·5600·0a00·0000·0a00·0000··..4.."V.........00000270:·f334·1af2·2256·000a·0000·000a·0000·0006··.4.."V..........
00000280:·0663·6d62·7831·30df·7c96·03d5·546c·6963··.cmbx10.|...Tlic00000280:·636d·6278·3130·df7c·9603·d554·6c69·6365··cmbx10.|...Tlice
00000290:·656e·7365·937c·8ea9·1300·008d·913e·0000··ense.|.......>..00000290:·6e73·6593·7c8e·a913·0000·8d91·3e00·00f3··nse.|.......>...
000002a0:·f335·dfa4·4e00·0009·0000·0009·0000·0005··.5..N...........000002a0:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c
000002b0:·636d·7474·39e0·2d2d·436f·7079·7269·6768··cmtt9.--Copyrigh 
000002c0:·7496·04b9·9654·6865·934e·756d·6572·6963··t....The.Numeric 
000002d0:·616c·9341·6c67·6f72·6974·686d·7393·4772··al.Algorithms.Gr000002b0:·6d74·7439·e02d·2d43·6f70·7972·6967·6874··mtt9.--Copyright
 000002c0:·9604·b996·5468·6593·4e75·6d65·7269·6361··....The.Numerica
 000002d0:·6c93·416c·676f·7269·7468·6d73·9347·726f··l.Algorithms.Gro
000002e0:·6f75·7093·4c69·6d69·7465·6493·3139·3931··oup.Limited.1991000002e0:·7570·934c·696d·6974·6564·9331·3939·312e··up.Limited.1991.
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00000310:·8ea6·8d91·3e00·00e0·2973·6574·9604·b996··....>...)set....00000310:·a68d·913e·0000·e029·7365·7496·04b9·9662··...>...)set....b
00000320:·6272·6561·6b93·7265·7375·6d65·8ea4·0b00··break.resume.... 
00000330:·008d·913e·0000·2973·706f·6f6c·9104·b996··...>..)spool.... 
00000340:·6865·6c70·2e6f·7574·7075·748e·a18d·913e··help.output....> 
00000350:·0000·2973·6574·9604·b996·6d65·7373·6167··..)set....messag00000320:·7265·616b·9372·6573·756d·658e·a40b·0000··reak.resume.....
 00000330:·8d91·3e00·0029·7370·6f6f·6c91·04b9·9668··..>..)spool....h
 00000340:·656c·702e·6f75·7470·7574·8ea1·8d91·3e00··elp.output....>.
 00000350:·0029·7365·7496·04b9·966d·6573·7361·6765··.)set....message
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00000370:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message.00000370:·7365·7496·04b9·966d·6573·7361·6765·9361··set....message.a
00000380:·6175·746f·936f·6666·8ea1·8d91·3e00·0029··auto.off....>..)00000380:·7574·6f93·6f66·668e·a18d·913e·0000·2963··uto.off....>..)c
00000390:·636c·6561·7291·04b9·9661·6c6c·8ea1·a18d··clear....all.... 
000003a0:·913e·0000·2d2d·5396·04b9·9631·936f·6693··.>..--S....1.of. 
000003b0:·328e·a18d·913e·0000·613a·3d96·04b9·9678··2....>..a:=....x 
000003c0:·5e32·932b·9331·8ea1·8d91·3e00·002d·2d52··^2.+.1....>..--R00000390:·6c65·6172·9104·b996·616c·6c8e·a1a1·8d91··lear....all.....
 000003a0:·3e00·002d·2d53·9604·b996·3193·6f66·9332··>..--S....1.of.2
 000003b0:·8ea1·8d91·3e00·0061·3a3d·9604·b996·785e··....>..a:=....x^
 000003c0:·3293·2b93·318e·a18d·913e·0000·2d2d·528e··2.+.1....>..--R.
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00000400:·2b91·04b9·9631·8ea1·8d91·3e00·002d·2d52··+....1....>..--R 
00000410:·9200·f5b2·7854·7970·653a·9104·b996·506f··....xType:....Po 
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00000440:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9632··.....>..--S....2 
00000450:·936f·6693·328e·a18d·913e·0000·2861·9604··.of.2....>..(a.. 
00000460:·b996·2d93·3229·5e32·8ea1·8d91·3e00·002d··..-.2)^2....>..-000003e0:·2d2d·5291·2a86·4632·8ea1·8d91·3e00·002d··--R.*.F2....>..-
 000003f0:·2d52·910e·2cc2·2831·2996·0973·2c78·932b··-R..,.(1)..s,x.+
 00000400:·9104·b996·318e·a18d·913e·0000·2d2d·5292··....1....>..--R.
 00000410:·00f5·b278·5479·7065·3a91·04b9·9650·6f6c··...xType:....Pol
 00000420:·796e·6f6d·6961·6c28·496e·7465·6765·7229··ynomial(Integer)
 00000430:·8ea1·8d91·3e00·002d·2d45·9104·b996·318e··....>..--E....1.
 00000440:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2.
 00000450:·6f66·9332·8ea1·8d91·3e00·0028·6196·04b9··of.2....>..(a...
 00000460:·962d·9332·295e·328e·a18d·913e·0000·2d2d··.-.2)^2....>..--
00000470:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....00000470:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
00000480:·3e00·002d·2d52·912a·8646·3491·179f·ee32··>..--R.*.F4....2 
00000490:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2832··....>..--R..,.(2 
000004a0:·2996·0973·2c78·932d·9b04·b996·3278·932b··)..s,x.-....2x.+00000480:·0000·2d2d·5291·2a86·4634·9117·9fee·328e··..--R.*.F4....2.
 00000490:·a18d·913e·0000·2d2d·5291·0e2c·c228·3229··...>..--R..,.(2)
 000004a0:·9609·732c·7893·2d9b·04b9·9632·7893·2b98··..s,x.-....2x.+.
000004b0:·9831·8ea1·8d91·3e00·002d·2d52·9200·f5b2··.1....>..--R....000004b0:·318e·a18d·913e·0000·2d2d·5292·00f5·b278··1....>..--R....x
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000004d0:·6d69·616c·2849·6e74·6567·6572·298e·a18d··mial(Integer)... 
000004e0:·913e·0000·2d2d·4591·04b9·9632·8ea1·8d91··.>..--E....2.... 
000004f0:·3e00·0029·7370·6f6f·6c8e·a18d·913e·0000··>..)spool....>.. 
00000500:·296c·6973·7091·04b9·9628·6279·6529·8ea1··)lisp....(bye)..000004c0:·5479·7065·3a91·04b9·9650·6f6c·796e·6f6d··Type:....Polynom
 000004d0:·6961·6c28·496e·7465·6765·7229·8ea1·8d91··ial(Integer)....
 000004e0:·3e00·002d·2d45·9104·b996·328e·a18d·913e··>..--E....2....>
 000004f0:·0000·2973·706f·6f6c·8ea1·8d91·3e00·0029··..)spool....>..)
 00000500:·6c69·7370·9104·b996·2862·7965·298e·a19f··lisp....(bye)...
00000510:·9f14·0000·8d91·76e7·cfdf·7c7c·7c2d·8e8e··......v...|||-..00000510:·1400·008d·9176·e7cf·df7c·7c7c·2d8e·8e9f··.....v...|||-...
00000520:·9f1e·0000·8d8d·9201·0380·00c6·338e·8e8e··............3...00000520:·1e00·008d·8d92·0103·8000·c633·8e8e·8e8c··...........3....
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00000550:·0000·0000·0000·0000·0000·0000·020c·a002··................00000550:·0000·0000·0000·0000·0000·0002·0ba0·0279··...............y
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00000570:·fde4·0000·8d91·3e00·00de·5265·6665·7265··......>...Refere00000560:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....
 00000570:·e400·008d·913e·0000·de52·6566·6572·656e··.....>...Referen
00000580:·6e63·6573·8e9f·15e7·1b8d·8d8d·9143·0001··nces.........C..00000580:·6365·738e·9f15·e71b·8d8d·8d91·4300·01c6··ces.........C...
00000590:·c65b·315d·8e8e·9152·8e3c·6e6f·7468·696e··.[1]...R.<nothin 
000005a0:·678e·8e9f·1e00·008d·8d92·0103·8000·348e··g.............4. 
000005b0:·8e8e·8cf8·0000·0531·0183·92c0·1c3b·0000··.......1.....;.. 
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 000005a0:·8e8e·9f1e·0000·8d8d·9201·0380·0034·8e8e··.............4..
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./usr/share/doc/axiom-doc/src/input/herm.input.dvi.gz
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herm.input.dvi
    
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000000d0:·7075·7491·0537·7468·6572·6d2e·696e·7075··put..7therm.inpu000000d0:·7075·7491·0537·7468·6572·6d2e·696e·7075··put..7therm.inpu
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00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1766··....Daly.......f00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........
00000120:·6a8d·9200·e391·844d·6190·ac72·7996·03ea··j......Ma..ry... 
00000130:·a831·372c·9332·3032·358e·9f24·0001·8d92··.17,.2025..$.... 
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00000150:·0000·0005·636d·6278·39dc·4162·7374·7261··....cmbx9.Abstra 
00000160:·6374·8e9f·0fac·d18e·9f1e·0000·8d8d·9201··ct.............. 
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 00000130:·3135·2c93·3230·3234·8e9f·2400·018d·9200··15,.2024..$.....
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ico.input.dvi
    
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22.8 KB
./usr/share/doc/axiom-doc/src/input/ipftest.input.dvi
    
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15.0 KB
./usr/share/doc/axiom-doc/src/input/iprntpk.input.dvi
    
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31.8 KB
./usr/share/doc/axiom-doc/src/input/is.input.dvi
    
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 000001e0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
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./usr/share/doc/axiom-doc/src/input/liss2.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/list.input.dvi.gz
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list.input.dvi
    
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lodof.input.dvi
    
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log.input.dvi
    
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 00000330:·8d91·3e00·0029·7379·7396·04b9·9672·6d93··..>..)sys....rm.
 00000340:·2d66·936e·7169·702e·6f75·7470·7574·8ea1··-f.nqip.output..
 00000350:·8d91·3e00·0029·7370·6f6f·6c91·04b9·966e··..>..)spool....n
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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:·7075·7491·0537·746f·702e·696e·7075·748e··put..7top.input.000000d0:·7075·7491·0537·746f·702e·696e·7075·748e··put..7top.input.
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 00000440:·6c28·252c·783d·2d33·2e34·298e·a18d·913e··l(%,x=-3.4)....>
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 00000480:·5292·00ff·25a4·5479·7065·3a91·04b9·9645··R...%.Type:....E
 00000490:·7870·7265·7373·696f·6e28·466c·6f61·7429··xpression(Float)
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 000004b0:·a18d·913e·0000·2973·706f·6f6c·8ea1·8d91··...>..)spool....
 000004c0:·3e00·0029·6c69·7370·9104·b996·2862·7965··>..)lisp....(bye
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000004b0:·8ea1·8d91·3e00·0029·7370·6f6f·6c8e·a18d··....>..)spool... 
000004c0:·913e·0000·296c·6973·7091·04b9·9628·6279··.>..)lisp....(by 
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 00000530:·008d·a0fd·e400·008d·913e·0000·de52·6566··.........>...Ref
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 00000550:·4300·01c6·5b31·5d8e·8e91·528e·3c6e·6f74··C...[1]...R.<not
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./usr/share/doc/axiom-doc/src/input/op1.input.dvi.gz
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op1.input.dvi
    
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perm.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/pfaffian.input.dvi.gz
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pfaffian.input.dvi
    
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pfr.input.dvi
    
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144 KB
./usr/share/doc/axiom-doc/src/input/rsa.input.dvi.gz
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rsa.input.dvi
    
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000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·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:·7075·7491·0537·7473·6567·2e69·6e70·7574··put..7tseg.input000000d0:·7075·7491·0537·7473·6567·2e69·6e70·7574··put..7tseg.input
000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0·cff3··..".............000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0·cff3··..".............
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00000100:·6d72·3132·d254·696d·6f74·6890·ac72·7991··mr12.Timoth..ry.00000100:·6d72·3132·d254·696d·6f74·6890·ac72·7991··mr12.Timoth..ry.
00000110:·03ea·a844·616c·798e·8e8e·8e8e·9f17·666a··...Daly.......fj00000110:·03ea·a844·616c·798e·8e8e·8e8e·9f17·888b··...Daly.........
00000120:·8d92·00e3·9184·4d61·90ac·7279·9603·eaa8··......Ma..ry.... 
00000130:·3137·2c93·3230·3235·8e9f·2400·018d·9200··17,.2025..$.....00000120:·8d92·00e1·9c30·4170·7269·6c96·03ea·a831··.....0April....1
 00000130:·352c·9332·3032·348e·9f24·0001·8d92·00f1··5,.2024..$......
00000140:·f1a1·4bf3·3174·0c89·3a00·0900·0000·0900··..K.1t..:.......00000140:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........
00000150:·0000·0563·6d62·7839·dc41·6273·7472·6163··...cmbx9.Abstrac 
00000160:·748e·9f0f·acd1·8e9f·1e00·008d·8d92·0103··t............... 
00000170:·8000·f31b·4bf1·6079·000a·0000·000a·0000··....K.`y........00000150:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract
 00000160:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................
 00000170:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........
00000180:·0005·636d·7231·30c6·318e·8e8e·8c8b·0000··..cmr10.1.......00000180:·0563·6d72·3130·c631·8e8e·8e8c·8b00·0000··.cmr10.1........
00000190:·0002·0000·0000·0000·0000·0000·0000·0000··................00000190:·0200·0000·0000·0000·0000·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·002a·a002·7900·008d··.........*..y...000001b0:·0000·0000·0000·0000·2aa0·0279·0000·8da0··........*..y....
000001c0:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........ 
000001d0:·8d91·3e00·00f3·33c2·d64e·a000·0e66·6600··..>...3..N...ff. 
000001e0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con. 
000001f0:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........000001c0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?.........
 000001d0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff..
 000001e0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con..
 000001f0:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........
00000200:·9201·0380·00c6·328e·8e8e·8c8b·0000·0003··......2.........00000200:·0103·8000·c632·8e8e·8e8c·8b00·0000·0300··.....2..........
00000210:·0000·0000·0000·0000·0000·0000·0000·0000··................00000210:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·018d·a002·7900·008d·a0fd··..........y.....00000230:·0000·0000·0001·8ca0·0279·0000·8da0·fda3··.........y......
00000240:·a300·00a0·023f·0000·8da0·fde4·0000·8d8d··.....?..........00000240:·0000·a002·3f00·008d·a0fd·e400·008d·8d91··....?...........
00000250:·913e·0000·de31·8e91·564c·cb4c·6963·656e··.>...1..VL.Licen00000250:·3e00·00de·318e·9156·4ccb·4c69·6365·6e73··>...1..VL.Licens
00000260:·7365·8e9f·15e7·1ba4·0c00·008d·9176·e7cf··se...........v..00000260:·658e·9f15·e71b·a40c·0000·8d91·76e7·cff3··e...........v...
00000270:·f334·1af2·2256·000a·0000·000a·0000·0006··.4.."V..........00000270:·341a·f222·5600·0a00·0000·0a00·0000·0663··4.."V..........c
00000280:·636d·6278·3130·df7c·9603·d554·6c69·6365··cmbx10.|...Tlice 
00000290:·6e73·6593·7c8e·a911·5da2·8d91·3e00·00f3··nse.|...]...>...00000280:·6d62·7831·30df·7c96·03d5·546c·6963·656e··mbx10.|...Tlicen
 00000290:·7365·937c·8ea9·115d·a28d·913e·0000·f335··se.|...]...>...5
000002a0:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c000002a0:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm
000002b0:·6d74·7439·e02d·2d43·6f70·7972·6967·6874··mtt9.--Copyright 
000002c0:·9604·b996·5468·6593·4e75·6d65·7269·6361··....The.Numerica 
000002d0:·6c93·416c·676f·7269·7468·6d73·9347·726f··l.Algorithms.Gro000002b0:·7474·39e0·2d2d·436f·7079·7269·6768·7496··tt9.--Copyright.
 000002c0:·04b9·9654·6865·934e·756d·6572·6963·616c··...The.Numerical
 000002d0:·9341·6c67·6f72·6974·686d·7393·4772·6f75··.Algorithms.Grou
000002e0:·7570·934c·696d·6974·6564·9331·3939·312e··up.Limited.1991.000002e0:·7093·4c69·6d69·7465·6493·3139·3931·2e8e··p.Limited.1991..
000002f0:·8e9f·125d·a18d·9176·e7cf·df7c·7c7c·2d8e··...]...v...|||-.000002f0:·9f12·5da1·8d91·76e7·cfdf·7c7c·7c2d·8ea1··..]...v...|||-..
00000300:·a1a1·8d91·76e7·cf7c·9603·d554·2a93·7c8e··....v..|...T*.|.00000300:·a18d·9176·e7cf·7c96·03d5·542a·937c·8ea6··...v..|...T*.|..
00000310:·a68d·913e·0000·e029·7365·7496·04b9·9662··...>...)set....b00000310:·8d91·3e00·00e0·2973·6574·9604·b996·6272··..>...)set....br
00000320:·7265·616b·9372·6573·756d·658e·a40b·0000··reak.resume.....00000320:·6561·6b93·7265·7375·6d65·8ea4·0b00·008d··eak.resume......
00000330:·8d91·3e00·0029·7370·6f6f·6c91·04b9·9673··..>..)spool....s00000330:·913e·0000·2973·706f·6f6c·9104·b996·7365··.>..)spool....se
00000340:·6567·2e6f·7574·7075·748e·a18d·913e·0000··eg.output....>..00000340:·672e·6f75·7470·7574·8ea1·8d91·3e00·0029··g.output....>..)
00000350:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message. 
00000360:·7465·7374·936f·6e8e·a18d·913e·0000·2973··test.on....>..)s 
00000370:·6574·9604·b996·6d65·7373·6167·6593·6175··et....message.au00000350:·7365·7496·04b9·966d·6573·7361·6765·9374··set....message.t
 00000360:·6573·7493·6f6e·8ea1·8d91·3e00·0029·7365··est.on....>..)se
 00000370:·7496·04b9·966d·6573·7361·6765·9361·7574··t....message.aut
00000380:·746f·936f·6666·8ea1·8d91·3e00·0029·636c··to.off....>..)cl00000380:·6f93·6f66·668e·a18d·913e·0000·2963·6c65··o.off....>..)cle
00000390:·6561·7291·04b9·9661·6c6c·8ea1·8d91·3e00··ear....all....>. 
000003a0:·002d·2d53·9604·b996·3193·6f66·9331·308e··.--S....1.of.10. 
000003b0:·a18d·913e·0000·7396·04b9·963a·3d93·332e··...>..s....:=.3.00000390:·6172·9104·b996·616c·6c8e·a18d·913e·0000··ar....all....>..
 000003a0:·2d2d·5396·04b9·9631·936f·6693·3130·8ea1··--S....1.of.10..
 000003b0:·8d91·3e00·0073·9604·b996·3a3d·9333·2e2e··..>..s....:=.3..
 000003c0:·3130·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··10....>..--R....
 000003d0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 000003e0:·910e·2cc2·2831·2991·0973·2c33·2e2e·3130··..,.(1)..s,3..10
 000003f0:·8ea1·8d91·3e00·002d·2d52·9200·de12·8a54··....>..--R.....T
 00000400:·7970·653a·9104·b996·5365·676d·656e·7428··ype:....Segment(
 00000410:·506f·7369·7469·7665·496e·7465·6765·7229··PositiveInteger)
 00000420:·8ea1·8d91·3e00·002d·2d45·9104·b996·318e··....>..--E....1.
 00000430:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2.
 00000440:·6f66·9331·308e·a18d·913e·0000·6c6f·9104··of.10....>..lo..
000003c0:·2e31·308e·a18d·913e·0000·2d2d·528e·a18d··.10....>..--R...00000450:·b996·738e·a18d·913e·0000·2d2d·528e·a18d··..s....>..--R...
000003d0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--00000460:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
000003e0:·5291·0e2c·c228·3129·9109·732c·332e·2e31··R..,.(1)..s,3..100000470:·5291·0e2c·c228·3229·9109·732c·338e·a18d··R..,.(2)..s,3...
 00000480:·913e·0000·2d2d·5292·0108·98d0·5479·7065··.>..--R.....Type
 00000490:·3a91·04b9·9650·6f73·6974·6976·6549·6e74··:....PositiveInt
 000004a0:·6567·6572·8ea1·8d91·3e00·002d·2d45·9104··eger....>..--E..
000003f0:·308e·a18d·913e·0000·2d2d·5292·00de·128a··0....>..--R..... 
00000400:·5479·7065·3a91·04b9·9653·6567·6d65·6e74··Type:....Segment 
00000410:·2850·6f73·6974·6976·6549·6e74·6567·6572··(PositiveInteger 
00000420:·298e·a18d·913e·0000·2d2d·4591·04b9·9631··)....>..--E....1 
00000430:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9632··.....>..--S....2 
00000440:·936f·6693·3130·8ea1·8d91·3e00·006c·6f91··.of.10....>..lo. 
00000450:·04b9·9673·8ea1·8d91·3e00·002d·2d52·8ea1··...s....>..--R..000004b0:·b996·328e·a1a1·8d91·3e00·002d·2d53·9604··..2.....>..--S..
 000004c0:·b996·3393·6f66·9331·308e·a18d·913e·0000··..3.of.10....>..
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.000004d0:·6869·9104·b996·738e·a18d·913e·0000·2d2d··hi....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:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
 000004f0:·0000·2d2d·5291·0e2c·c228·3329·9109·732c··..--R..,.(3)..s,
 00000500:·3130·8ea1·8d91·3e00·002d·2d52·9201·0898··10....>..--R....
 00000510:·d054·7970·653a·9104·b996·506f·7369·7469··.Type:....Positi
 00000520:·7665·496e·7465·6765·728e·a18d·913e·0000··veInteger....>..
 00000530:·2d2d·4591·04b9·9633·8ea1·a18d·913e·0000··--E....3.....>..
 00000540:·2d2d·5396·04b9·9634·936f·6693·3130·8ea1··--S....4.of.10..
 00000550:·8d91·3e00·0074·9604·b996·3a3d·9331·302e··..>..t....:=.10.
 00000560:·2e33·9362·7993·2d32·8ea1·8d91·3e00·002d··.3.by.-2....>..-
000004e0:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....00000570:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....
000004f0:·3e00·002d·2d52·910e·2cc2·2833·2991·0973··>..--R..,.(3)..s00000580:·3e00·002d·2d52·910e·2cc2·2834·2991·0973··>..--R..,.(4)..s
 00000590:·2c31·302e·2e33·9604·b996·6279·932d·9332··,10..3....by.-.2
 000005a0:·8ea1·8d91·3e00·002d·2d52·9200·de12·8a54··....>..--R.....T
 000005b0:·7970·653a·9104·b996·5365·676d·656e·7428··ype:....Segment(
 000005c0:·506f·7369·7469·7665·496e·7465·6765·7229··PositiveInteger)
 000005d0:·8ea1·8d91·3e00·002d·2d45·9104·b996·348e··....>..--E....4.
 000005e0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3593··....>..--S....5.
 000005f0:·6f66·9331·308e·a18d·913e·0000·696e·6372··of.10....>..incr
 00000600:·9104·b996·738e·a18d·913e·0000·2d2d·528e··....s....>..--R.
 00000610:·8e9f·1e00·008d·8d92·0103·8000·c633·8e8e··.............3..
00000500:·2c31·308e·a18d·913e·0000·2d2d·5292·0108··,10....>..--R... 
00000510:·98d0·5479·7065·3a91·04b9·9650·6f73·6974··..Type:....Posit 
00000520:·6976·6549·6e74·6567·6572·8ea1·8d91·3e00··iveInteger....>. 
00000530:·002d·2d45·9104·b996·338e·a1a1·8d91·3e00··.--E....3.....>. 
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./usr/share/doc/axiom-doc/src/input/segbind.input.dvi
    
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00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·976c··..?............l00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·976c··..?............l
00000090:·43f3·26de·9119·c600·1147·ae00·1147·ae00··C.&......G...G..00000090:·43f3·26de·9119·c600·1147·ae00·1147·ae00··C.&......G...G..
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./usr/share/doc/axiom-doc/src/input/segletes.input.dvi.gz
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segletes.input.dvi
    
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00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.
00000020:·3035·2e31·373a·3032·3434·8b00·0000·0100··05.17:0244......00000020:·3034·2e31·353a·3030·3139·8b00·0000·0100··04.15:0019......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·977a··..?............z00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·977a··..?............z
00000090:·4ff3·26de·9119·c600·1147·ae00·1147·ae00··O.&......G...G..00000090:·4ff3·26de·9119·c600·1147·ae00·1147·ae00··O.&......G...G..
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./usr/share/doc/axiom-doc/src/input/series.input.dvi.gz
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series.input.dvi
    
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series2.input.dvi
    
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1 CreationDate:·"D:20230212230856-00'00'"1 CreationDate:·"D:20230212230856-00'00'"
2 Creator:·'·TeX·output·2025.05.17:0414'2 Creator:·'·TeX·output·2024.04.15:0312'
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1 $SPAD/src/input·Makefile1 $SPAD/src/input·Makefile
2 The·Axiom·Team2 The·Axiom·Team
3 May·17,·20253 April·15,·2024
4 Abstract4 Abstract
  
5 15 1
  
6 \xcContents6 \xcContents
7 1·Introduction7 1·Introduction
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000004c0:·6567·6572·2929·0a2d·2d52·200a·2d2d·520a··eger)).--R·.--R. 
000004d0:·2d2d·5220·2020·2020·2020·2020·2033·2020··--R··········3·· 
000004e0:·2020·2032·2020·2020·2020·2020·2033·2020·····2·········3·· 
000004f0:·2020·2032·0a2d·2d52·2020·2020·2020·2020·····2.--R········ 
00000500:·3262·2020·2b20·3362·2020·2b20·6220·2d20··2b··+·3b··+·b·-· 
00000510:·3261·2020·2b20·3361·2020·2d20·610a·2d2d··2a··+·3a··-·a.-- 
00000520:·5220·2020·2831·2920·202d·2d2d·2d2d·2d2d··R···(1)··------- 
00000530:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··---------------- 
00000540:·2d2d·2d2d·2d2d·0a2d·2d52·2020·2020·2020··------.--R······ 
00000550:·2020·2020·2020·2020·2020·2020·2020·2020·················· 
00000560:·360a·2d2d·5220·2020·2020·2020·2020·2020··6.--R··········· 
00000570:·2020·2020·2020·2020·2020·2020·2020·2020·················· 
00000580:·2020·2020·2020·2020·2020·2020·2020·2054·················T 
00000590:·7970·653a·2046·7261·6374·696f·6e28·506f··ype:·Fraction(Po 
000005a0:·6c79·6e6f·6d69·616c·2849·6e74·6567·6572··lynomial(Integer 
000005b0:·2929·0a2d·2d45·2033·0a0a·2d2d·5320·3420··)).--E·3..--S·4· 
000005c0:·6f66·2031·330a·6576·616c·2873·2c5b·612c··of·13.eval(s,[a, 
000005d0:·625d·2c5b·312c·3235·5d29·0a20·0a0a·2020··b],[1,25]).·..·· 
000005e0:·2028·3229·2020·3535·3235·0a20·2020·2020···(2)··5525.····· 
000005f0:·2020·2020·2020·2020·2020·2020·2020·2020·················· 
00000600:·2020·2020·2020·2020·2020·2020·2020·2020··················000000e0:·2020·2020·2020·2020·2020·2020·2020·2020··················
00000610:·2020·2020·2054·7970·653a·2046·7261·6374·······Type:·Fract 
00000620:·696f·6e28·506f·6c79·6e6f·6d69·616c·2849··ion(Polynomial(I 
00000630:·6e74·6567·6572·2929·0a2d·2d52·200a·2d2d··nteger)).--R·.-- 
00000640:·520a·2d2d·5220·2020·2832·2920·2035·3532··R.--R···(2)··552 
00000650:·350a·2d2d·5220·2020·2020·2020·2020·2020··5.--R··········· 
00000660:·2020·2020·2020·2020·2020·2020·2020·2020·················· 
00000670:·2020·2020·2020·2020·2020·2020·2020·2054·················T 
00000680:·7970·653a·2046·7261·6374·696f·6e28·506f··ype:·Fraction(Po 
00000690:·6c79·6e6f·6d69·616c·2849·6e74·6567·6572··lynomial(Integer 
000006a0:·2929·0a2d·2d45·2034·0a0a·2d2d·5320·3520··)).--E·4..--S·5· 
000006b0:·6f66·2031·330a·7265·6475·6365·282b·2c5b··of·13.reduce(+,[ 
000006c0:·695e·3220·666f·7220·6920·696e·2031·2e2e··i^2·for·i·in·1.. 
000006d0:·3235·5d29·0a20·0a0a·2020·2028·3329·2020··25]).·..···(3)·· 
000006e0:·3535·3235·0a20·2020·2020·2020·2020·2020··5525.··········· 
000006f0:·2020·2020·2020·2020·2020·2020·2020·2020··················000000f0:·2020·2020·2020·2020·2020·2020·2020·2020··················
00000700:·2020·2020·2020·2020·2020·2020·2020·2020·················· 
00000710:·2020·2020·2020·2020·2020·2020·2054·7970···············Typ00000100:·2020·2020·2020·2020·2054·7970·653a·2050···········Type:·P
00000720:·653a·2050·6f73·6974·6976·6549·6e74·6567··e:·PositiveInteg00000110:·6f73·6974·6976·6549·6e74·6567·6572·0a2d··ositiveInteger.-
00000730:·6572·0a2d·2d52·200a·2d2d·520a·2d2d·5220··er.--R·.--R.--R·00000120:·2d52·200a·2d2d·520a·2d2d·5220·2020·2831··-R·.--R.--R···(1
00000740:·2020·2833·2920·2035·3532·350a·2d2d·5220····(3)··5525.--R·00000130:·2920·2034·3532·3334·3235·3832·3538·3239··)··4523425825829
 00000140:·330a·2d2d·5220·2020·2020·2020·2020·2020··3.--R···········
00000750:·2020·2020·2020·2020·2020·2020·2020·2020··················00000150:·2020·2020·2020·2020·2020·2020·2020·2020··················
00000760:·2020·2020·2020·2020·2020·2020·2020·2020··················00000160:·2020·2020·2020·2020·2020·2020·2020·2020··················
00000770:·2020·2020·2020·2020·2020·2020·2020·2020··················00000170:·2020·2020·2020·2020·2020·2020·2054·7970···············Typ
Max diff block lines reached; 104085871/104120949 bytes (99.97%) of diff not shown.
2.75 MB
axiom_20170501-12_i386.deb
452 B
file list
    
Offset 1, 3 lines modifiedOffset 1, 3 lines modified
1 -rw-r--r--···0········0········0········4·2023-02-12·23:08:56.000000·debian-binary1 -rw-r--r--···0········0········0········4·2023-02-12·23:08:56.000000·debian-binary
2 -rw-r--r--···0········0········0····29920·2023-02-12·23:08:56.000000·control.tar.xz2 -rw-r--r--···0········0········0····29924·2023-02-12·23:08:56.000000·control.tar.xz
3 -rw-r--r--···0········0········0·45746692·2023-02-12·23:08:56.000000·data.tar.xz3 -rw-r--r--···0········0········0·45763016·2023-02-12·23:08:56.000000·data.tar.xz
98.0 B
control.tar.xz
70.0 B
control.tar
48.0 B
./md5sums
30.0 B
./md5sums
Files differ
2.75 MB
data.tar.xz
2.75 MB
data.tar
2.75 MB
./usr/lib/axiom-20170501/bin/AXIOMsys
File has been modified after NT_GNU_BUILD_ID has been applied.
88.4 KB
strings --all --bytes=8 {}
    
Offset 9129, 24 lines modifiedOffset 9129, 24 lines modified
9129 getImports9129 getImports
9130 -SETVsubresultantSequencetelteqpileTree9130 -SETVsubresultantSequencetelteqpileTree
9131 asyAncestorList9131 asyAncestorList
9132 sayMessagelectMmfortranprogramcategoryTEdomain·valued·variableFUrischDE9132 sayMessagelectMmfortranprogramcategoryTEdomain·valued·variableFUrischDE
9133 getOperationAliste9133 getOperationAliste
9134 »       WildFunctionFieldIntegralBasisE9134 »       WildFunctionFieldIntegralBasisE
9135 nonexistent9135 nonexistent
9136 first-build9136 second-build
9137 AxioWildFunctionFieldIntegralBasiss·WFFINTBSfortranifyIntrinsicFunctionName·subPolSet?re·thaasyTypeUnitListYaddInformationhoMPolyCatRationalFunctionFactorizerom·canX9137 AxioWildFunctionFieldIntegralBasiss·WFFINTBSfortranifyIntrinsicFunctionName·subPolSet?re·thaasyTypeUnitListYaddInformationhoMPolyCatRationalFunctionFactorizerom·canX
9138 TRANFUN-9138 TRANFUN-
9139 ,MPolyCatRationalFunctionFactorizerVV9139 ,MPolyCatRationalFunctionFactorizerVV
9140 complexFormTVV9140 complexFormTVV
9141 MAKE-DOUBLE-MATRIX1»    9141 MAKE-DOUBLE-MATRIX1»    
9142 -SaugLisplibModemapsFromCategorySEPARSE-PrefixQUOTnormalizeArgFileName9142 -SaugLisplibModemapsFromCategorySEPARSE-PrefixQUOTnormalizeArgFileName
9143 errorInfo.table»asTupleAsList9143 errorInfo.table»asTupleAsList
9144 octonioncategorydominantTermQUOTdivergenceeSetelthrowPatternMsg»d01WeightsPackageQUOTE9144 octonioncategorydominantTermQUOTdivergenceeSetelthrowPatternMsg»d01WeightsPackageQUOTE
9145 /nonexistent/first-build/\O9145 /nonexistent/second-build/O
9146 d01WeightsPackageypeOf» 9146 d01WeightsPackageypeOf» 
9147 MappingPackage1cnullary9147 MappingPackage1cnullary
9148 fixedPoint9148 fixedPoint
9149 ,QUrecur9149 ,QUrecur
9150 .axiom.input9150 .axiom.input
9151 ··CaMappingPackage1pMAPPKG19151 ··CaMappingPackage1pMAPPKG1
9152 displayInfoOpTVVReturns·number·if·number·of·nodes·<·M·otherwise·nil.DomaSMALL-ENOUGH-COUNTTVV9152 displayInfoOpTVVReturns·number·if·number·of·nodes·<·M·otherwise·nil.DomaSMALL-ENOUGH-COUNTTVV
2.67 MB
objdump --line-numbers --disassemble --demangle --reloc --no-show-raw-insn --section=.data {}
    
Offset 19785, 15 lines modifiedOffset 19785, 16 lines modified
19785 »       jne····2e2cb3·<__bss_start@@Base+0x1b3>19785 »       jne····2e2cb3·<__bss_start@@Base+0x1b3>
19786 »       imul···$0x2f74726f,0x70(%eax),%edi19786 »       imul···$0x2f74726f,0x70(%eax),%edi
19787 »       je·····2e2cb3·<__bss_start@@Base+0x1b3>19787 »       je·····2e2cb3·<__bss_start@@Base+0x1b3>
19788 »       insl···(%dx),%es:(%edi)19788 »       insl···(%dx),%es:(%edi)
19789 »       jo·····2e2c51·<__bss_start@@Base+0x151>19789 »       jo·····2e2c51·<__bss_start@@Base+0x151>
19790 »       ...19790 »       ...
19791 »       add····%al,(%eax)19791 »       add····%al,(%eax)
19792 »       add····%ah,-0x1(%esp,%esi,8)19792 »       add····%al,(%esp,%esi,8)
 19793 »       (bad)
19793 »       mov····$0x1,%edi19794 »       mov····$0x1,%edi
19794 »       nop19795 »       nop
19795 »       loope··2e4c2a·<__bss_start@@Base+0x212a>19796 »       loope··2e4c2a·<__bss_start@@Base+0x212a>
19796 »       mov····$0x0,%edi19797 »       mov····$0x0,%edi
19797 »       ...19798 »       ...
19798 »       add····%eax,(%eax)19799 »       add····%eax,(%eax)
19799 »       add····%al,(%eax)19800 »       add····%al,(%eax)