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 10 (|NagSpecialFunctionsPackage|)·
 11 ((|constructor|·(NIL·"This·package·uses·the·NAG·Library·to·compute·some·commonly·occurring·physical·and·mathematical·functions."))·(|s21bdf|·(((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s21bdf(x,y,z,r,ifail)}·returns·a·value·of·the·symmetrised·elliptic·integral·of·the·third·kind,·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs21bdf}."))·(|s21bcf|·(((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s21bcf(x,y,z,ifail)}·returns·a·value·of·the·symmetrised·elliptic·integral·of·the·second·kind,·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs21bcf}."))·(|s21bbf|·(((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s21bbf(x,y,z,ifail)}·returns·a·value·of·the·symmetrised·elliptic·integral·of·the·first·kind,·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs21bbf}."))·(|s21baf|·(((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s21baf(x,y,ifail)}·returns·a·value·of·an·elementary·integral,·which·occurs·as·a·degenerate·case·of·an·elliptic·integral·of·the·first·kind,·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs21baf}."))·(|s20adf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s20adf(x,ifail)}·returns·a·value·for·the·Fresnel·Integral·C(x),·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs20adf}."))·(|s20acf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s20acf(x,ifail)}·returns·a·value·for·the·Fresnel·Integral·S(x),·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs20acf}."))·(|s19adf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s19adf(x,ifail)}·returns·a·value·for·the·Kelvin·function·kei(x)·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs19adf}."))·(|s19acf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s19acf(x,ifail)}·returns·a·value·for·the·Kelvin·function·ker(x),·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs19acf}."))·(|s19abf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s19abf(x,ifail)}·returns·a·value·for·the·Kelvin·function·bei(x)·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs19abf}."))·(|s19aaf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s19aaf(x,ifail)}·returns·a·value·for·the·Kelvin·function·ber(x)·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs19aaf}."))·(|s18def|·(((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|))·"\\spad{s18def(fnu,z,n,scale,ifail)}·returns·a·sequence·of·values·for·the·modified·Bessel·functions·\\indented{1}{I\\space{6}(z)·for·complex·\\spad{z,}·non-negative·(nu)·and}·\\indented{2}{(nu)+n}·n=0,1,...,N-1,·with·an·option·for·exponential·scaling.·See·\\downlink{Manual·Page}{manpageXXs18def}."))·(|s18dcf|·(((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|))·"\\spad{s18dcf(fnu,z,n,scale,ifail)}·returns·a·sequence·of·values·for·the·modified·Bessel·functions·\\indented{1}{K\\space{6}(z)·for·complex·\\spad{z,}·non-negative·(nu)·and}·\\indented{2}{(nu)+n}·n=0,1,...,N-1,·with·an·option·for·exponential·scaling.·See·\\downlink{Manual·Page}{manpageXXs18dcf}."))·(|s18aff|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s18aff(x,ifail)}·returns·a·value·for·the·modified·Bessel·Function·\\indented{1}{I·(x),·via·the·routine·name.}·\\indented{2}{1}·See·\\downlink{Manual·Page}{manpageXXs18aff}."))·(|s18aef|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s18aef(x,ifail)}·returns·the·value·of·the·modified·Bessel·Function·\\indented{1}{I·(x),·via·the·routine·name.}·\\indented{2}{0}·See·\\downlink{Manual·Page}{manpageXXs18aef}."))·(|s18adf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s18adf(x,ifail)}·returns·the·value·of·the·modified·Bessel·Function·\\indented{1}{K·(x),·via·the·routine·name.}·\\indented{2}{1}·See·\\downlink{Manual·Page}{manpageXXs18adf}."))·(|s18acf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s18acf(x,ifail)}·returns·the·value·of·the·modified·Bessel·Function·\\indented{1}{K·(x),·via·the·routine·name.}·\\indented{2}{0}·See·\\downlink{Manual·Page}{manpageXXs18acf}."))·(|s17dlf|·(((|Result|)·(|Integer|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|))·"\\spad{s17dlf(m,fnu,z,n,scale,ifail)}·returns·a·sequence·of·values·for·the·Hankel·functions·\\indented{2}{(1)\\space{11}(2)}·\\indented{1}{H\\space{6}(z)·or·H\\space{6}(z)·for·complex·\\spad{z,}·non-negative·(nu)·and}·\\indented{2}{(nu)+n\\space{8}(nu)+n}·n=0,1,...,N-1,·with·an·option·for·exponential·scaling.·See·\\downlink{Manual·Page}{manpageXXs17dlf}."))·(|s17dhf|·(((|Result|)·(|String|)·(|Complex|·(|DoubleFloat|))·(|String|)·(|Integer|))·"\\spad{s17dhf(deriv,z,scale,ifail)}·returns·the·value·of·the·Airy·function·Bi(z)·or·its·derivative·Bi'(z)·for·complex·\\spad{z,}·with·an·option·for·exponential·scaling.·See·\\downlink{Manual·Page}{manpageXXs17dhf}."))·(|s17dgf|·(((|Result|)·(|String|)·(|Complex|·(|DoubleFloat|))·(|String|)·(|Integer|))·"\\spad{s17dgf(deriv,z,scale,ifail)}·returns·the·value·of·the·Airy·function·Ai(z)·or·its·derivative·Ai'(z)·for·complex·\\spad{z,}·with·an·option·for·exponential·scaling.·See·\\downlink{Manual·Page}{manpageXXs17dgf}."))·(|s17def|·(((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|))·"\\spad{s17def(fnu,z,n,scale,ifail)}·returns·a·sequence·of·values·for·the·Bessel·functions·\\indented{1}{J\\space{6}(z)·for·complex·\\spad{z,}·non-negative·(nu)·and·n=0,1,...,N-1,}·\\indented{2}{(nu)+n}·with·an·option·for·exponential·scaling.·See·\\downlink{Manual·Page}{manpageXXs17def}."))·(|s17dcf|·(((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|))·"\\spad{s17dcf(fnu,z,n,scale,ifail)}·returns·a·sequence·of·values·for·the·Bessel·functions·\\indented{1}{Y\\space{6}(z)·for·complex·\\spad{z,}·non-negative·(nu)·and·n=0,1,...,N-1,}·\\indented{2}{(nu)+n}·with·an·option·for·exponential·scaling.·See·\\downlink{Manual·Page}{manpageXXs17dcf}."))·(|s17akf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s17akf(x,ifail)}·returns·a·value·for·the·derivative·of·the·Airy·function·Bi(x),·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs17akf}."))·(|s17ajf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s17ajf(x,ifail)}·returns·a·value·of·the·derivative·of·the·Airy·function·Ai(x),·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs17ajf}."))·(|s17ahf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s17ahf(x,ifail)}·returns·a·value·of·the·Airy·function,·Bi(x),·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs17ahf}."))·(|s17agf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s17agf(x,ifail)}·returns·a·value·for·the·Airy·function,·Ai(x),·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs17agf}."))·(|s17aff|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s17aff(x,ifail)}·returns·the·value·of·the·Bessel·Function·\\indented{1}{J·(x),·via·the·routine·name.}·\\indented{2}{1}·See·\\downlink{Manual·Page}{manpageXXs17aff}."))·(|s17aef|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s17aef(x,ifail)}·returns·the·value·of·the·Bessel·Function·\\indented{1}{J·(x),·via·the·routine·name.}·\\indented{2}{0}·See·\\downlink{Manual·Page}{manpageXXs17aef}."))·(|s17adf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s17adf(x,ifail)}·returns·the·value·of·the·Bessel·Function·\\indented{1}{Y·(x),·via·the·routine·name.}·\\indented{2}{1}·See·\\downlink{Manual·Page}{manpageXXs17adf}."))·(|s17acf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s17acf(x,ifail)}·returns·the·value·of·the·Bessel·Function·\\indented{1}{Y·(x),·via·the·routine·name.}·\\indented{2}{0}·See·\\downlink{Manual·Page}{manpageXXs17acf}."))·(|s15aef|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s15aef(x,ifail)}·returns·the·value·of·the·error·function·erf(x),·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs15aef}."))·(|s15adf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s15adf(x,ifail)}·returns·the·value·of·the·complementary·error·function,·erfc(x),·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs15adf}."))·(|s14baf|·(((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s14baf(a,x,tol,ifail)}·computes·values·for·the·incomplete·gamma·functions·P(a,x)·and·Q(a,x).·See·\\downlink{Manual·Page}{manpageXXs14baf}."))·(|s14abf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s14abf(x,ifail)}·returns·a·value·for·the·log,·ln(Gamma(x)),·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs14abf}."))·(|s14aaf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s14aaf(x,ifail)}·returns·the·value·of·the·Gamma·function·(Gamma)(x),·via·the·routine·name.·See·\\downlink{Manual·Page}{manpageXXs14aaf}."))·(|s13adf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s13adf(x,ifail)}·returns·the·value·of·the·sine·integral·See·\\downlink{Manual·Page}{manpageXXs13adf}."))·(|s13acf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s13acf(x,ifail)}·returns·the·value·of·the·cosine·integral·See·\\downlink{Manual·Page}{manpageXXs13acf}."))·(|s13aaf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·"\\spad{s13aaf(x,ifail)}·returns·the·value·of·the·exponential·integral·\\indented{1}{E·(x),·via·the·routine·name.}·\\indented{2}{1}·See·\\downlink{Manual·Page}{manpageXXs13aaf}."))·(|s01eaf|·(((|Result|)·(|Complex|·(|DoubleFloat|))·(|Integer|))·"\\spad{s01eaf(z,ifail)}·S01EAF·evaluates·the·exponential·function·exp(z)·,{}·for·complex·\\spad{z.}·See·\\downlink{Manual·Page}{manpageXXs01eaf}.")))·
14 (|ArrayStack|·S)· 
15 ((|constructor|·(NIL·"A·stack·represented·as·a·flexible·array."))·(|member?|·(((|Boolean|)·|#1|·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·member?(3,a)"))·(|members|·(((|List|·|#1|)·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·members·a"))·(|parts|·(((|List|·|#1|)·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·parts·a"))·(|#|·(((|NonNegativeInteger|)·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·\\#a"))·(|count|·(((|NonNegativeInteger|)·|#1|·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·count(4,a)")·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·|#1|)·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·count(x+->(x>2),a)"))·(|any?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·any?(x+->(x=4),a)"))·(|every?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·every?(x+->(x=4),a)"))·(~=·(((|Boolean|)·$·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·b:=copy·a·\\spad{X}·(a~=b)"))·(=·(((|Boolean|)·$·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·b:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·(a=b)@Boolean"))·(|coerce|·(((|OutputForm|)·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·coerce·a"))·(|hash|·(((|SingleInteger|)·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·hash·a"))·(|latex|·(((|String|)·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·latex·a"))·(|map!|·(($·(|Mapping|·|#1|·|#1|)·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·map!(x+->x+10,a)·\\spad{X}·a"))·(|map|·(($·(|Mapping|·|#1|·|#1|)·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·map(x+->x+10,a)·\\spad{X}·a"))·(|eq?|·(((|Boolean|)·$·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·b:=copy·a·\\spad{X}·eq?(a,b)"))·(|copy|·(($·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·copy·a"))·(|sample|·(($)·"\\blankline·\\spad{X}·sample()$ArrayStack(INT)"))·(|empty|·(($)·"\\blankline·\\spad{X}·b:=empty()$(ArrayStack·INT)"))·(|empty?|·(((|Boolean|)·$)·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·empty?·a"))·(|bag|·(($·(|List|·|#1|))·"\\blankline·\\spad{X}·bag([1,2,3,4,5])$ArrayStack(INT)"))·(|size?|·(((|Boolean|)·$·(|NonNegativeInteger|))·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·size?(a,5)"))·(|more?|·(((|Boolean|)·$·(|NonNegativeInteger|))·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·more?(a,9)"))·(|less?|·(((|Boolean|)·$·(|NonNegativeInteger|))·"\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·less?(a,9)"))·(|depth|·(((|NonNegativeInteger|)·$)·"\\spad{depth·returns}·the·number·of·elements·\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·depth·a"))·(|top|·((|#1|·$)·"\\spad{top·returns}·the·first·item·of·the·list·without·modifing·the·list·\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·top·a"))·(|inspect|·((|#1|·$)·"\\spad{inspect·returns}·the·first·item·of·the·list·without·modifing·the·list·\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·inspect·a"))·(|insert!|·(($·|#1|·$)·"\\spad{insert!·destructively}·modifies·its·argument·and·returns·a·new·\\indented{1}{list·with·the·element·add·to·the·front·of·the·list}·\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·insert!(8,a)·\\spad{X}·a"))·(|push!|·((|#1|·|#1|·$)·"\\spad{push!·destructively}·modifies·its·argument·and·returns·a·new·\\indented{1}{list·with·the·element·add·to·the·front·of·the·list}·\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·push!(9,a)·\\spad{X}·a"))·(|extract!|·((|#1|·$)·"\\spad{extract!·destructively}·modifies·its·argument·and·returns·the·\\indented{1}{first·item·of·the·argument}·\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·extract!·a·\\spad{X}·a"))·(|pop!|·((|#1|·$)·"\\spad{pop!·destructively}·modifies·its·argument·and·returns·the·\\indented{1}{first·item·of·the·argument}·\\blankline·\\spad{X}·a:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]·\\spad{X}·pop!·a·\\spad{X}·a"))·(|arrayStack|·(($·(|List|·|#1|))·"\\spad{arrayStack([x,y,...,z])}·creates·an·array·stack·with·first·(top)·\\indented{1}{element·\\spad{x,}·second·element·y,...,and·last·element·\\spad{z.}}·\\blankline·\\spad{X}·c:ArrayStack·INT:=·arrayStack·[1,2,3,4,5]")))· 
16 ((|finiteAggregate|·.·T)·(|shallowlyMutable|·.·T))· 
17 ((|HasCategory|·|#1|·(QUOTE·(|SetCategory|)))·(AND·(|HasCategory|·|#1|·(LIST·(QUOTE·|Evalable|)·(|devaluate|·|#1|)))·(|HasCategory|·|#1|·(QUOTE·(|SetCategory|)))))· 
18 (|FiniteFieldCategory&|·S)· 
19 ((|constructor|·(NIL·"FiniteFieldCategory·is·the·category·of·finite·fields"))·(|representationType|·(((|Union|·"prime"·"polynomial"·"normal"·"cyclic"))·"\\spad{representationType()}·returns·the·type·of·the·representation,·one·of:·\\spad{prime},·\\spad{polynomial},·\\spad{normal},·or·\\spad{cyclic}."))·(|order|·(((|PositiveInteger|)·$)·"\\spad{order(b)}·computes·the·order·of·an·element·\\spad{b}·in·the·multiplicative·group·of·the·field.·Error:·if·\\spad{b}·equals·0."))·(|discreteLog|·(((|NonNegativeInteger|)·$)·"\\spad{discreteLog(a)}·computes·the·discrete·logarithm·of·\\spad{a}·with·respect·to·\\spad{primitiveElement()}·of·the·field."))·(|primitive?|·(((|Boolean|)·$)·"\\spad{primitive?(b)}·tests·whether·the·element·\\spad{b}·is·a·generator·of·the·(cyclic)·multiplicative·group·of·the·field,·is·a·primitive·element.·Implementation·Note·that·see·ch.IX.1.3,·\\spad{th.2}·in·\\spad{D.}·Lipson."))·(|primitiveElement|·(($)·"\\spad{primitiveElement()}·returns·a·primitive·element·stored·in·a·global·variable·in·the·domain.·At·first·call,·the·primitive·element·is·computed·by·calling·\\spadfun{createPrimitiveElement}."))·(|createPrimitiveElement|·(($)·"\\spad{createPrimitiveElement()}·computes·a·generator·of·the·(cyclic)·multiplicative·group·of·the·field."))·(|tableForDiscreteLogarithm|·(((|Table|·(|PositiveInteger|)·(|NonNegativeInteger|))·(|Integer|))·"\\spad{tableForDiscreteLogarithm(a,n)}·returns·a·table·of·the·discrete·logarithms·of·\\spad{a**0}·up·to·\\spad{a**(n-1)}·which,·called·with·key·\\spad{lookup(a**i)}·returns·\\spad{i}·for·\\spad{i}·in·\\spad{0..n-1}.·Error:·if·not·called·for·prime·divisors·of·order·of·\\indented{7}{multiplicative·group.}"))·(|factorsOfCyclicGroupSize|·(((|List|·(|Record|·(|:|·|factor|·(|Integer|))·(|:|·|exponent|·(|Integer|)))))·"\\spad{factorsOfCyclicGroupSize()}·returns·the·factorization·of·\\spad{size()-1}"))·(|conditionP|·(((|Union|·(|Vector|·$)·"failed")·(|Matrix|·$))·"\\spad{conditionP(mat)},·given·a·matrix·representing·a·homogeneous·system·of·equations,·returns·a·vector·whose·characteristic'th·powers·is·a·non-trivial·solution,·or·\"failed\"·if·no·such·vector·exists."))·(|charthRoot|·(($·$)·"\\spad{charthRoot(a)}·takes·the·characteristic'th·root·of·a.·Note·that·such·a·root·is·alway·defined·in·finite·fields.")))· 
20 NIL·12 NIL·
21 NIL·13 NIL·
 14 (|MonoidRing|·R·M)·
 15 ((|constructor|·(NIL·"\\spadtype{MonoidRing}(R,M),·implements·the·algebra·of·all·maps·from·the·monoid·\\spad{M}·to·the·commutative·ring·\\spad{R}·with·finite·support.·Multiplication·of·two·maps·\\spad{f}·and·\\spad{g}·is·defined·to·map·an·element·\\spad{c}·of·\\spad{M}·to·the·(convolution)·sum·over·f(a)g(b)·such·that·ab·=·\\spad{c.}·Thus·\\spad{M}·can·be·identified·with·a·canonical·basis·and·the·maps·can·also·be·considered·as·formal·linear·combinations·of·the·elements·in·\\spad{M.}·Scalar·multiples·of·a·basis·element·are·called·monomials.·A·prominent·example·is·the·class·of·polynomials·where·the·monoid·is·a·direct·product·of·the·natural·numbers·with·pointwise·addition.·When·\\spad{M}·is·\\spadtype{FreeMonoid·Symbol},·one·gets·polynomials·in·infinitely·many·non-commuting·variables.·Another·application·area·is·representation·theory·of·finite·groups·\\spad{G,}·where·modules·over·\\spadtype{MonoidRing}(R,G)·are·studied."))·(|reductum|·(($·$)·"\\spad{reductum(f)}·is·\\spad{f}·minus·its·leading·monomial."))·(|leadingCoefficient|·((|#1|·$)·"\\spad{leadingCoefficient(f)}·gives·the·coefficient·of·\\spad{f,}·whose·corresponding·monoid·element·is·the·greatest·among·all·those·with·non-zero·coefficients."))·(|leadingMonomial|·((|#2|·$)·"\\spad{leadingMonomial(f)}·gives·the·monomial·of·\\spad{f}·whose·corresponding·monoid·element·is·the·greatest·among·all·those·with·non-zero·coefficients."))·(|numberOfMonomials|·(((|NonNegativeInteger|)·$)·"\\spad{numberOfMonomials(f)}·is·the·number·of·non-zero·coefficients·with·respect·to·the·canonical·basis."))·(|monomials|·(((|List|·$)·$)·"\\spad{monomials(f)}·gives·the·list·of·all·monomials·whose·sum·is·\\spad{f.}"))·(|coefficients|·(((|List|·|#1|)·$)·"\\spad{coefficients(f)}·lists·all·non-zero·coefficients."))·(|monomial?|·(((|Boolean|)·$)·"\\spad{monomial?(f)}·tests·if·\\spad{f}·is·a·single·monomial."))·(|map|·(($·(|Mapping|·|#1|·|#1|)·$)·"\\spad{map(fn,u)}·maps·function·\\spad{fn}·onto·the·coefficients·of·the·non-zero·monomials·of·u."))·(|terms|·(((|List|·(|Record|·(|:|·|coef|·|#1|)·(|:|·|monom|·|#2|)))·$)·"\\spad{terms(f)}·gives·the·list·of·non-zero·coefficients·combined·with·their·corresponding·basis·element·as·records.·This·is·the·internal·representation."))·(|coerce|·(($·(|List|·(|Record|·(|:|·|coef|·|#1|)·(|:|·|monom|·|#2|))))·"\\spad{coerce(lt)}·converts·a·list·of·terms·and·coefficients·to·a·member·of·the·domain."))·(|coefficient|·((|#1|·$·|#2|)·"\\spad{coefficient(f,m)}·extracts·the·coefficient·of·\\spad{m}·in·\\spad{f}·with·respect·to·the·canonical·basis·\\spad{M.}"))·(|monomial|·(($·|#1|·|#2|)·"\\spad{monomial(r,m)}·creates·a·scalar·multiple·of·the·basis·element·\\spad{m.}")))·
 16 ((|leftUnitary|·|has|·|#1|·(|CommutativeRing|))·(|rightUnitary|·|has|·|#1|·(|CommutativeRing|))·(|unitsKnown|·.·T))·
 17 ((AND·(|HasCategory|·|#1|·(QUOTE·(|Finite|)))·(|HasCategory|·|#2|·(QUOTE·(|Finite|))))·(|HasCategory|·|#1|·(QUOTE·(|CommutativeRing|)))·(|HasCategory|·|#1|·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·|#1|·(QUOTE·(|CharacteristicZero|)))·(|HasCategory|·|#2|·(QUOTE·(|OrderedSet|))))·
 18 (|UnivariateTaylorSeriesCategory|·|Coef|)·
 19 ((|constructor|·(NIL·"\\spadtype{UnivariateTaylorSeriesCategory}·is·the·category·of·Taylor·series·in·one·variable."))·(|integrate|·(($·$·(|Symbol|))·"\\spad{integrate(f(x),y)}·returns·an·anti-derivative·of·the·power·series·\\spad{f(x)}·with·respect·to·the·variable·\\spad{y}.")·(($·$·(|Symbol|))·"\\spad{integrate(f(x),y)}·returns·an·anti-derivative·of·the·power·series·\\spad{f(x)}·with·respect·to·the·variable·\\spad{y}.")·(($·$)·"\\spad{integrate(f(x))}·returns·an·anti-derivative·of·the·power·series·\\spad{f(x)}·with·constant·coefficient·0.·We·may·integrate·a·series·when·we·can·divide·coefficients·by·integers."))·(**·(($·$·|#1|)·"\\spad{f(x)·\\spad{**}·a}·computes·a·power·of·a·power·series.·When·the·coefficient·ring·is·a·field,·we·may·raise·a·series·to·an·exponent·from·the·coefficient·ring·provided·that·the·constant·coefficient·of·the·series·is·1."))·(|polynomial|·(((|Polynomial|·|#1|)·$·(|NonNegativeInteger|)·(|NonNegativeInteger|))·"\\spad{polynomial(f,k1,k2)}·returns·a·polynomial·consisting·of·the·sum·of·all·terms·of·\\spad{f}·of·degree·\\spad{d}·with·\\spad{k1·\\spad{<=}·\\spad{d}·\\spad{<=}·k2}.")·(((|Polynomial|·|#1|)·$·(|NonNegativeInteger|))·"\\spad{polynomial(f,k)}·returns·a·polynomial·consisting·of·the·sum·of·all·terms·of·\\spad{f}·of·degree·\\spad{<=·\\spad{k}.}"))·(|multiplyCoefficients|·(($·(|Mapping|·|#1|·(|Integer|))·$)·"\\spad{multiplyCoefficients(f,sum(n·=·0..infinity,a[n]·*·x**n))}·returns·\\spad{sum(n·=·0..infinity,f(n)·*·a[n]·*·x**n)}.·This·function·is·used·when·Laurent·series·are·represented·by·a·Taylor·series·and·an·order."))·(|quoByVar|·(($·$)·"\\spad{quoByVar(a0·+·\\spad{a1}·\\spad{x}·+·\\spad{a2}·\\spad{x**2}·+·...)}·returns·\\spad{a1·+·\\spad{a2}·\\spad{x}·+·\\spad{a3}·\\spad{x**2}·+·...}·Thus,·this·function·substracts·the·constant·term·and·divides·by·the·series·variable.·This·function·is·used·when·Laurent·series·are·represented·by·a·Taylor·series·and·an·order."))·(|coefficients|·(((|Stream|·|#1|)·$)·"\\spad{coefficients(a0·+·\\spad{a1}·\\spad{x}·+·\\spad{a2}·\\spad{x**2}·+·...)}·returns·a·stream·of·coefficients:·\\spad{[a0,a1,a2,...]}.·The·entries·of·the·stream·may·be·zero."))·(|series|·(($·(|Stream|·|#1|))·"\\spad{series([a0,a1,a2,...])}·is·the·Taylor·series·\\spad{a0·+·\\spad{a1}·\\spad{x}·+·\\spad{a2}·\\spad{x**2}·+·...}.")·(($·(|Stream|·(|Record|·(|:|·|k|·(|NonNegativeInteger|))·(|:|·|c|·|#1|))))·"\\spad{series(st)}·creates·a·series·from·a·stream·of·non-zero·terms,·where·a·term·is·an·exponent-coefficient·pair.·The·terms·in·the·stream·should·be·ordered·by·increasing·order·of·exponents.")))·
 20 (((|commutative|·"*")·|has|·|#1|·(|CommutativeRing|))·(|noZeroDivisors|·|has|·|#1|·(|IntegralDomain|))·(|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))·
22 (|DoubleFloatVector|)· 
23 ((|constructor|·(NIL·"This·is·a·low-level·domain·which·implements·vectors·(one·dimensional·arrays)·of·double·precision·floating·point·numbers.·Indexing·is·0·based,·there·is·no·bound·checking·(unless·provided·by·lower·level)."))·(|qnew|·(($·(|Integer|))·"\\spad{qnew(n)}·creates·a·new·uninitialized·vector·of·length·\\spad{n.}·\\blankline·\\spad{X}·t1:DFVEC:=qnew(7)")))· 
24 ((|shallowlyMutable|·.·T)·(|finiteAggregate|·.·T))· 
25 ((|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|))))))· 
26 (|IndexedList|·S·|mn|)· 
27 ((|constructor|·(NIL·"\\spadtype{IndexedList}·is·a·basic·implementation·of·the·functions·in·\\spadtype{ListAggregate},·often·using·functions·in·the·underlying·LISP·system.·The·second·parameter·to·the·constructor·(\\spad{mn})·is·the·beginning·index·of·the·list.·That·is,·if·\\spad{l}·is·a·list,·then·\\spad{elt(l,mn)}·is·the·first·value.·This·constructor·is·probably·best·viewed·as·the·implementation·of·singly-linked·lists·that·are·addressable·by·index·rather·than·as·a·mere·wrapper·for·LISP·lists.")))· 
28 ((|shallowlyMutable|·.·T)·(|finiteAggregate|·.·T))· 
29 ((|HasCategory|·|#1|·(QUOTE·(|SetCategory|)))·(|HasCategory|·|#1|·(LIST·(QUOTE·|ConvertibleTo|)·(QUOTE·(|InputForm|))))·(|HasCategory|·|#1|·(QUOTE·(|OrderedSet|)))·(OR·(|HasCategory|·|#1|·(QUOTE·(|OrderedSet|)))·(|HasCategory|·|#1|·(QUOTE·(|SetCategory|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|OrderedSet|)))·(AND·(|HasCategory|·|#1|·(LIST·(QUOTE·|Evalable|)·(|devaluate|·|#1|)))·(|HasCategory|·|#1|·(QUOTE·(|SetCategory|))))·(OR·(AND·(|HasCategory|·|#1|·(LIST·(QUOTE·|Evalable|)·(|devaluate|·|#1|)))·(|HasCategory|·|#1|·(QUOTE·(|OrderedSet|))))·(AND·(|HasCategory|·|#1|·(LIST·(QUOTE·|Evalable|)·(|devaluate|·|#1|)))·(|HasCategory|·|#1|·(QUOTE·(|SetCategory|))))))· 
30 (|PlottablePlaneCurveCategory|)· 
31 ((|constructor|·(NIL·"\\indented{1}{Author:·Clifton·\\spad{J.}·Williamson}·Date·Created:·11·January·1990·Date·Last·Updated:·15·June·1990·Description:"))·(|yRange|·(((|Segment|·(|DoubleFloat|))·$)·"\\spad{yRange(c)}·returns·the·range·of·the·y-coordinates·of·the·points·on·the·curve·\\spad{c.}"))·(|xRange|·(((|Segment|·(|DoubleFloat|))·$)·"\\spad{xRange(c)}·returns·the·range·of·the·x-coordinates·of·the·points·on·the·curve·\\spad{c.}"))·(|listBranches|·(((|List|·(|List|·(|Point|·(|DoubleFloat|))))·$)·"\\spad{listBranches(c)}·returns·a·list·of·lists·of·points,·representing·the·branches·of·the·curve·\\spad{c.}")))· 
32 NIL·21 NIL·
 22 (|Monad&|·S)·
 23 ((|constructor|·(NIL·"Monad·is·the·class·of·all·multiplicative·monads,·that·is·sets·with·a·binary·operation."))·(**·(($·$·(|PositiveInteger|))·"\\spad{a**n}·returns·the·\\spad{n}-th·power·of·\\spad{a},·defined·by·repeated·squaring."))·(|leftPower|·(($·$·(|PositiveInteger|))·"\\spad{leftPower(a,n)}·returns·the·\\spad{n}-th·left·power·of·\\spad{a},·that·is,·\\spad{leftPower(a,n)·\\spad{:=}·a·*·leftPower(a,n-1)}·and·\\spad{leftPower(a,1)·\\spad{:=}·a}."))·(|rightPower|·(($·$·(|PositiveInteger|))·"\\spad{rightPower(a,n)}·returns·the·\\spad{n}-th·right·power·of·\\spad{a},·that·is,·\\spad{rightPower(a,n)·\\spad{:=}·rightPower(a,n-1)·*·a}·and·\\spad{rightPower(a,1)·\\spad{:=}·a}."))·(*·(($·$·$)·"\\spad{a*b}·is·the·product·of·\\spad{a}·and·\\spad{b}·in·a·set·with·a·binary·operation.")))·
33 NIL·24 NIL·
34 (|RationalInterpolation|·|xx|·F)· 
35 ((|constructor|·(NIL·"This·package·exports·rational·interpolation·algorithms")))· 
36 NIL·25 NIL·
 26 (|PatternMatchSymbol|·S)·
 27 ((|constructor|·(NIL·"This·package·provides·pattern·matching·functions·on·symbols."))·(|patternMatch|·(((|PatternMatchResult|·|#1|·(|Symbol|))·(|Symbol|)·(|Pattern|·|#1|)·(|PatternMatchResult|·|#1|·(|Symbol|)))·"\\spad{patternMatch(expr,·pat,·res)}·matches·the·pattern·\\spad{pat}·to·the·expression·expr;·res·contains·the·variables·of·\\spad{pat}·which·are·already·matched·and·their·matches·(necessary·for·recursion).")))·
37 NIL·28 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·29 NIL·
 30 (|ParametricLinearEquations|·R·|Var|·|Expon|·GR)·
 31 ((|constructor|·(NIL·"This·package·completely·solves·a·parametric·linear·system·of·equations·by·decomposing·the·set·of·all·parametric·values·for·which·the·linear·system·is·consistent·into·a·union·of·quasi-algebraic·sets·(which·need·not·be·irredundant,·but·most·of·the·time·is).·Each·quasi-algebraic·set·is·described·by·a·list·of·polynomials·that·vanish·on·the·set,·and·a·list·of·polynomials·that·vanish·at·no·point·of·the·set.·For·each·quasi-algebraic·set,·the·solution·of·the·linear·system·is·given,·as·a·particular·solution·and·a·basis·of·the·homogeneous·system.·\\blankline·The·parametric·linear·system·should·be·given·in·matrix·form,·with·a·coefficient·matrix·and·a·right·hand·side·vector.·The·entries·of·the·coefficient·matrix·and·right·hand·side·vector·should·be·polynomials·in·the·parametric·variables,·over·a·Euclidean·domain·of·characteristic·zero.·\\blankline·If·the·system·is·homogeneous,·the·right·hand·side·need·not·be·given.·The·right·hand·side·can·also·be·replaced·by·an·indeterminate·vector,·in·which·case,·the·conditions·required·for·consistency·will·also·be·given.·\\blankline·The·package·has·other·facilities·for·saving·results·to·external·files,·as·well·as·solving·the·system·for·a·specified·minimum·rank.·Altogether·there·are·12·mode·maps·for·psolve,·as·explained·below."))·(|inconsistent?|·(((|Boolean|)·(|List|·(|Polynomial|·|#1|)))·"\\spad{inconsistent?(pl)}·returns·\\spad{true}·if·the·system·of·equations·\\spad{p}·=·0·for·\\spad{p}·in·\\spad{pl}·is·inconsistent.·It·is·assumed·that·\\spad{pl}·is·a·groebner·basis.")·(((|Boolean|)·(|List|·|#4|))·"\\spad{inconsistent?(pl)}·returns·\\spad{true}·if·the·system·of·equations·\\spad{p}·=·0·for·\\spad{p}·in·\\spad{pl}·is·inconsistent.·It·is·assumed·that·\\spad{pl}·is·a·groebner·basis."))·(|sqfree|·((|#4|·|#4|)·"\\spad{sqfree(p)}·returns·the·product·of·square·free·factors·of·\\spad{p}"))·(|regime|·(((|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))))·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))·(|Matrix|·|#4|)·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|List|·|#4|))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|Integer|))·"\\spad{regime(y,c,·\\spad{w,}·\\spad{p,}·\\spad{r,}·\\spad{rm,}·\\spad{m)}}·returns·a·regime,·a·list·of·polynomials·specifying·the·consistency·conditions,·a·particular·solution·and·basis·representing·the·general·solution·of·the·parametric·linear·system·\\spad{c}·\\spad{z}·=·\\spad{w}·on·that·regime.·The·regime·returned·depends·on·the·subdeterminant·y.det·and·the·row·and·column·indices.·The·solutions·are·simplified·using·the·assumption·that·the·system·has·rank·\\spad{r}·and·maximum·rank·\\spad{rm.}·The·list·\\spad{p}·represents·a·list·of·list·of·factors·of·polynomials·in·a·groebner·basis·of·the·ideal·generated·by·higher·order·subdeterminants,·and·ius·used·for·the·simplification.·The·mode·\\spad{m}·distinguishes·the·cases·when·the·system·is·homogeneous,·or·the·right·hand·side·is·arbitrary,·or·when·there·is·no·new·right·hand·side·variables."))·(|redmat|·(((|Matrix|·|#4|)·(|Matrix|·|#4|)·(|List|·|#4|))·"\\spad{redmat(m,g)}·returns·a·matrix·whose·entries·are·those·of·\\spad{m}·modulo·the·ideal·generated·by·the·groebner·basis·\\spad{g}"))·(|ParCond|·(((|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|)))))·(|Matrix|·|#4|)·(|NonNegativeInteger|))·"\\spad{ParCond(m,k)}·returns·the·list·of·all·\\spad{k}·by·\\spad{k}·subdeterminants·in·the·matrix·\\spad{m}"))·(|overset?|·(((|Boolean|)·(|List|·|#4|)·(|List|·(|List|·|#4|)))·"\\spad{overset?(s,sl)}·returns·\\spad{true}·if·\\spad{s}·properly·a·sublist·of·a·member·of·\\spad{sl;}·otherwise·it·returns·\\spad{false}"))·(|nextSublist|·(((|List|·(|List|·(|Integer|)))·(|Integer|)·(|Integer|))·"\\spad{nextSublist(n,k)}·returns·a·list·of·k-subsets·of·\\spad{{1,}·...,·\\spad{n}.}"))·(|minset|·(((|List|·(|List|·|#4|))·(|List|·(|List|·|#4|)))·"\\spad{minset(sl)}·returns·the·sublist·of·\\spad{sl}·consisting·of·the·minimal·lists·(with·respect·to·inclusion)·in·the·list·\\spad{sl}·of·lists"))·(|minrank|·(((|NonNegativeInteger|)·(|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·|#4|)))))·"\\spad{minrank(r)}·returns·the·minimum·rank·in·the·list·\\spad{r}·of·regimes"))·(|maxrank|·(((|NonNegativeInteger|)·(|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·|#4|)))))·"\\spad{maxrank(r)}·returns·the·maximum·rank·in·the·list·\\spad{r}·of·regimes"))·(|factorset|·(((|List|·|#4|)·|#4|)·"\\spad{factorset(p)}·returns·the·set·of·irreducible·factors·of·\\spad{p.}"))·(|B1solve|·(((|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))·(|Record|·(|:|·|mat|·(|Matrix|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|vec|·(|List|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|)))))·"\\spad{B1solve(s)}·solves·the·system·(s.mat)·\\spad{z}·=·s.vec·for·the·variables·given·by·the·column·indices·of·s.cols·in·terms·of·the·other·variables·and·the·right·hand·side·s.vec·by·assuming·that·the·rank·is·s.rank,·that·the·system·is·consistent,·with·the·linearly·independent·equations·indexed·by·the·given·row·indices·s.rows;·the·coefficients·in·s.mat·involving·parameters·are·treated·as·polynomials.·B1solve(s)·returns·a·particular·solution·to·the·system·and·a·basis·of·the·homogeneous·system·(s.mat)·\\spad{z}·=·0."))·(|redpps|·(((|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))·(|List|·|#4|))·"\\spad{redpps(s,g)}·returns·the·simplified·form·of·\\spad{s}·after·reducing·modulo·a·groebner·basis·\\spad{g}"))·(|ParCondList|·(((|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·|#4|))))·(|Matrix|·|#4|)·(|NonNegativeInteger|))·"\\spad{ParCondList(c,r)}·computes·a·list·of·subdeterminants·of·each·rank·\\spad{>=}·\\spad{r}·of·the·matrix·\\spad{c}·and·returns·a·groebner·basis·for·the·ideal·they·generate"))·(|hasoln|·(((|Record|·(|:|·|sysok|·(|Boolean|))·(|:|·|z0|·(|List|·|#4|))·(|:|·|n0|·(|List|·|#4|)))·(|List|·|#4|)·(|List|·|#4|))·"\\spad{hasoln(g,·\\spad{l)}}·tests·whether·the·quasi-algebraic·set·defined·by·\\spad{p}·=·0·for·\\spad{p}·in·\\spad{g}·and·\\spad{q}·\\spad{^=}·0·for·\\spad{q}·in·\\spad{l}·is·empty·or·not·and·returns·a·simplified·definition·of·the·quasi-algebraic·set"))·(|pr2dmp|·((|#4|·(|Polynomial|·|#1|))·"\\spad{pr2dmp(p)}·converts·\\spad{p}·to·target·domain"))·(|se2rfi|·(((|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|Symbol|)))·"\\spad{se2rfi(l)}·converts·\\spad{l}·to·target·domain"))·(|dmp2rfi|·(((|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·|#4|))·"\\spad{dmp2rfi(l)}·converts·\\spad{l}·to·target·domain")·(((|Matrix|·(|Fraction|·(|Polynomial|·|#1|)))·(|Matrix|·|#4|))·"\\spad{dmp2rfi(m)}·converts·\\spad{m}·to·target·domain")·(((|Fraction|·(|Polynomial|·|#1|))·|#4|)·"\\spad{dmp2rfi(p)}·converts·\\spad{p}·to·target·domain"))·(|bsolve|·(((|Record|·(|:|·|rgl|·(|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))))))·(|:|·|rgsz|·(|Integer|)))·(|Matrix|·|#4|)·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|NonNegativeInteger|)·(|String|)·(|Integer|))·"\\spad{bsolve(c,·\\spad{w,}·\\spad{r,}·\\spad{s,}·\\spad{m)}}·returns·a·list·of·regimes·and·solutions·of·the·system·\\spad{c}·\\spad{z}·=·\\spad{w}·for·ranks·at·least·\\spad{r;}·depending·on·the·mode·\\spad{m}·chosen,·it·writes·the·output·to·a·file·given·by·the·string·\\spad{s.}"))·(|rdregime|·(((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|String|))·"\\spad{rdregime(s)}·reads·in·a·list·from·a·file·with·name·\\spad{s}"))·(|wrregime|·(((|Integer|)·(|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|String|))·"\\spad{wrregime(l,s)}·writes·a·list·of·regimes·to·a·file·named·\\spad{s}·and·returns·the·number·of·regimes·written"))·(|psolve|·(((|Integer|)·(|Matrix|·|#4|)·(|PositiveInteger|)·(|String|))·"\\spad{psolve(c,k,s)}·solves·\\spad{c}·\\spad{z}·=·0·for·all·possible·ranks·\\spad{>=}·\\spad{k}·of·the·matrix·\\spad{c,}·writes·the·results·to·a·file·named·\\spad{s,}·and·returns·the·number·of·regimes")·(((|Integer|)·(|Matrix|·|#4|)·(|List|·(|Symbol|))·(|PositiveInteger|)·(|String|))·"\\spad{psolve(c,w,k,s)}·solves·\\spad{c}·\\spad{z}·=·\\spad{w}·for·all·possible·ranks·\\spad{>=}·\\spad{k}·of·the·matrix·\\spad{c}·and·indeterminate·right·hand·side·\\spad{w,}·writes·the·results·to·a·file·named·\\spad{s,}·and·returns·the·number·of·regimes")·(((|Integer|)·(|Matrix|·|#4|)·(|List|·|#4|)·(|PositiveInteger|)·(|String|))·"\\spad{psolve(c,w,k,s)}·solves·\\spad{c}·\\spad{z}·=·\\spad{w}·for·all·possible·ranks·\\spad{>=}·\\spad{k}·of·the·matrix·\\spad{c}·and·given·right·hand·side·\\spad{w,}·writes·the·results·to·a·file·named·\\spad{s,}·and·returns·the·number·of·regimes")·(((|Integer|)·(|Matrix|·|#4|)·(|String|))·"\\spad{psolve(c,s)}·solves·\\spad{c}·\\spad{z}·=·0·for·all·possible·ranks·of·the·matrix·\\spad{c}·and·given·right·hand·side·vector·\\spad{w,}·writes·the·results·to·a·file·named·\\spad{s,}·and·returns·the·number·of·regimes")·(((|Integer|)·(|Matrix|·|#4|)·(|List|·(|Symbol|))·(|String|))·"\\spad{psolve(c,w,s)}·solves·\\spad{c}·\\spad{z}·=·\\spad{w}·for·all·possible·ranks·of·the·matrix·\\spad{c}·and·indeterminate·right·hand·side·\\spad{w,}·writes·the·results·to·a·file·named·\\spad{s,}·and·returns·the·number·of·regimes")·(((|Integer|)·(|Matrix|·|#4|)·(|List|·|#4|)·(|String|))·"\\spad{psolve(c,w,s)}·solves·\\spad{c}·\\spad{z}·=·\\spad{w}·for·all·possible·ranks·of·the·matrix·\\spad{c}·and·given·right·hand·side·vector·\\spad{w,}·writes·the·results·to·a·file·named·\\spad{s,}·and·returns·the·number·of·regimes")·(((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|PositiveInteger|))·"\\spad{psolve(c)}·solves·the·homogeneous·linear·system·\\spad{c}·\\spad{z}·=·0·for·all·possible·ranks·\\spad{>=}·\\spad{k}·of·the·matrix·\\spad{c}")·(((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·(|Symbol|))·(|PositiveInteger|))·"\\spad{psolve(c,w,k)}·solves·\\spad{c}·\\spad{z}·=·\\spad{w}·for·all·possible·ranks·\\spad{>=}·\\spad{k}·of·the·matrix·\\spad{c}·and·indeterminate·right·hand·side·\\spad{w}")·(((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·|#4|)·(|PositiveInteger|))·"\\spad{psolve(c,w,k)}·solves·\\spad{c}·\\spad{z}·=·\\spad{w}·for·all·possible·ranks·\\spad{>=}·\\spad{k}·of·the·matrix·\\spad{c}·and·given·right·hand·side·vector·\\spad{w}")·(((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|))·"\\spad{psolve(c)}·solves·the·homogeneous·linear·system·\\spad{c}·\\spad{z}·=·0·for·all·possible·ranks·of·the·matrix·\\spad{c}")·(((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·(|Symbol|)))·"\\spad{psolve(c,w)}·solves·\\spad{c}·\\spad{z}·=·\\spad{w}·for·all·possible·ranks·of·the·matrix·\\spad{c}·and·indeterminate·right·hand·side·\\spad{w}")·(((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·|#4|))·"\\spad{psolve(c,w)}·solves·\\spad{c}·\\spad{z}·=·\\spad{w}·for·all·possible·ranks·of·the·matrix·\\spad{c}·and·given·right·hand·side·vector·\\spad{w}")))·
41 NIL·32 NIL·
42 (|EuclideanModularRing|·S·R·|Mod|·|reduction|·|merge|·|exactQuo|)· 
43 ((|constructor|·(NIL·"These·domains·are·used·for·the·factorization·and·gcds·of·univariate·polynomials·over·the·integers·in·order·to·work·modulo·different·primes.·See·\\spadtype{ModularRing},·\\spadtype{ModularField}"))·(|elt|·((|#2|·$·|#2|)·"\\spad{elt(x,r)}·or·\\spad{x.r}·is·not·documented"))·(|inv|·(($·$)·"\\spad{inv(x)}·is·not·documented"))·(|recip|·(((|Union|·$·"failed")·$)·"\\spad{recip(x)}·is·not·documented"))·(|exQuo|·(((|Union|·$·"failed")·$·$)·"\\spad{exQuo(x,y)}·is·not·documented"))·(|reduce|·(($·|#2|·|#3|)·"\\spad{reduce(r,m)}·is·not·documented"))·(|coerce|·((|#2|·$)·"\\spad{coerce(x)}·is·not·documented"))·(|modulus|·((|#3|·$)·"\\spad{modulus(x)}·is·not·documented")))· 
44 ((|noZeroDivisors|·.·T)·((|commutative|·"*")·.·T)·(|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))· 
45 NIL·33 NIL·
 34 (|DrawComplex|)·
 35 ((|constructor|·(NIL·"\\axiomType{DrawComplex}·provides·some·facilities·for·drawing·complex·functions."))·(|setClipValue|·(((|DoubleFloat|)·(|DoubleFloat|))·"\\spad{setClipValue(x)}·sets·to·\\spad{x}·the·maximum·value·to·plot·when·drawing·complex·functions.·Returns·\\spad{x.}"))·(|setImagSteps|·(((|Integer|)·(|Integer|))·"\\spad{setImagSteps(i)}·sets·to·\\spad{i}·the·number·of·steps·to·use·in·the·imaginary·direction·when·drawing·complex·functions.·Returns·i."))·(|setRealSteps|·(((|Integer|)·(|Integer|))·"\\spad{setRealSteps(i)}·sets·to·\\spad{i}·the·number·of·steps·to·use·in·the·real·direction·when·drawing·complex·functions.·Returns·i."))·(|drawComplexVectorField|·(((|ThreeDimensionalViewport|)·(|Mapping|·(|Complex|·(|DoubleFloat|))·(|Complex|·(|DoubleFloat|)))·(|Segment|·(|DoubleFloat|))·(|Segment|·(|DoubleFloat|)))·"\\spad{drawComplexVectorField(f,rRange,iRange)}·draws·a·complex·vector·field·using·arrows·on·the·\\spad{x--y}·plane.·These·vector·fields·should·be·viewed·from·the·top·by·pressing·the·\"XY\"·translate·button·on·the·3-d·viewport·control·panel.·Sample·call:·\\indented{3}{\\spad{f·\\spad{z}·\\spad{==}·sin·\\spad{z}}}·\\indented{3}{\\spad{drawComplexVectorField(f,·-2..2,·-2..2)}}·Parameter·descriptions:·\\indented{2}{f·:·the·function·to·draw}·\\indented{2}{rRange·:·the·range·of·the·real·values}·\\indented{2}{iRange·:·the·range·of·the·imaginary·values}·Call·the·functions·\\axiomFunFrom{setRealSteps}{DrawComplex}·and·\\axiomFunFrom{setImagSteps}{DrawComplex}·to·change·the·number·of·steps·used·in·each·direction."))·(|drawComplex|·(((|ThreeDimensionalViewport|)·(|Mapping|·(|Complex|·(|DoubleFloat|))·(|Complex|·(|DoubleFloat|)))·(|Segment|·(|DoubleFloat|))·(|Segment|·(|DoubleFloat|))·(|Boolean|))·"\\spad{drawComplex(f,rRange,iRange,arrows?)}·draws·a·complex·function·as·a·height·field.·It·uses·the·complex·norm·as·the·height·and·the·complex·argument·as·the·color.·It·will·optionally·draw·arrows·on·the·surface·indicating·the·direction·of·the·complex·value.·Sample·call:·\\indented{2}{\\spad{f·\\spad{z}·\\spad{==}·exp(1/z)}}·\\indented{2}{\\spad{drawComplex(f,·0.3..3,·0..2*%pi,·false)}}·Parameter·descriptions:·\\indented{2}{f:\\space{2}the·function·to·draw}·\\indented{2}{rRange·:·the·range·of·the·real·values}·\\indented{2}{iRange·:·the·range·of·imaginary·values}·\\indented{2}{arrows?·:·a·flag·indicating·whether·to·draw·the·phase·arrows·for·\\spad{f}}·Call·the·functions·\\axiomFunFrom{setRealSteps}{DrawComplex}·and·\\axiomFunFrom{setImagSteps}{DrawComplex}·to·change·the·number·of·steps·used·in·each·direction.")))·
46 (|RegularTriangularSet|·R·E·V·P)· 
47 ((|constructor|·(NIL·"This·domain·provides·an·implementation·of·regular·chains.·Moreover,·the·operation·zeroSetSplit·is·an·implementation·of·a·new·algorithm·for·solving·polynomial·systems·by·means·of·regular·chains."))·(|preprocess|·(((|Record|·(|:|·|val|·(|List|·|#4|))·(|:|·|towers|·(|List|·$)))·(|List|·|#4|)·(|Boolean|)·(|Boolean|))·"\\axiom{pre_process(lp,b1,b2)}·is·an·internal·subroutine,·exported·only·for·developement."))·(|internalZeroSetSplit|·(((|List|·$)·(|List|·|#4|)·(|Boolean|)·(|Boolean|)·(|Boolean|))·"\\axiom{internalZeroSetSplit(lp,b1,b2,b3)}·is·an·internal·subroutine,·exported·only·for·developement."))·(|zeroSetSplit|·(((|List|·$)·(|List|·|#4|)·(|Boolean|)·(|Boolean|)·(|Boolean|)·(|Boolean|))·"\\axiom{zeroSetSplit(lp,b1,b2.b3,b4)}·is·an·internal·subroutine,·exported·only·for·developement.")·(((|List|·$)·(|List|·|#4|)·(|Boolean|)·(|Boolean|))·"\\axiom{zeroSetSplit(lp,clos?,info?)}·has·the·same·specifications·as·zeroSetSplit·from·RegularTriangularSetCategory.·Moreover,·if·\\axiom{clos?}·then·solves·in·the·sense·of·the·Zariski·closure·else·solves·in·the·sense·of·the·regular·zeros.·If·\\axiom{info?}·then·do·print·messages·during·the·computations."))·(|internalAugment|·(((|List|·$)·|#4|·$·(|Boolean|)·(|Boolean|)·(|Boolean|)·(|Boolean|)·(|Boolean|))·"\\axiom{internalAugment(p,ts,b1,b2,b3,b4,b5)}·is·an·internal·subroutine,·exported·only·for·developement.")))· 
48 ((|shallowlyMutable|·.·T)·(|finiteAggregate|·.·T))· 
49 ((|HasCategory|·|#4|·(LIST·(QUOTE·|ConvertibleTo|)·(QUOTE·(|InputForm|))))·(|HasCategory|·|#4|·(QUOTE·(|SetCategory|)))·(AND·(|HasCategory|·|#4|·(LIST·(QUOTE·|Evalable|)·(|devaluate|·|#4|)))·(|HasCategory|·|#4|·(QUOTE·(|SetCategory|))))·(|HasCategory|·|#1|·(QUOTE·(|IntegralDomain|)))·(|HasCategory|·|#3|·(QUOTE·(|Finite|))))· 
50 (|RoutinesTable|)· 
51 ((|constructor|·(NIL·"\\axiomType{RoutinesTable}·implements·a·database·and·associated·tuning·mechanisms·for·a·set·of·known·NAG·routines"))·(|recoverAfterFail|·(((|Union|·(|String|)·"failed")·$·(|String|)·(|Integer|))·"\\spad{recoverAfterFail(routs,routineName,ifailValue)}·acts·on·the·instructions·given·by·the·ifail·list"))·(|showTheRoutinesTable|·(($)·"\\spad{showTheRoutinesTable()}·returns·the·current·table·of·NAG·routines."))·(|deleteRoutine!|·(($·$·(|Symbol|))·"\\spad{deleteRoutine!(R,s)}·destructively·deletes·the·given·routine·from·the·current·database·of·NAG·routines"))·(|getExplanations|·(((|List|·(|String|))·$·(|String|))·"\\spad{getExplanations(R,s)}·gets·explanations·of·the·output·parameters·for·the·given·NAG·routine."))·(|getMeasure|·(((|Float|)·$·(|Symbol|))·"\\spad{getMeasure(R,s)}·gets·the·current·value·of·the·maximum·measure·for·the·given·NAG·routine."))·(|changeMeasure|·(($·$·(|Symbol|)·(|Float|))·"\\spad{changeMeasure(R,s,newValue)}·changes·the·maximum·value·for·a·measure·of·the·given·NAG·routine."))·(|changeThreshhold|·(($·$·(|Symbol|)·(|Float|))·"\\spad{changeThreshhold(R,s,newValue)}·changes·the·value·below·which,·given·a·NAG·routine·generating·a·higher·measure,·the·routines·will·make·no·attempt·to·generate·a·measure."))·(|selectMultiDimensionalRoutines|·(($·$)·"\\spad{selectMultiDimensionalRoutines(R)}·chooses·only·those·routines·from·the·database·which·are·designed·for·use·with·multi-dimensional·expressions"))·(|selectNonFiniteRoutines|·(($·$)·"\\spad{selectNonFiniteRoutines(R)}·chooses·only·those·routines·from·the·database·which·are·designed·for·use·with·non-finite·expressions."))·(|selectSumOfSquaresRoutines|·(($·$)·"\\spad{selectSumOfSquaresRoutines(R)}·chooses·only·those·routines·from·the·database·which·are·designed·for·use·with·sums·of·squares"))·(|selectFiniteRoutines|·(($·$)·"\\spad{selectFiniteRoutines(R)}·chooses·only·those·routines·from·the·database·which·are·designed·for·use·with·finite·expressions"))·(|selectODEIVPRoutines|·(($·$)·"\\spad{selectODEIVPRoutines(R)}·chooses·only·those·routines·from·the·database·which·are·for·the·solution·of·ODE's"))·(|selectPDERoutines|·(($·$)·"\\spad{selectPDERoutines(R)}·chooses·only·those·routines·from·the·database·which·are·for·the·solution·of·PDE's"))·(|selectOptimizationRoutines|·(($·$)·"\\spad{selectOptimizationRoutines(R)}·chooses·only·those·routines·from·the·database·which·are·for·integration"))·(|selectIntegrationRoutines|·(($·$)·"\\spad{selectIntegrationRoutines(R)}·chooses·only·those·routines·from·the·database·which·are·for·integration"))·(|routines|·(($)·"\\spad{routines()}·initialises·a·database·of·known·NAG·routines"))·(|concat|·(($·$·$)·"\\spad{concat(x,y)}·merges·two·tables·\\spad{x}·and·\\spad{y}")))· 
52 ((|finiteAggregate|·.·T)·(|shallowlyMutable|·.·T))· 
53 ((|HasCategory|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(LIST·(QUOTE·|ConvertibleTo|)·(QUOTE·(|InputForm|))))·(|HasCategory|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(QUOTE·(|SetCategory|)))·(AND·(|HasCategory|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(LIST·(QUOTE·|Evalable|)·(LIST·(QUOTE·|Record|)·(LIST·(QUOTE·|:|)·(QUOTE·|key|)·(QUOTE·(|Symbol|)))·(LIST·(QUOTE·|:|)·(QUOTE·|entry|)·(QUOTE·(|Any|))))))·(|HasCategory|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(QUOTE·(|SetCategory|))))·(|HasCategory|·(|Symbol|)·(QUOTE·(|OrderedSet|)))·(|HasCategory|·(|Any|)·(QUOTE·(|SetCategory|)))·(OR·(|HasCategory|·(|Any|)·(QUOTE·(|SetCategory|)))·(|HasCategory|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(QUOTE·(|SetCategory|))))·(AND·(|HasCategory|·(|Any|)·(LIST·(QUOTE·|Evalable|)·(QUOTE·(|Any|))))·(|HasCategory|·(|Any|)·(QUOTE·(|SetCategory|)))))· 
54 (|GenerateUnivariatePowerSeries|·R·FE)· 
55 ((|constructor|·(NIL·"\\spadtype{GenerateUnivariatePowerSeries}·provides·functions·that·create·power·series·from·explicit·formulas·for·their·\\spad{n}th·coefficient."))·(|series|·(((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|)))·"\\spad{series(a(n),n,x·=·a,r0..,r)}·returns·\\spad{sum(n·=·\\spad{r0,r0}·+·\\spad{r,r0}·+·2*r...,·\\spad{a(n)}·*·\\spad{(x}·-·a)**n)};·\\spad{series(a(n),n,x·=·a,r0..r1,r)}·returns·\\spad{sum(n·=·\\spad{r0}·+·\\spad{k*r}·while·\\spad{n}·\\spad{<=}·\\spad{r1,}·\\spad{a(n)}·*·\\spad{(x}·-·a)**n)}.")·(((|Any|)·(|Mapping|·|#2|·(|Fraction|·(|Integer|)))·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|)))·"\\spad{series(n·\\spad{+->}·a(n),x·=·a,r0..,r)}·returns·\\spad{sum(n·=·\\spad{r0,r0}·+·\\spad{r,r0}·+·2*r...,·a(n)·*·\\spad{(x}·-·a)**n)};·\\spad{series(n·\\spad{+->}·a(n),x·=·a,r0..r1,r)}·returns·\\spad{sum(n·=·\\spad{r0}·+·\\spad{k*r}·while·\\spad{n}·\\spad{<=}·\\spad{r1,}·a(n)·*·\\spad{(x}·-·a)**n)}.")·(((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|)))·"\\spad{series(a(n),n,x=a,n0..)}·returns·\\spad{sum(n·=·n0..,a(n)·*·\\spad{(x}·-·a)**n)};·\\spad{series(a(n),n,x=a,n0..n1)}·returns·\\spad{sum(n·=·n0..n1,a(n)·*·\\spad{(x}·-·a)**n)}.")·(((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|)))·"\\spad{series(n·\\spad{+->}·a(n),x·=·a,n0..)}·returns·\\spad{sum(n·=·n0..,a(n)·*·\\spad{(x}·-·a)**n)};·\\spad{series(n·\\spad{+->}·a(n),x·=·a,n0..n1)}·returns·\\spad{sum(n·=·n0..n1,a(n)·*·\\spad{(x}·-·a)**n)}.")·(((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|))·"\\spad{series(a(n),n,x·=·a)}·returns·\\spad{sum(n·=·0..,a(n)*(x-a)**n)}.")·(((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|))·"\\spad{series(n·\\spad{+->}·a(n),x·=·a)}·returns·\\spad{sum(n·=·0..,a(n)*(x-a)**n)}."))·(|puiseux|·(((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|)))·"\\spad{puiseux(a(n),n,x·=·a,r0..,r)}·returns·\\spad{sum(n·=·\\spad{r0,r0}·+·\\spad{r,r0}·+·2*r...,·\\spad{a(n)}·*·\\spad{(x}·-·a)**n)};·\\spad{puiseux(a(n),n,x·=·a,r0..r1,r)}·returns·\\spad{sum(n·=·\\spad{r0}·+·\\spad{k*r}·while·\\spad{n}·\\spad{<=}·\\spad{r1,}·\\spad{a(n)}·*·\\spad{(x}·-·a)**n)}.")·(((|Any|)·(|Mapping|·|#2|·(|Fraction|·(|Integer|)))·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|)))·"\\spad{puiseux(n·\\spad{+->}·a(n),x·=·a,r0..,r)}·returns·\\spad{sum(n·=·\\spad{r0,r0}·+·\\spad{r,r0}·+·2*r...,·a(n)·*·\\spad{(x}·-·a)**n)};·\\spad{puiseux(n·\\spad{+->}·a(n),x·=·a,r0..r1,r)}·returns·\\spad{sum(n·=·\\spad{r0}·+·\\spad{k*r}·while·\\spad{n}·\\spad{<=}·\\spad{r1,}·a(n)·*·\\spad{(x}·-·a)**n)}."))·(|laurent|·(((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|)))·"\\spad{laurent(a(n),n,x=a,n0..)}·returns·\\spad{sum(n·=·n0..,a(n)·*·\\spad{(x}·-·a)**n)};·\\spad{laurent(a(n),n,x=a,n0..n1)}·returns·\\spad{sum(n·=·n0..n1,a(n)·*·\\spad{(x}·-·a)**n)}.")·(((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|)))·"\\spad{laurent(n·\\spad{+->}·a(n),x·=·a,n0..)}·returns·\\spad{sum(n·=·n0..,a(n)·*·\\spad{(x}·-·a)**n)};·\\spad{laurent(n·\\spad{+->}·a(n),x·=·a,n0..n1)}·returns·\\spad{sum(n·=·n0..n1,a(n)·*·\\spad{(x}·-·a)**n)}."))·(|taylor|·(((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|NonNegativeInteger|)))·"\\spad{taylor(a(n),n,x·=·a,n0..)}·returns·\\spad{sum(n·=·n0..,a(n)*(x-a)**n)};·\\spad{taylor(a(n),n,x·=·a,n0..n1)}·returns·\\spad{sum(n·=·n0..,a(n)*(x-a)**n)}.")·(((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)·(|UniversalSegment|·(|NonNegativeInteger|)))·"\\spad{taylor(n·\\spad{+->}·a(n),x·=·a,n0..)}·returns·\\spad{sum(n=n0..,a(n)*(x-a)**n)};·\\spad{taylor(n·\\spad{+->}·a(n),x·=·a,n0..n1)}·returns·\\spad{sum(n·=·n0..,a(n)*(x-a)**n)}.")·(((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|))·"\\spad{taylor(a(n),n,x·=·a)}·returns·\\spad{sum(n·=·0..,a(n)*(x-a)**n)}.")·(((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|))·"\\spad{taylor(n·\\spad{+->}·a(n),x·=·a)}·returns·\\spad{sum(n·=·0..,a(n)*(x-a)**n)}.")))· 
56 NIL·36 NIL·
57 NIL·37 NIL·
58 (|ExpressionFunctions2|·R·S)· 
59 ((|constructor|·(NIL·"Lifting·of·maps·to·Expressions."))·(|map|·(((|Expression|·|#2|)·(|Mapping|·|#2|·|#1|)·(|Expression|·|#1|))·"\\spad{map(f,·e)}·applies·\\spad{f}·to·all·the·constants·appearing·in·e.")))·38 (|VectorCategory&|·S·R)·
 39 ((|constructor|·(NIL·"\\spadtype{VectorCategory}·represents·the·type·of·vector·like·objects,·that·is,·finite·sequences·indexed·by·some·finite·segment·of·the·integers.·The·operations·available·on·vectors·depend·on·the·structure·of·the·underlying·components.·Many·operations·from·the·component·domain·are·defined·for·vectors·componentwise.·It·can·by·assumed·that·extraction·or·updating·components·can·be·done·in·constant·time."))·(|magnitude|·((|#2|·$)·"\\spad{magnitude(v)}·computes·the·sqrt(dot(v,v)),·that·is,·the·length"))·(|length|·((|#2|·$)·"\\spad{length(v)}·computes·the·sqrt(dot(v,v)),·that·is,·the·magnitude"))·(|cross|·(($·$·$)·"\\spad{cross(u,v)}·constructs·the·cross·product·of·\\spad{u}·and·\\spad{v.}·Error:·if·\\spad{u}·and·\\spad{v}·are·not·of·length·3."))·(|outerProduct|·(((|Matrix|·|#2|)·$·$)·"\\spad{outerProduct(u,v)}·constructs·the·matrix·whose·(i,j)'th·element·is·u(i)*v(j)."))·(|dot|·((|#2|·$·$)·"\\spad{dot(x,y)}·computes·the·inner·product·of·the·two·vectors·\\spad{x}·and·\\spad{y.}·Error:·if·\\spad{x}·and·\\spad{y}·are·not·of·the·same·length."))·(*·(($·$·|#2|)·"\\spad{y·*·\\spad{r}}·multiplies·each·component·of·the·vector·\\spad{y}·by·the·element·\\spad{r.}")·(($·|#2|·$)·"\\spad{r·*·\\spad{y}}·multiplies·the·element·\\spad{r}·times·each·component·of·the·vector·\\spad{y.}")·(($·(|Integer|)·$)·"\\spad{n·*·\\spad{y}}·multiplies·each·component·of·the·vector·\\spad{y}·by·the·integer·\\spad{n.}"))·(-·(($·$·$)·"\\spad{x·-·\\spad{y}}·returns·the·component-wise·difference·of·the·vectors·\\spad{x}·and·\\spad{y.}·Error:·if·\\spad{x}·and·\\spad{y}·are·not·of·the·same·length.")·(($·$)·"\\spad{-x}·negates·all·components·of·the·vector·\\spad{x.}"))·(|zero|·(($·(|NonNegativeInteger|))·"\\spad{zero(n)}·creates·a·zero·vector·of·length·\\spad{n.}"))·(+·(($·$·$)·"\\spad{x·+·\\spad{y}}·returns·the·component-wise·sum·of·the·vectors·\\spad{x}·and·\\spad{y.}·Error:·if·\\spad{x}·and·\\spad{y}·are·not·of·the·same·length.")))·
60 NIL·40 NIL·
 41 ((|HasCategory|·|#2|·(QUOTE·(|RadicalCategory|)))·(|HasCategory|·|#2|·(QUOTE·(|Ring|)))·(|HasCategory|·|#2|·(QUOTE·(|Monoid|)))·(|HasCategory|·|#2|·(QUOTE·(|AbelianGroup|)))·(|HasCategory|·|#2|·(QUOTE·(|AbelianMonoid|)))·(|HasCategory|·|#2|·(QUOTE·(|AbelianSemiGroup|))))·
 42 (|ProjectiveAlgebraicSetPackage|·K·|symb|·|PolyRing|·E·|ProjPt|)·
 43 ((|constructor|·(NIL·"The·following·is·part·of·the·PAFF·package"))·(|rationalPoints|·(((|List|·|#5|)·|#3|·(|PositiveInteger|))·"\\axiom{rationalPoints(f,d)}·returns·all·points·on·the·curve·\\axiom{f}·in·the·extension·of·the·ground·field·of·degree·\\axiom{d}.·For·\\axiom{d·>·1}·this·only·works·if·\\axiom{K}·is·a·\\axiomType{LocallyAlgebraicallyClosedField}"))·(|algebraicSet|·(((|List|·|#5|)·(|List|·|#3|))·"\\spad{algebraicSet(lp)}·returns·the·algebraic·set·if·finite·(dimension·0)."))·(|singularPoints|·(((|List|·|#5|)·|#3|)·"\\spad{singularPoints(p)}·returns·the·singular·points"))·(|singularPointsWithRestriction|·(((|List|·|#5|)·|#3|·(|List|·|#3|))·"\\spad{singularPointsWithRestriction(p,lp)}·return·the·singular·points·that·annihilate")))·
61 NIL·44 NIL·
62 (|ReducedDivisor|·F1·UP·UPUP·R·F2)· 
63 ((|constructor|·(NIL·"Finds·the·order·of·a·divisor·over·a·finite·field"))·(|order|·(((|NonNegativeInteger|)·(|FiniteDivisor|·|#1|·|#2|·|#3|·|#4|)·|#3|·(|Mapping|·|#5|·|#1|))·"\\spad{order(f,u,g)}·\\undocumented")))· 
64 NIL·45 NIL·
 46 (|e04ucfAnnaType|)·
 47 ((|constructor|·(NIL·"\\axiomType{e04ucfAnnaType}·is·a·domain·of·\\axiomType{NumericalOptimization}·for·the·NAG·routine·E04UCF,·a·general·optimization·routine·which·can·handle·some·singularities·in·the·input·function.·The·function·\\axiomFun{measure}·measures·the·usefulness·of·the·routine·E04UCF·for·the·given·problem.·The·function·\\axiomFun{numericalOptimization}·performs·the·optimization·by·using·\\axiomType{NagOptimisationPackage}.")))·
65 NIL·48 NIL·
66 (|RadicalSolvePackage|·R)· 
67 ((|constructor|·(NIL·"This·package·tries·to·find·solutions·expressed·in·terms·of·radicals·for·systems·of·equations·of·rational·functions·with·coefficients·in·an·integral·domain·\\spad{R.}"))·(|contractSolve|·(((|SuchThat|·(|List|·(|Expression|·|#1|))·(|List|·(|Equation|·(|Expression|·|#1|))))·(|Fraction|·(|Polynomial|·|#1|))·(|Symbol|))·"\\spad{contractSolve(rf,x)}·finds·the·solutions·expressed·in·terms·of·\\indented{1}{radicals·of·the·equation·\\spad{rf}·=·0·with·respect·to·the·symbol·\\spad{x,}}·\\indented{1}{where·\\spad{rf}·is·a·rational·function.·The·result·contains\\space{2}new}·\\indented{1}{symbols·for·common·subexpressions·in·order·to·reduce·the}·\\indented{1}{size·of·the·output.}·\\blankline·\\spad{X}·b:Fraction(Polynomial(Integer)):=(3*x^3+7)/(5*x^2-13)·\\spad{X}·contractSolve(b,x)")·(((|SuchThat|·(|List|·(|Expression|·|#1|))·(|List|·(|Equation|·(|Expression|·|#1|))))·(|Equation|·(|Fraction|·(|Polynomial|·|#1|)))·(|Symbol|))·"\\spad{contractSolve(eq,x)}·finds·the·solutions·expressed·in·terms·of·\\indented{1}{radicals·of·the·equation·of·rational·functions·eq}·\\indented{1}{with·respect·to·the·symbol·x.\\space{2}The·result·contains·new}·\\indented{1}{symbols·for·common·subexpressions·in·order·to·reduce·the}·\\indented{1}{size·of·the·output.}·\\blankline·\\spad{X}·b:Fraction(Polynomial(Integer)):=(3*x^3+7)/(5*x^2-13)·\\spad{X}·contractSolve(b=0,x)"))·(|radicalRoots|·(((|List|·(|List|·(|Expression|·|#1|)))·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|Symbol|)))·"\\spad{radicalRoots(lrf,lvar)}·finds·the·roots·expressed·in·terms·of·\\indented{1}{radicals·of·the·list·of·rational·functions·lrf}·\\indented{1}{with·respect·to·the·list·of·symbols·lvar.}·\\blankline·\\spad{X}·b:Fraction(Polynomial(Integer)):=(3*x^3+7)/(5*x^2-13)·\\spad{X}·c:Fraction(Polynomial(Integer)):=(y^2+4)/(y+1)·\\spad{X}·radicalRoots([b,c],[x,y])")·(((|List|·(|Expression|·|#1|))·(|Fraction|·(|Polynomial|·|#1|))·(|Symbol|))·"\\spad{radicalRoots(rf,x)}·finds·the·roots·expressed·in·terms·of·radicals·\\indented{1}{of·the·rational·function·\\spad{rf}·with·respect·to·the·symbol·\\spad{x.}}·\\blankline·\\spad{X}·b:Fraction(Polynomial(Integer)):=(3*x^3+7)/(5*x^2-13)·\\spad{X}·radicalRoots(b,x)"))·(|radicalSolve|·(((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Equation|·(|Fraction|·(|Polynomial|·|#1|)))))·"\\spad{radicalSolve(leq)}·finds·the·solutions·expressed·in·terms·of·\\indented{1}{radicals·of·the·system·of·equations·of·rational·functions·leq}·\\indented{1}{with·respect·to·the·unique·symbol·\\spad{x}·appearing·in·leq.}·\\blankline·\\spad{X}·b:Fraction(Polynomial(Integer)):=(3*x^3+7)/(5*x^2-13)·\\spad{X}·c:Fraction(Polynomial(Integer)):=(y^2+4)/(y+1)·\\spad{X}·radicalSolve([b=0,c=0])")·(((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Equation|·(|Fraction|·(|Polynomial|·|#1|))))·(|List|·(|Symbol|)))·"\\spad{radicalSolve(leq,lvar)}·finds·the·solutions·expressed·in·terms·of·\\indented{1}{radicals·of·the·system·of·equations·of·rational·functions·leq}·\\indented{1}{with·respect·to·the·list·of·symbols·lvar.}·\\blankline·\\spad{X}·b:Fraction(Polynomial(Integer)):=(3*x^3+7)/(5*x^2-13)·\\spad{X}·c:Fraction(Polynomial(Integer)):=(y^2+4)/(y+1)·\\spad{X}·radicalSolve([b=0,c=0],[x,y])")·(((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Fraction|·(|Polynomial|·|#1|))))·"\\spad{radicalSolve(lrf)}·finds·the·solutions·expressed·in·terms·of·\\indented{1}{radicals·of·the·system·of·equations·\\spad{lrf}·=·0,·where·\\spad{lrf}·is·a}·\\indented{1}{system·of·univariate·rational·functions.}·\\blankline·\\spad{X}·b:Fraction(Polynomial(Integer)):=(3*x^3+7)/(5*x^2-13)·\\spad{X}·c:Fraction(Polynomial(Integer)):=(y^2+4)/(y+1)·\\spad{X}·radicalSolve([b,c])")·(((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|Symbol|)))·"\\spad{radicalSolve(lrf,lvar)}·finds·the·solutions·expressed·in·terms·of·\\indented{1}{radicals·of·the·system·of·equations·\\spad{lrf}·=·0·with}·\\indented{1}{respect·to·the·list·of·symbols·lvar,}·\\indented{1}{where·\\spad{lrf}·is·a·list·of·rational·functions.}·\\blankline·\\spad{X}·b:Fraction(Polynomial(Integer)):=(3*x^3+7)/(5*x^2-13)·\\spad{X}·c:Fraction(Polynomial(Integer)):=(y^2+4)/(y+1)·\\spad{X}·radicalSolve([b,c],[x,y])")·(((|List|·(|Equation|·(|Expression|·|#1|)))·(|Equation|·(|Fraction|·(|Polynomial|·|#1|))))·"\\spad{radicalSolve(eq)}·finds·the·solutions·expressed·in·terms·of·\\indented{1}{radicals·of·the·equation·of·rational·functions·eq}·\\indented{1}{with·respect·to·the·unique·symbol·\\spad{x}·appearing·in·eq.}·\\blankline·\\spad{X}·b:Fraction(Polynomial(Integer)):=(3*x^3+7)/(5*x^2-13)·\\spad{X}·radicalSolve(b=0)")·(((|List|·(|Equation|·(|Expression|·|#1|)))·(|Equation|·(|Fraction|·(|Polynomial|·|#1|)))·(|Symbol|))·"\\spad{radicalSolve(eq,x)}·finds·the·solutions·expressed·in·terms·of·\\indented{1}{radicals·of·the·equation·of·rational·functions·eq}·\\indented{1}{with·respect·to·the·symbol·\\spad{x.}}·\\blankline·\\spad{X}·b:Fraction(Polynomial(Integer)):=(3*x^3+7)/(5*x^2-13)·\\spad{X}·radicalSolve(b=0,x)")·(((|List|·(|Equation|·(|Expression|·|#1|)))·(|Fraction|·(|Polynomial|·|#1|)))·"\\spad{radicalSolve(rf)}·finds·the·solutions·expressed·in·terms·of·\\indented{1}{radicals·of·the·equation·\\spad{rf}·=·0,·where·\\spad{rf}·is·a}·\\indented{1}{univariate·rational·function.}·\\blankline·\\spad{X}·b:Fraction(Polynomial(Integer)):=(3*x^3+7)/(5*x^2-13)·\\spad{X}·radicalSolve(b)")·(((|List|·(|Equation|·(|Expression|·|#1|)))·(|Fraction|·(|Polynomial|·|#1|))·(|Symbol|))·"\\spad{radicalSolve(rf,x)}·finds·the·solutions·expressed·in·terms·of·\\indented{1}{radicals·of·the·equation·\\spad{rf}·=·0·with·respect·to·the·symbol·\\spad{x,}}·\\indented{1}{where·\\spad{rf}·is·a·rational·function.}·\\blankline·\\spad{X}·b:Fraction(Polynomial(Integer)):=(3*x^3+7)/(5*x^2-13)·\\spad{X}·radicalSolve(b,x)")))· 
68 NIL·49 NIL·
 50 (|OctonionCategoryFunctions2|·OR·R·OS·S)·
 51 ((|constructor|·(NIL·"\\spad{OctonionCategoryFunctions2}·implements·functions·between·two·octonion·domains·defined·over·different·rings.·The·function·map·is·used·to·coerce·between·octonion·types."))·(|map|·((|#3|·(|Mapping|·|#4|·|#2|)·|#1|)·"\\spad{map(f,u)}·maps·\\spad{f}·onto·the·component·parts·of·the·octonion·\\spad{u}")))·
69 NIL·52 NIL·
70 (|VectorCategory|·R)· 
71 ((|constructor|·(NIL·"\\spadtype{VectorCategory}·represents·the·type·of·vector·like·objects,·that·is,·finite·sequences·indexed·by·some·finite·segment·of·the·integers.·The·operations·available·on·vectors·depend·on·the·structure·of·the·underlying·components.·Many·operations·from·the·component·domain·are·defined·for·vectors·componentwise.·It·can·by·assumed·that·extraction·or·updating·components·can·be·done·in·constant·time."))·(|magnitude|·((|#1|·$)·"\\spad{magnitude(v)}·computes·the·sqrt(dot(v,v)),·that·is,·the·length"))·(|length|·((|#1|·$)·"\\spad{length(v)}·computes·the·sqrt(dot(v,v)),·that·is,·the·magnitude"))·(|cross|·(($·$·$)·"\\spad{cross(u,v)}·constructs·the·cross·product·of·\\spad{u}·and·\\spad{v.}·Error:·if·\\spad{u}·and·\\spad{v}·are·not·of·length·3."))·(|outerProduct|·(((|Matrix|·|#1|)·$·$)·"\\spad{outerProduct(u,v)}·constructs·the·matrix·whose·(i,j)'th·element·is·u(i)*v(j)."))·(|dot|·((|#1|·$·$)·"\\spad{dot(x,y)}·computes·the·inner·product·of·the·two·vectors·\\spad{x}·and·\\spad{y.}·Error:·if·\\spad{x}·and·\\spad{y}·are·not·of·the·same·length."))·(*·(($·$·|#1|)·"\\spad{y·*·\\spad{r}}·multiplies·each·component·of·the·vector·\\spad{y}·by·the·element·\\spad{r.}")·(($·|#1|·$)·"\\spad{r·*·\\spad{y}}·multiplies·the·element·\\spad{r}·times·each·component·of·the·vector·\\spad{y.}")·(($·(|Integer|)·$)·"\\spad{n·*·\\spad{y}}·multiplies·each·component·of·the·vector·\\spad{y}·by·the·integer·\\spad{n.}"))·(-·(($·$·$)·"\\spad{x·-·\\spad{y}}·returns·the·component-wise·difference·of·the·vectors·\\spad{x}·and·\\spad{y.}·Error:·if·\\spad{x}·and·\\spad{y}·are·not·of·the·same·length.")·(($·$)·"\\spad{-x}·negates·all·components·of·the·vector·\\spad{x.}"))·(|zero|·(($·(|NonNegativeInteger|))·"\\spad{zero(n)}·creates·a·zero·vector·of·length·\\spad{n.}"))·(+·(($·$·$)·"\\spad{x·+·\\spad{y}}·returns·the·component-wise·sum·of·the·vectors·\\spad{x}·and·\\spad{y.}·Error:·if·\\spad{x}·and·\\spad{y}·are·not·of·the·same·length.")))· 
72 ((|shallowlyMutable|·.·T)·(|finiteAggregate|·.·T)·(|nil|·.·T))· 
73 NIL·53 NIL·
74 (|TriangularMatrixOperations|·R·|Row|·|Col|·M)· 
75 ((|constructor|·(NIL·"This·package·provides·functions·that·compute·\"fraction-free\"·inverses·of·upper·and·lower·triangular·matrices·over·a·integral·domain.·By·\"fraction-free·inverses\"·we·mean·the·following:·given·a·matrix·\\spad{B}·with·entries·in·\\spad[·...·truncated·by·diffoscope;·len:·734,·SHA:·0554cb578768dae91e3e6883ad38b645a6d00a1920b5367e76a8c7bcf80924e3·...·])·54 (|FunctionSpaceToExponentialExpansion|·R·FE·|x|·|cen|)·
 55 ((|constructor|·(NIL·"This·package·converts·expressions·in·some·function·space·to·exponential·expansions."))·(|localAbs|·((|#2|·|#2|)·"\\spad{localAbs(fcn)}·=·\\spad{abs(fcn)}·or·\\spad{sqrt(fcn**2)}·depending·on·whether·or·not·FE·has·a·function·\\spad{abs}.·This·should·be·a·local·function,·but·the·compiler·won't·allow·it."))·(|exprToXXP|·(((|Union|·(|:|·|%expansion|·(|ExponentialExpansion|·|#1|·|#2|·|#3|·|#4|))·(|:|·|%problem|·(|Record|·(|:|·|func|·(|String|))·(|:|·|prob|·(|String|)))))·|#2|·(|Boolean|))·"\\spad{exprToXXP(fcn,posCheck?)}·converts·the·expression·\\spad{fcn}·to·an·exponential·expansion.·If·\\spad{posCheck?}·is·true,·log's·of·negative·numbers·are·not·allowed·nor·are·\\spad{n}th·roots·of·negative·numbers·with·\\spad{n}·even.·If·\\spad{posCheck?}·is·false,·these·are·allowed.")))·
76 NIL·56 NIL·
77 NIL·57 NIL·
78 (|OrdinaryWeightedPolynomials|·R·|vl|·|wl|·|wtlevel|)· 
79 ((|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|)·$)·"\\spad{coerce(p)}·converts·back·into·a·Polynomial(R),·ignoring·weights")))· 
80 ((|leftUnitary|·|has|·|#1|·(|CommutativeRing|))·(|rightUnitary|·|has|·|#1|·(|CommutativeRing|))·(|unitsKnown|·.·T))· 
81 ((|HasCategory|·|#1|·(QUOTE·(|CommutativeRing|)))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))· 
82 (|TrigonometricFunctionCategory|)· 
83 ((|constructor|·(NIL·"Category·for·the·trigonometric·functions."))·(|tan|·(($·$)·"\\spad{tan(x)}·returns·the·tangent·of·\\spad{x.}"))·(|sin|·(($·$)·"\\spad{sin(x)}·returns·the·sine·of·\\spad{x.}"))·(|sec|·(($·$)·"\\spad{sec(x)}·returns·the·secant·of·\\spad{[·...·truncated·by·diffoscope;·len:·209,·SHA:·5a92008214b0d846cec473f7a2a83c6ae1394d08ad5f141dc349bf383491aa45·...·])·58 (|U8Vector|)·
 59 ((|constructor|·(NIL·"\\indented{2}{fill!(x,·\\spad{s)}·modifies·a·vector·\\spad{x}·so·every·element·has·value·\\spad{s}}·\\blankline·\\spad{X}·t1:=new(10,7)$U8Vector·\\spad{X}·fill!(t1,9)")))·
 60 ((|shallowlyMutable|·.·T)·(|finiteAggregate|·.·T))·
 61 ((|HasCategory|·(|Integer|)·(QUOTE·(|SetCategory|)))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|ConvertibleTo|)·(QUOTE·(|InputForm|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|OrderedSet|)))·(OR·(|HasCategory|·(|Integer|)·(QUOTE·(|OrderedSet|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|SetCategory|))))·(AND·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|Evalable|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|SetCategory|))))·(OR·(AND·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|Evalable|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|OrderedSet|))))·(AND·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|Evalable|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|SetCategory|))))))·
 62 (|RealClosure|·|TheField|)·
 63 ((|constructor|·(NIL·"This·domain·implements·the·real·closure·of·an·ordered·field."))·(|relativeApprox|·(((|Fraction|·(|Integer|))·$·$)·"\\axiom{relativeApprox(n,p)}·gives·a·relative·approximation·of·\\axiom{n}·that·has·precision·\\axiom{p}"))·(|mainCharacterization|·(((|Union|·(|RightOpenIntervalRootCharacterization|·$·(|SparseUnivariatePolynomial|·$))·"failed")·$)·"\\axiom{mainCharacterization(x)}·is·the·main·algebraic·quantity·of·\\axiom{x}·(\\axiom{SEG})"))·(|algebraicOf|·(($·(|RightOpenIntervalRootCharacterization|·$·(|SparseUnivariatePolynomial|·$))·(|OutputForm|))·"\\axiom{algebraicOf(char)}·is·the·external·number")))·
 64 ((|noZeroDivisors|·.·T)·(|canonicalUnitNormal|·.·T)·(|canonicalsClosed|·.·T)·(|leftUnitary|·.·T)·(|rightUnitary|·.·T)·((|commutative|·"*")·.·T)·(|unitsKnown|·.·T))·
 65 ((|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|Fraction|·(|Integer|))·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(|HasCategory|·(|Fraction|·(|Integer|))·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(OR·(|HasCategory|·(|Fraction|·(|Integer|))·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))))·
 66 (|LocalParametrizationOfSimplePointPackage|·K·|symb|·|PolyRing|·E·|ProjPt|·PCS·|Plc|)·
 67 ((|constructor|·(NIL·"This·package·is·part·of·the·PAFF·package"))·(|localize|·(((|Record|·(|:|·|fnc|·|#3|)·(|:|·|crv|·|#3|)·(|:|·|chart|·(|List|·(|Integer|))))·|#3|·|#5|·|#3|·(|Integer|))·"\\spad{localize(f,pt,crv,n)}·returns·a·record·containing·the·polynomials·\\spad{f}·and·\\spad{crv}·translate·to·the·origin·with·respect·to·\\spad{pt.}·The·last·element·of·the·records,·consisting·of·three·integers·contains·information·about·the·local·parameter·that·will·be·used·(either·\\spad{x}·or·\\spad{y):}·the·first·integer·correspond·to·the·variable·that·will·be·used·as·a·local·parameter."))·(|pointDominateBy|·((|#5|·|#7|)·"\\spad{pointDominateBy(pl)}·returns·the·projective·point·dominated·by·the·place·\\spad{pl.}"))·(|localParamOfSimplePt|·(((|List|·|#6|)·|#5|·|#3|·(|Integer|))·"\\spad{localParamOfSimplePt(pt,pol,n)}·computes·the·local·parametrization·of·the·simple·point·\\spad{pt}·on·the·curve·defined·by·pol.·This·local·parametrization·is·done·according·to·the·standard·open·affine·plane·set·by·\\spad{n}"))·(|pointToPlace|·((|#7|·|#5|·|#3|)·"\\spad{pointToPlace(pt,pol)}·takes·for·input·a·simple·point·\\spad{pt}·on·the·curve·defined·by·\\spad{pol}·and·set·the·local·parametrization·of·the·point."))·(|printInfo|·(((|Boolean|))·"\\spad{printInfo()}·returns·the·value·of·the·\\spad{printInfo}·flag.")·(((|Boolean|)·(|Boolean|))·"\\spad{printInfo(b)}·set·a·flag·such·that·when·\\spad{true}·\\spad{(b}·\\spad{<-}·true)·prints·some·information·during·some·critical·computation.")))·
84 NIL·68 NIL·
85 NIL·69 NIL·
86 (|CommuteUnivariatePolynomialCategory|·R·UP·UPUP)· 
87 ((|constructor|·(NIL·"A·package·for·swapping·the·order·of·two·variables·in·a·tower·of·two·UnivariatePolynomialCategory·extensions."))·(|swap|·((|#3|·|#3|)·"\\spad{swap(p(x,y))}·returns·p(y,x).")))·70 (|LazyStreamAggregate|·S)·
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1 (224388·.·3940021671)········1 (224388·.·3974436555)········
2 ((((|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|#1|·|#1|)·.·T)·(($·$)·OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|IntegralDomain|))))·2 ((((|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|#1|·|#1|)·.·T)·(($·$)·OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|IntegralDomain|))))·
3 (((|#2|·|#2|)·.·T))·3 (((|#2|·|#2|)·.·T))·
4 (((|#1|)·|has|·|#1|·(|CommutativeRing|)))·4 (((|#1|)·|has|·|#1|·(|CommutativeRing|)))·
5 (((|#1|)·.·T))· 
6 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·5 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·
 6 (((|#1|)·.·T))·
7 ((((|Symbol|)·|#1|)·|has|·|#1|·(|InnerEvalable|·(|Symbol|)·|#1|)))·7 ((((|Symbol|)·|#1|)·|has|·|#1|·(|InnerEvalable|·(|Symbol|)·|#1|)))·
8 ((($)·.·T)·(((|Fraction|·(|Integer|)))·|has|·|#2|·(|Algebra|·(|Fraction|·(|Integer|))))·((|#2|)·.·T))·8 ((($)·.·T)·(((|Fraction|·(|Integer|)))·|has|·|#2|·(|Algebra|·(|Fraction|·(|Integer|))))·((|#2|)·.·T))·
9 (((|#1|·|#1|)·.·T)·(($·$)·.·T)·(((|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·.·T))·9 (((|#1|·|#1|)·.·T)·(($·$)·.·T)·(((|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·.·T))·
10 (((|#1|)·|has|·|#1|·(|CommutativeRing|))·(($)·.·T))·10 (((|#1|)·|has|·|#1|·(|CommutativeRing|))·(($)·.·T))·
11 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·11 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·
12 (((|#1|·(|Fraction|·(|Integer|)))·.·T))·12 (((|#1|·(|Fraction|·(|Integer|)))·.·T))·
13 (|has|·$·(|CharacteristicZero|))· 
14 (|has|·|#1|·(|IntegralDomain|))·13 (|has|·|#1|·(|IntegralDomain|))·
 14 (|has|·$·(|CharacteristicZero|))·
15 ((((|OutputForm|))·.·T))·15 ((((|OutputForm|))·.·T))·
16 (|has|·|#1|·(|Finite|))·16 (|has|·|#1|·(|Finite|))·
17 ((((|InputForm|))·.·T))·17 ((((|InputForm|))·.·T))·
18 (|has|·|#1|·(|CharacteristicNonZero|))·18 (|has|·|#1|·(|CharacteristicNonZero|))·
19 (((|#1|·(|IndexedExponents|·|#2|))·.·T))·19 (((|#1|·(|IndexedExponents|·|#2|))·.·T))·
20 ((((|Symbol|))·|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(((|SingletonAsOrderedSet|))·.·T))·20 ((((|Symbol|))·|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(((|SingletonAsOrderedSet|))·.·T))·
21 (((|#2|)·.·T))·21 (((|#2|)·.·T))·
22 ((((|InputForm|))·|has|·|#1|·(|ConvertibleTo|·(|InputForm|))))·22 ((((|InputForm|))·|has|·|#1|·(|ConvertibleTo|·(|InputForm|))))·
23 ((((|OutputForm|))·.·T))·23 ((((|OutputForm|))·.·T))·
24 (((|#2|)·|has|·|#2|·(|Field|)))·24 (((|#2|)·|has|·|#2|·(|Field|)))·
25 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·25 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·
26 (|has|·|#2|·(|CharacteristicZero|))·26 (|has|·|#2|·(|CharacteristicZero|))·
27 ((((|Integer|)·(|DoubleFloat|))·.·T))· 
28 ((((|OutputForm|))·.·T))·27 ((((|OutputForm|))·.·T))·
 28 ((((|Integer|)·(|DoubleFloat|))·.·T))·
29 ((((|OutputForm|))·.·T))·29 ((((|OutputForm|))·.·T))·
30 (((|#1|·|#2|)·.·T))·30 (((|#1|·|#2|)·.·T))·
31 (((|#1|)·.·T))·31 (|has|·|#1|·(|CharacteristicNonZero|))·
32 ((((|Symbol|))·AND·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·32 ((((|Symbol|))·AND·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·
 33 (((|#1|)·.·T))·
33 ((((|Fraction|·(|Polynomial|·|#1|)))·.·T))·34 ((((|Fraction|·(|Polynomial|·|#1|)))·.·T))·
34 (|has|·|#1|·(|CharacteristicNonZero|))· 
35 (((|#2|)·.·T)·(($)·.·T))·35 (((|#2|)·.·T)·(($)·.·T))·
36 ((((|Integer|))·|has|·(|Fraction|·|#2|)·(|LinearlyExplicitRingOver|·(|Integer|)))·(((|Fraction|·|#2|))·.·T))· 
37 ((((|OutputForm|))·.·T))· 
38 (|has|·|#1|·(|CharacteristicNonZero|))·36 (|has|·|#1|·(|CharacteristicNonZero|))·
 37 ((((|OutputForm|))·.·T))·
 38 ((((|Integer|))·|has|·(|Fraction|·|#2|)·(|LinearlyExplicitRingOver|·(|Integer|)))·(((|Fraction|·|#2|))·.·T))·
39 (((|#1|)·OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|Ring|)))·(($)·OR·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(|has|·|#1|·(|Ring|))))·39 (((|#1|)·OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|Ring|)))·(($)·OR·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(|has|·|#1|·(|Ring|))))·
40 (((|#3|)·OR·(|has|·|#3|·(|CommutativeRing|))·(|has|·|#3|·(|Field|))·(|has|·|#3|·(|Ring|)))·(($)·|has|·|#3|·(|CommutativeRing|)))·40 (((|#3|)·OR·(|has|·|#3|·(|CommutativeRing|))·(|has|·|#3|·(|Field|))·(|has|·|#3|·(|Ring|)))·(($)·|has|·|#3|·(|CommutativeRing|)))·
41 (((|#2|·|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))))· 
42 (((|#3|·|#3|)·.·T))·41 (((|#3|·|#3|)·.·T))·
43 ((((|Fraction|·(|Integer|)))·|has|·|#2|·(|Field|))·(($)·|has|·|#2|·(|Field|)))·42 ((((|Fraction|·(|Integer|)))·|has|·|#2|·(|Field|))·(($)·|has|·|#2|·(|Field|)))·
44 (((|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))))·43 (((|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))))·
 44 (((|#2|·|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))))·
45 (((|#1|·(|Fraction|·(|Integer|)))·.·T))·45 (((|#1|·(|Fraction|·(|Integer|)))·.·T))·
46 ((((|Integer|))·.·T)·(($)·.·T)·(((|Fraction|·(|Integer|)))·.·T))·46 ((((|Integer|))·.·T)·(($)·.·T)·(((|Fraction|·(|Integer|)))·.·T))·
47 (((|#2|)·.·T)·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T))·47 (((|#2|)·.·T)·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T))·
48 ((((|OutputForm|))·OR·(|has|·|#1|·(|OrderedSet|))·(|has|·|#1|·(|SetCategory|))))·48 ((((|OutputForm|))·OR·(|has|·|#1|·(|OrderedSet|))·(|has|·|#1|·(|SetCategory|))))·
49 ((((|Integer|)·|#3|)·.·T))·49 ((((|Integer|)·|#3|)·.·T))·
50 (((|#1|·(|Vector|·|#1|)·(|Vector|·|#1|))·.·T))· 
51 (|has|·|#1|·(|IntegralDomain|))·50 (|has|·|#1|·(|IntegralDomain|))·
 51 (((|#1|·(|Vector|·|#1|)·(|Vector|·|#1|))·.·T))·
52 (((|#2|)·.·T))·52 (((|#2|)·.·T))·
53 (|has|·|#1|·(|IntegralDomain|))·53 (|has|·|#1|·(|IntegralDomain|))·
54 ((((|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|))))·54 ((((|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|))))·
55 (|has|·|#1|·(|Field|))·55 (|has|·|#1|·(|Field|))·
56 ((($·$)·.·T)·(((|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·.·T))·56 ((($·$)·.·T)·(((|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·.·T))·
57 (((|#2|·|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))))·57 (((|#2|·|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))))·
58 (((|#3|·|#3|)·AND·(|has|·|#3|·(|Evalable|·|#3|))·(|has|·|#3|·(|SetCategory|))))·58 (((|#3|·|#3|)·AND·(|has|·|#3|·(|Evalable|·|#3|))·(|has|·|#3|·(|SetCategory|))))·
59 ((((|SingletonAsOrderedSet|)·|#1|)·.·T)·(((|SingletonAsOrderedSet|)·$)·.·T)·(($·$)·.·T))·59 ((((|SingletonAsOrderedSet|)·|#1|)·.·T)·(((|SingletonAsOrderedSet|)·$)·.·T)·(($·$)·.·T))·
60 (((|#1|)·.·T)·(((|Fraction|·(|Integer|)))·OR·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(|has|·|#1|·(|Field|)))·(($)·.·T))·60 (((|#1|)·.·T)·(((|Fraction|·(|Integer|)))·OR·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(|has|·|#1|·(|Field|)))·(($)·.·T))·
61 ((((|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|))·.·T))·61 ((((|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|))·.·T))·
62 (|has|·|#1|·(|CharacteristicZero|))·62 (|has|·|#1|·(|CharacteristicZero|))·
63 ((($·$)·.·T))·63 ((($·$)·.·T))·
64 (((|#1|)·.·T))·64 (((|#1|)·.·T))·
65 ((((|OutputForm|))·.·T))· 
66 ((($)·OR·(|has|·|#1|·(|GcdDomain|))·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|PolynomialFactorizationExplicit|)))·((|#1|)·|has|·|#1|·(|CommutativeRing|))·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·65 ((($)·OR·(|has|·|#1|·(|GcdDomain|))·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|PolynomialFactorizationExplicit|)))·((|#1|)·|has|·|#1|·(|CommutativeRing|))·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·
67 ((((|InputForm|))·.·T)·(((|Pattern|·(|Integer|)))·.·T)·(((|Float|))·.·T)·(((|DoubleFloat|))·.·T))· 
68 (((|#2|)·|has|·|#2|·(|CommutativeRing|)))·66 (((|#2|)·|has|·|#2|·(|CommutativeRing|)))·
69 (|has|·|#1|·(|CharacteristicZero|))·67 ((((|InputForm|))·.·T)·(((|Pattern|·(|Integer|)))·.·T)·(((|Float|))·.·T)·(((|DoubleFloat|))·.·T))·
 68 ((((|OutputForm|))·.·T))·
70 (|has|·|#2|·(|OrderedRing|))·69 (|has|·|#2|·(|OrderedRing|))·
 70 (|has|·|#1|·(|CharacteristicZero|))·
71 (((|#1|)·.·T)·(((|Fraction|·(|Integer|)))·.·T)·(($)·.·T))·71 (((|#1|)·.·T)·(((|Fraction|·(|Integer|)))·.·T)·(($)·.·T))·
72 ((((|Integer|))·|has|·|#2|·(|PatternMatchable|·(|Integer|)))·(((|Float|))·|has|·|#2|·(|PatternMatchable|·(|Float|))))·72 ((((|Integer|))·|has|·|#2|·(|PatternMatchable|·(|Integer|)))·(((|Float|))·|has|·|#2|·(|PatternMatchable|·(|Float|))))·
73 ((($)·OR·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|GcdDomain|))·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|PolynomialFactorizationExplicit|)))·((|#1|)·|has|·|#1|·(|CommutativeRing|))·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·73 ((($)·OR·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|GcdDomain|))·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|PolynomialFactorizationExplicit|)))·((|#1|)·|has|·|#1|·(|CommutativeRing|))·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·
74 (((|#4|)·AND·(|has|·|#4|·(|Evalable|·|#4|))·(|has|·|#4|·(|SetCategory|))))·74 (((|#4|)·AND·(|has|·|#4|·(|Evalable|·|#4|))·(|has|·|#4|·(|SetCategory|))))·
75 ((((|Integer|)·(|Integer|))·.·T))·75 ((((|Integer|)·(|Integer|))·.·T))·
76 ((((|Fraction|·(|Integer|)))·OR·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(|has|·|#1|·(|Field|)))·(($)·OR·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·(((|SparseUnivariateTaylorSeries|·|#1|·|#2|·|#3|))·|has|·|#1|·(|Field|))·((|#1|)·|has|·|#1|·(|CommutativeRing|)))·76 ((((|Fraction|·(|Integer|)))·OR·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(|has|·|#1|·(|Field|)))·(($)·OR·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·(((|SparseUnivariateTaylorSeries|·|#1|·|#2|·|#3|))·|has|·|#1|·(|Field|))·((|#1|)·|has|·|#1|·(|CommutativeRing|)))·
77 (OR·(|has|·|#2|·(|GcdDomain|))·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|PolynomialFactorizationExplicit|)))·77 (OR·(|has|·|#2|·(|GcdDomain|))·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|PolynomialFactorizationExplicit|)))·
78 ((((|Integer|)·|#1|)·.·T))·78 ((((|Integer|)·|#1|)·.·T))·
79 ((((|Fraction|·(|Integer|)))·|has|·(|Fraction|·|#2|)·(|RetractableTo|·(|Fraction|·(|Integer|))))·(((|Integer|))·|has|·(|Fraction|·|#2|)·(|RetractableTo|·(|Integer|)))·(((|Fraction|·|#2|))·.·T))·79 ((((|Fraction|·(|Integer|)))·|has|·(|Fraction|·|#2|)·(|RetractableTo|·(|Fraction|·(|Integer|))))·(((|Integer|))·|has|·(|Fraction|·|#2|)·(|RetractableTo|·(|Integer|)))·(((|Fraction|·|#2|))·.·T))·
80 ((($·$)·OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|GcdDomain|))·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|PolynomialFactorizationExplicit|)))·((|#1|·|#1|)·.·T)·(((|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·80 ((($·$)·OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|GcdDomain|))·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|PolynomialFactorizationExplicit|)))·((|#1|·|#1|)·.·T)·(((|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·
81 ((($)·OR·(|has|·|#1|·(|GcdDomain|))·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|PolynomialFactorizationExplicit|)))·((|#1|)·|has|·|#1|·(|CommutativeRing|))·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·81 ((($)·OR·(|has|·|#1|·(|GcdDomain|))·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|PolynomialFactorizationExplicit|)))·((|#1|)·|has|·|#1|·(|CommutativeRing|))·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·
82 (((|#1|·|#2|·|#3|·|#4|)·.·T))·82 (((|#1|·|#2|·|#3|·|#4|)·.·T))·
83 (((|#1|·|#2|)·.·T))· 
84 ((((|Symbol|))·|has|·|#1|·(|Ring|)))·83 ((((|Symbol|))·|has|·|#1|·(|Ring|)))·
 84 (((|#1|·|#2|)·.·T))·
85 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·85 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·
86 (|has|·(|Fraction|·(|Integer|))·(|CharacteristicNonZero|))·86 (|has|·(|Fraction|·(|Integer|))·(|CharacteristicNonZero|))·
87 (((|#1|·(|Fraction|·(|Integer|))·(|SingletonAsOrderedSet|))·.·T))·87 (((|#1|·(|Fraction|·(|Integer|))·(|SingletonAsOrderedSet|))·.·T))·
88 ((((|OutputForm|))·.·T))·88 ((((|OutputForm|))·.·T))·
89 (((|#1|)·.·T))·89 (((|#1|)·.·T))·
90 (((|#1|·(|Integer|))·.·T))·90 (((|#1|·(|Integer|))·.·T))·
91 (OR·(|has|·|#1|·(|AbelianGroup|))·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(|has|·|#1|·(|Ring|)))·91 (OR·(|has|·|#1|·(|AbelianGroup|))·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(|has|·|#1|·(|Ring|)))·
Offset 95, 74 lines modifiedOffset 95, 74 lines modified
95 (((|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|))))·95 (((|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|))))·
96 ((((|Boolean|))·.·T))·96 ((((|Boolean|))·.·T))·
97 (((|#1|·(|Integer|)·(|SingletonAsOrderedSet|))·.·T))·97 (((|#1|·(|Integer|)·(|SingletonAsOrderedSet|))·.·T))·
98 ((((|OutputForm|))·.·T))·98 ((((|OutputForm|))·.·T))·
99 ((((|Integer|))·|has|·|#1|·(|LinearlyExplicitRingOver|·(|Integer|)))·((|#1|)·.·T))·99 ((((|Integer|))·|has|·|#1|·(|LinearlyExplicitRingOver|·(|Integer|)))·((|#1|)·.·T))·
100 ((($)·.·T))·100 ((($)·.·T))·
101 (((|#1|)·|has|·|#1|·(|CommutativeRing|)))·101 (((|#1|)·|has|·|#1|·(|CommutativeRing|)))·
102 (|has|·|#1|·(|Finite|))· 
103 ((((|Integer|))·.·T))·102 ((((|Integer|))·.·T))·
 103 (|has|·|#1|·(|Finite|))·
104 (((|#2|·|#2|)·.·T))·104 (((|#2|·|#2|)·.·T))·
105 ((((|OutputForm|))·OR·(|has|·|#3|·(|AbelianSemiGroup|))·(|has|·|#3|·(|CancellationAbelianMonoid|))·(|has|·|#3|·(|CommutativeRing|))·(|has|·|#3|·(|Field|))·(|has|·|#3|·(|Finite|))·(|has|·|#3|·(|Monoid|))·(|has|·|#3|·(|OrderedAbelianMonoidSup|))·(|has|·|#3|·(|OrderedRing|))·(|has|·|#3|·(|Ring|))·(|has|·|#3|·(|SetCategory|)))·(((|Vector|·|#3|))·.·T))·105 ((((|OutputForm|))·OR·(|has|·|#3|·(|AbelianSemiGroup|))·(|has|·|#3|·(|CancellationAbelianMonoid|))·(|has|·|#3|·(|CommutativeRing|))·(|has|·|#3|·(|Field|))·(|has|·|#3|·(|Finite|))·(|has|·|#3|·(|Monoid|))·(|has|·|#3|·(|OrderedAbelianMonoidSup|))·(|has|·|#3|·(|OrderedRing|))·(|has|·|#3|·(|Ring|))·(|has|·|#3|·(|SetCategory|)))·(((|Vector|·|#3|))·.·T))·
106 ((($)·OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·(((|Fraction|·(|Integer|)))·OR·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(|has|·|#1|·(|Field|)))·(((|SparseUnivariateTaylorSeries|·|#1|·|#2|·|#3|))·|has|·|#1|·(|Field|))·((|#1|)·.·T))·106 ((($)·OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·(((|Fraction|·(|Integer|)))·OR·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(|has|·|#1|·(|Field|)))·(((|SparseUnivariateTaylorSeries|·|#1|·|#2|·|#3|))·|has|·|#1|·(|Field|))·((|#1|)·.·T))·
107 ((((|InputForm|))·|has|·|#1|·(|ConvertibleTo|·(|InputForm|)))·(((|Pattern|·(|Integer|)))·|has|·|#1|·(|ConvertibleTo|·(|Pattern|·(|Integer|))))·(((|Pattern|·(|Float|)))·|has|·|#1|·(|ConvertibleTo|·(|Pattern|·(|Float|))))·(((|Float|))·|has|·|#1|·(|RealConstant|))·(((|DoubleFloat|))·|has|·|#1|·(|RealConstant|)))·107 ((((|InputForm|))·|has|·|#1|·(|ConvertibleTo|·(|InputForm|)))·(((|Pattern|·(|Integer|)))·|has|·|#1|·(|ConvertibleTo|·(|Pattern|·(|Integer|))))·(((|Pattern|·(|Float|)))·|has|·|#1|·(|ConvertibleTo|·(|Pattern|·(|Float|))))·(((|Float|))·|has|·|#1|·(|RealConstant|))·(((|DoubleFloat|))·|has|·|#1|·(|RealConstant|)))·
108 ((((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T))·108 ((((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T))·
109 (AND·(|has|·|#1|·(|Field|))·(|has|·|#2|·(|OrderedIntegralDomain|)))·109 (AND·(|has|·|#1|·(|Field|))·(|has|·|#2|·(|OrderedIntegralDomain|)))·
110 (((|#1|)·.·T))·110 (((|#1|)·.·T))·
111 (|has|·|#1|·(|IntegralDomain|))·111 (|has|·|#1|·(|IntegralDomain|))·
112 (OR·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))· 
113 ((($)·.·T))·112 ((($)·.·T))·
 113 (OR·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·
114 (|has|·|#1|·(|IntegralDomain|))·114 (|has|·|#1|·(|IntegralDomain|))·
115 ((((|InputForm|))·.·T)·(((|String|))·.·T)·(((|DoubleFloat|))·.·T)·(((|Float|))·.·T)·(((|Pattern|·(|Float|)))·.·T))·115 ((((|InputForm|))·.·T)·(((|String|))·.·T)·(((|DoubleFloat|))·.·T)·(((|Float|))·.·T)·(((|Pattern|·(|Float|)))·.·T))·
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1 (5966021·.·3940021671)·······1 (5966021·.·3974436555)·······
2 ((|createThreeSpace|·(((|ThreeSpace|·(|DoubleFloat|)))·8)))· 
3 (((|TopLevelThreeSpace|)·(CATEGORY·|package|·(SIGNATURE·|createThreeSpace|·((|ThreeSpace|·(|DoubleFloat|))))))·(T·|TopLevelThreeSpace|))· 
4 ((|createThreeSpace|·(*1·*2)·(AND·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|TopLevelThreeSpace|)))))· 
5 (CATEGORY·|package|·(SIGNATURE·|createThreeSpace|·((|ThreeSpace|·(|DoubleFloat|)))))· 
6 ((|squareFree|·(((|Factored|·|#1|)·|#1|)·18))·(|factor|·(((|Factored|·|#1|)·|#1|)·32))·(|PollardSmallFactor|·(((|Union|·|#1|·"failed")·|#1|)·43))·(|BasicMethod|·(((|Factored|·|#1|)·|#1|)·49)))· 
7 (((|IntegerFactorizationPackage|·|#1|)·(CATEGORY·|package|·(SIGNATURE·|factor|·((|Factored|·|#1|)·|#1|))·(SIGNATURE·|squareFree|·((|Factored|·|#1|)·|#1|))·(SIGNATURE·|BasicMethod|·((|Factored|·|#1|)·|#1|))·(SIGNATURE·|PollardSmallFactor|·((|Union|·|#1|·"failed")·|#1|)))·(|IntegerNumberSystem|))·(T·|IntegerFactorizationPackage|))· 
8 ((|PollardSmallFactor|·(*1·*2·*2)·(|partial|·AND·(|isDomain|·*1·(|IntegerFactorizationPackage|·*2))·(|ofCategory|·*2·(|IntegerNumberSystem|))))·(|BasicMethod|·(*1·*2·*3)·(AND·(|isDomain|·*2·(|Factored|·*3))·(|isDomain|·*1·(|IntegerFactorizationPackage|·*3))·(|ofCategory|·*3·(|IntegerNumberSystem|))))·(|squareFree|·(*1·*2·*3)·(AND·(|isDomain|·*2·(|Factored|·*3))·(|isDomain|·*1·(|IntegerFactorizationPackage|·*3))·(|ofCategory|·*3·(|IntegerNumberSystem|))))·(|factor|·(*1·*2·*3)·(AND·(|isDomain|·*2·(|Factored|·*3))·(|isDomain|·*1·(|IntegerFactorizationPackage|·*3))·(|ofCategory|·*3·(|IntegerNumberSystem|)))))· 
9 (CATEGORY·|package|·(SIGNATURE·|factor|·((|Factored|·|#1|)·|#1|))·(SIGNATURE·|squareFree|·((|Factored|·|#1|)·|#1|))·(SIGNATURE·|BasicMethod|·((|Factored|·|#1|)·|#1|))·(SIGNATURE·|PollardSmallFactor|·((|Union|·|#1|·"failed")·|#1|)))· 
10 ((|outputAsFortran|·(((|Void|)·$)·63))·(|coerce|·(((|OutputForm|)·$)·57)·(($·(|Matrix|·(|MachineFloat|)))·49)·(($·(|List|·(|FortranCode|)))·48)·(($·(|FortranCode|))·55)·(($·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·53)))· 
11 (((|Asp27|·|#1|)·(|FortranMatrixCategory|)·(|Symbol|))·(T·|Asp27|))·2 ((~=·(((|Boolean|)·$·$)·18·(|has|·|#1|·(|SetCategory|))))·(|size?|·(((|Boolean|)·$·(|NonNegativeInteger|))·8))·(|sample|·(($)·7·T·CONST))·(|parts|·(((|List|·|#1|)·$)·30·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|more?|·(((|Boolean|)·$·(|NonNegativeInteger|)[·...·truncated·by·diffoscope;·len:·1728,·SHA:·9918aa051c925edaafeffc26493e43d035dc1889163aceb986bf27c2a8e7a713·...·]))·
 3 (((|BagAggregate|·|#1|)·(|Category|)·(|Type|))·(T·|BagAggregate|))·
 4 ((|bag|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|Type|))·(|ofCategory|·*1·(|BagAggregate|·*3))))·(|extract!|·(*1·*2·*1)·(AND·(|ofCategory|·*1·(|BagAggregate|·*2))·(|ofCategory|·*2·(|Type|))))·(|insert!|·(*1·*1·*2·*1)·(AND·(|ofCategory|·*1·(|BagAggregate|·*2))·(|ofCategory|·*2·(|Type|))))·(|inspect|·(*1·*2·*1)·(AND·(|ofCategory|·*1·(|BagAggregate|·*2))·(|ofCategory|·*2·(|Type|)))))·
 5 (|Join|·(|HomogeneousAggregate|·|t#1|)·(CATEGORY·|domain|·(ATTRIBUTE·|shallowlyMutable|)·(SIGNATURE·|bag|·($·(|List|·|t#1|)))·(SIGNATURE·|extract!|·(|t#1|·$))·(SIGNATURE·|insert!|·($·|t#1|·$))·(SIGNATURE·|inspect|·(|t#1|·$))))·
 6 (((|Aggregate|)·.·T)·((|BasicType|)·|has|·|#1|·(|SetCategory|))·((|CoercibleTo|·(|OutputForm|))·|has|·|#1|·(|SetCategory|))·((|Evalable|·|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|)))·((|HomogeneousAggregate|·|#1|)·.·T)·((|InnerEvalable|·|#1|·|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|)))·((|SetCategory|)·|has|·|#1|·(|SetCategory|))·((|Type|)·.·T))·
 7 ((~=·(((|Boolean|)·$·$)·NIL))·(|retract|·(((|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))·$)·9))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|coerce|·(((|OutputForm|)·$)·11)·(($·(|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·8))·(=·(((|Boolean|)·$·$)·NIL)))·
 8 (((|NumericalODEProblem|)·(|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·(|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))))·(SIGNATURE·|coerce|·((|OutputForm|)·$))·(SIGNATURE·|retract|·((|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))·$)))))·(T·|NumericalODEProblem|))·
 9 ((|coerce|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|NumericalODEProblem|))))·(|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*1·(|NumericalODEProblem|))))·(|retract|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*1·(|NumericalODEProblem|)))))·
 10 (|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·(|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))))·(SIGNATURE·|coerce|·((|OutputForm|)·$))·(SIGNATURE·|retract|·((|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))·$))))·
 11 ((|s21bdf|·(((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|))·62))·(|s21bcf|·(((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|))·61))·(|s21bbf|·(((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|))·60))·(|s21baf|·(((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|))·59))·(|s20adf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·58))·(|s20acf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·57))·(|s19adf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·56))·(|s19acf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·55))·(|s19abf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·54))·(|s19aaf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·53))·(|s18def|·(((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|))·52))·(|s18dcf|·(((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|))·51))·(|s18aff|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·50))·(|s18aef|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·49))·(|s18adf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·48))·(|s18acf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·47))·(|s17dlf|·(((|Result|)·(|Integer|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|))·46))·(|s17dhf|·(((|Result|)·(|String|)·(|Complex|·(|DoubleFloat|))·(|String|)·(|Integer|))·45))·(|s17dgf|·(((|Result|)·(|String|)·(|Complex|·(|DoubleFloat|))·(|String|)·(|Integer|))·44))·(|s17def|·(((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|))·43))·(|s17dcf|·(((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|))·42))·(|s17akf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·39))·(|s17ajf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·38))·(|s17ahf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·37))·(|s17agf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·36))·(|s17aff|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·35))·(|s17aef|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·34))·(|s17adf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·33))·(|s17acf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·32))·(|s15aef|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·31))·(|s15adf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·30))·(|s14baf|·(((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|))·29))·(|s14abf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·28))·(|s14aaf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·27))·(|s13adf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·26))·(|s13acf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·25))·(|s13aaf|·(((|Result|)·(|DoubleFloat|)·(|Integer|))·24))·(|s01eaf|·(((|Result|)·(|Complex|·(|DoubleFloat|))·(|Integer|))·20)))·
 12 (((|NagSpecialFunctionsPackage|)·(CATEGORY·|package|·(SIGNATURE·|s01eaf|·((|Result|)·(|Complex|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|s13aaf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s13acf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s13adf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s14aaf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s14abf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s14baf|·((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s15adf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s15aef|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17acf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17adf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17aef|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17aff|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17agf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17ahf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17ajf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17akf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17dcf|·((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|)))·(SIGNATURE·|s17def|·((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|)))·(SIGNATURE·|s17dgf|·((|Result|)·(|String|)·(|Complex|·(|DoubleFloat|))·(|String|)·(|Integer|)))·(SIGNATURE·|s17dhf|·((|Result|)·(|String|)·(|Complex|·(|DoubleFloat|))·(|String|)·(|Integer|)))·(SIGNATURE·|s17dlf|·((|Result|)·(|Integer|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|)))·(SIGNATURE·|s18acf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s18adf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s18aef|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s18aff|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s18dcf|·((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|)))·(SIGNATURE·|s18def|·((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|)))·(SIGNATURE·|s19aaf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s19abf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s19acf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s19adf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s20acf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s20adf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s21baf|·((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s21bbf|·((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s21bcf|·((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s21bdf|·((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|)))))·(T·|NagSpecialFunctionsPackage|))·
 13 ((|s21bdf|·(*1·*2·*3·*3·*3·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s21bcf|·(*1·*2·*3·*3·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s21bbf|·(*1·*2·*3·*3·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s21baf|·(*1·*2·*3·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s20adf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s20acf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s19adf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s19acf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s19abf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s19aaf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s18def|·(*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|))))·(|s18dcf|·(*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|))))·(|s18aff|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s18aef|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s18adf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s18acf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s17dlf|·(*1·*2·*3·*4·*5·*3·*6·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*5·(|Complex|·(|DoubleFloat|)))·(|isDomain|·*6·(|String|))·(|isDomain|·*4·(|DoubleFloat|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s17dhf|·(*1·*2·*3·*4·*3·*5)·(AND·(|isDomain|·*3·(|String|))·(|isDomain|·*4·(|Complex|·(|DoubleFloat|)))·(|isDomain|·*5·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s17dgf|·(*1·*2·*3·*4·*3·*5)·(AND·(|isDomain|·*3·(|String|))·(|isDomain|·*4·(|Complex|·(|DoubleFloat|)))·(|isDomain|·*5·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s17def|·(*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|))))·(|s17dcf|·(*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|))))·(|s17akf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s17ajf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s17ahf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s17agf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s17aff|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s17aef|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s17adf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s17acf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s15aef|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s15adf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s14baf|·(*1·*2·*3·*3·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s14abf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s14aaf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s13adf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s13acf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s13aaf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|))))·(|s01eaf|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Complex|·(|DoubleFloat|)))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·
 14 (CATEGORY·|package|·(SIGNATURE·|s01eaf|·((|Result|)·(|Complex|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|s13aaf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s13acf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s13adf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s14aaf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s14abf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s14baf|·((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s15adf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s15aef|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17acf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17adf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17aef|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17aff|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17agf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17ahf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17ajf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17akf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s17dcf|·((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|)))·(SIGNATURE·|s17def|·((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|)))·(SIGNATURE·|s17dgf|·((|Result|)·(|String|)·(|Complex|·(|DoubleFloat|))·(|String|)·(|Integer|)))·(SIGNATURE·|s17dhf|·((|Result|)·(|String|)·(|Complex|·(|DoubleFloat|))·(|String|)·(|Integer|)))·(SIGNATURE·|s17dlf|·((|Result|)·(|Integer|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|)))·(SIGNATURE·|s18acf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s18adf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s18aef|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s18aff|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s18dcf|·((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|)))·(SIGNATURE·|s18def|·((|Result|)·(|DoubleFloat|)·(|Complex|·(|DoubleFloat|))·(|Integer|)·(|String|)·(|Integer|)))·(SIGNATURE·|s19aaf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s19abf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s19acf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s19adf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s20acf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s20adf|·((|Result|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s21baf|·((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s21bbf|·((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s21bcf|·((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|)))·(SIGNATURE·|s21bdf|·((|Result|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|))))·
 15 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·26))·(|terms|·(((|List|·(|Record|·(|:|·|coef|·|#1|)·(|:|·|monom|·|#2|)))·$)·27))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|size|·(((|NonNegativeInteger|))·20·(AND·(|has|·|#2|·(|Finite|))·(|has|·|#1|·(|Finite|)))))·(|sample|·(($)·NIL·T·CONST))·(|retractIfCan|·(((|Union|·|#2|·"failed")·$)·55)·(((|Union|·|#1|·"failed")·$)·58))·(|retract|·((|#2|·$)·NIL)·((|#1|·$)·NIL))·(|reductum|·(($·$)·75·(|has|·|#2|·(|OrderedSet|))))·(|recip|·(((|Union|·$·"failed")·$)·62))·(|random|·(($)·33·(AND·(|has|·|#2|·(|Finite|))·(|has|·|#1|·(|Finite|)))))·(|one?|·(((|Boolean|)·$)·NIL))·(|numberOfMonomials|·(((|NonNegativeInteger|)·$)·53))·(|monomials|·(((|List|·$)·$)·37))·(|monomial?|·(((|Boolean|)·$)·NIL))·(|monomial|·(($·|#1|·|#2|)·16))·(|map|·(($·(|Mapping|·|#1|·|#1|)·$)·52))·(|lookup|·(((|PositiveInteger|)·$)·30·(AND·(|has|·|#2|·(|Finite|))·(|has|·|#1|·(|Finite|)))))·(|leadingMonomial|·((|#2|·$)·74·(|has|·|#2|·(|OrderedSet|))))·(|leadingCoefficient|·((|#1|·$)·73·(|has|·|#2|·(|OrderedSet|))))·(|latex|·(((|String|)·$)·NIL))·(|index|·(($·(|PositiveInteger|))·25·(AND·(|has|·|#2|·(|Finite|))·(|has|·|#1|·(|Finite|)))))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|enumerate|·(((|List|·$))·NIL·(AND·(|has|·|#2|·(|Finite|))·(|has|·|#1|·(|Finite|)))))·(|coerce|·(((|OutputForm|)·$)·72)·(($·(|Integer|))·44)·(($·|#2|)·40)·(($·|#1|)·41)·(($·(|List|·(|Record|·(|:|·|coef|·|#1|)·(|:|·|monom|·|#2|))))·11))·(|coefficients|·(((|List|·|#1|)·$)·39))·(|coefficient|·((|#1|·$·|#2|)·83))·(|charthRoot|·(((|Union|·$·"failed")·$)·NIL·(|has|·|#1|·(|CharacteristicNonZero|))))·(|characteristic|·(((|NonNegativeInteger|))·NIL))·(^·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(|Zero|·(($)·12·T·CONST))·(|One|·(($)·31·T·CONST))·(=·(((|Boolean|)·$·$)·76))·(-·(($·$)·46)·(($·$·$)·NIL))·(+·(($·$·$)·24))·(**·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|Integer|)·$)·50)·(($·$·$)·85)·(($·|#1|·$)·48·(|has|·|#1|·(|CommutativeRing|)))·(($·$·|#1|)·NIL·(|has|·|#1|·(|CommutativeRing|)))))·
 16 (((|MonoidRing|·|#1|·|#2|)·(|Join|·(|Ring|)·(|RetractableTo|·|#2|)·(|RetractableTo|·|#1|)·(CATEGORY·|domain|·(SIGNATURE·|monomial|·($·|#1|·|#2|))·(SIGNATURE·|coefficient|·(|#1|·$·|#2|))·(SIGNATURE·|coerce|·($·(|List|·(|Record|·(|:|·|coef|·|#1|)·(|:|·|monom|·|#2|)))))·(SIGNATURE·|terms|·((|List|·(|Record|·(|:|·|coef|·|#1|)·(|:|·|monom|·|#2|)))·$))·(SIGNATURE·|map|·($·(|Mapping|·|#1|·|#1|)·$))·(SIGNATURE·|monomial?|·((|Boolean|)·$))·(SIGNATURE·|coefficients|·((|List|·|#1|)·$))·(SIGNATURE·|monomials|·((|List|·$)·$))·(SIGNATURE·|numberOfMonomials|·((|NonNegativeInteger|)·$))·(IF·(|has|·|#1|·(|CharacteristicZero|))·(ATTRIBUTE·(|CharacteristicZero|))·|noBranch|)·(IF·(|has|·|#1|·(|CharacteristicNonZero|))·(ATTRIBUTE·(|CharacteristicNonZero|))·|noBranch|)·(IF·(|has|·|#1|·(|CommutativeRing|))·(ATTRIBUTE·(|Algebra|·|#1|))·|noBranch|)·(IF·(|has|·|#1|·(|Finite|))·(IF·(|has|·|#2|·(|Finite|))·(ATTRIBUTE·(|Finite|))·|noBranch|)·|noBranch|)·(IF·(|has|·|#2|·(|OrderedSet|))·(PROGN·(SIGNATURE·|leadingMonomial|·(|#2|·$))·(SIGNATURE·|leadingCoefficient|·(|#1|·$))·(SIGNATURE·|reductum|·($·$)))·|noBranch|)))·(|Ring|)·(|Monoid|))·(T·|MonoidRing|))·
 17 ((|monomial|·(*1·*1·*2·*3)·(AND·(|isDomain|·*1·(|MonoidRing|·*2·*3))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*3·(|Monoid|))))·(|coefficient|·(*1·*2·*1·*3)·(AND·(|ofCategory|·*2·(|Ring|))·(|isDomain|·*1·(|MonoidRing|·*2·*3))·(|ofCategory|·*3·(|Monoid|))))·(|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Record|·(|:|·|coef|·*3)·(|:|·|monom|·*4))))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|Monoid|))·(|isDomain|·*1·(|MonoidRing|·*3·*4))))·(|terms|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|Record|·(|:|·|coef|·*3)·(|:|·|monom|·*4))))·(|isDomain|·*1·(|MonoidRing|·*3·*4))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|Monoid|))))·(|map|·(*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|MonoidRing|·*3·*4))·(|ofCategory|·*4·(|Monoid|))))·(|monomial?|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|MonoidRing|·*3·*4))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|Monoid|))))·(|coefficients|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·*3))·(|isDomain|·*1·(|MonoidRing|·*3·*4))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|Monoid|))))·(|monomials|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|MonoidRing|·*3·*4)))·(|isDomain|·*1·(|MonoidRing|·*3·*4))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|Monoid|))))·(|numberOfMonomials|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|MonoidRing|·*3·*4))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|Monoid|))))·(|leadingMonomial|·(*1·*2·*1)·(AND·(|ofCategory|·*2·(|Monoid|))·(|ofCategory|·*2·(|OrderedSet|))·(|isDomain|·*1·(|MonoidRing|·*3·*2))·(|ofCategory|·*3·(|Ring|))))·(|leadingCoefficient|·(*1·*2·*1)·(AND·(|ofCategory|·*2·(|Ring|))·(|isDomain|·*1·(|MonoidRing|·*2·*3))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*3·(|Monoid|))))·(|reductum|·(*1·*1·*1)·(AND·(|isDomain|·*1·(|MonoidRing|·*2·*3))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*3·(|Monoid|)))))·
 18 (|Join|·(|Ring|)·(|RetractableTo|·|#2|)·(|RetractableTo|·|#1|)·(CATEGORY·|domain|·(SIGNATURE·|monomial|·($·|#1|·|#2|))·(SIGNATURE·|coefficient|·(|#1|·$·|#2|))·(SIGNATURE·|coerce|·($·(|List|·(|Record|·(|:|·|coef|·|#1|)·(|:|·|monom|·|#2|)))))·(SIGNATURE·|terms|·((|List|·(|Record|·(|:|·|coef|·|#1|)·(|:|·|monom|·|#2|)))·$))·(SIGNATURE·|map|·($·(|Mapping|·|#1|·|#1|)·$))·(SIGNATURE·|monomial?|·((|Boolean|)·$))·(SIGNATURE·|coefficients|·((|List|·|#1|)·$))·(SIGNATURE·|monomials|·((|List|·$)·$))·(SIGNATURE·|numberOfMonomials|·((|NonNegativeInteger|)·$))·(IF·(|has|·|#1|·(|CharacteristicZero|))·(ATTRIBUTE·(|CharacteristicZero|))·|noBranch|)·(IF·(|has|·|#1|·(|CharacteristicNonZero|))·(ATTRIBUTE·(|CharacteristicNonZero|))·|noBranch|)·(IF·(|has|·|#1|·(|CommutativeRing|))·(ATTRIBUTE·(|Algebra|·|#1|))·|noBranch|)·(IF·(|has|·|#1|·(|Finite|))·(IF·(|has|·|#2|·(|Finite|))·(ATTRIBUTE·(|Finite|))·|noBranch|)·|noBranch|)·(IF·(|has|·|#2|·(|OrderedSet|))·(PROGN·(SIGNATURE·|leadingMonomial|·(|#2|·$))·(SIGNATURE·|leadingCoefficient|·(|#1|·$))·(SIGNATURE·|reductum|·($·$)))·|noBranch|)))·
 19 ((~=·(((|Boolean|)·$·$)·7))·(|zero?|·(((|Boolean|)·$)·15))·(|variables|·(((|List|·(|SingletonAsOrderedSet|))·$)·70))·(|variable|·(((|Symbol|)·$)·98))·(|unitNormal|·(((|Record|·(|:|·|unit|·$)·(|:|·|canonical|·$)·(|:|·|associate|·$))·$)·50·(|has|·|#1|·(|IntegralDomain|))))·(|unitCanonical|·(($·$)·51·(|has|·|#1|·(|IntegralDomain|))))·(|unit?|·(((|Boolean|)·$)·53·(|has|·|#1|·(|IntegralDomain|))))·(|truncate|·(($·$·(|NonNegativeInteger|))·93)·(($·$·(|NonNegativeInteger|)·(|NonNegativeInteger|))·92))·(|terms|·(((|Stream|·(|Record|·(|:|·|k|·(|NonNegativeInteger|))·(|:|·|c|·|#1|)))·$)·100))·(|tanh|·(($·$)·127·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|tan|·(($·$)·110·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·18))·(|sqrt|·(($·$)·109·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|sinh|·(($·$)·126·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|sin|·(($·$)·111·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|series|·(($·(|Stream|·(|Record|·(|:|·|k|·(|NonNegativeInteger|))·(|:|·|c|·|#1|))))·147)·(($·(|Stream|·|#1|))·145))·(|sech|·(($·$)·125·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|sec|·(($·$)·112·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|sample|·(($)·16·T·CONST))·(|reductum|·(($·$)·59))·(|recip|·(((|Union|·$·"failed")·$)·33))·(|quoByVar|·(($·$)·144))·(|polynomial|·(((|Polynomial|·|#1|)·$·(|NonNegativeInteger|))·142)·(((|Polynomial|·|#1|)·$·(|NonNegativeInteger|)·(|NonNegativeInteger|))·141))·(|pole?|·(((|Boolean|)·$)·69))·(|pi|·(($)·137·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|order|·(((|NonNegativeInteger|)·$)·95)·(((|NonNegativeInteger|)·$·(|NonNegativeInteger|))·94))·(|one?|·(((|Boolean|)·$)·30))·(|nthRoot|·(($·$·(|Integer|))·108·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|multiplyExponents|·(($·$·(|PositiveInteger|))·96))·(|multiplyCoefficients|·(($·(|Mapping|·|#1|·(|Integer|))·$)·143))·(|monomial?|·(((|Boolean|)·$)·61))·(|monomial|·(($·|#1|·(|NonNegativeInteger|))·60)·(($·$·(|SingletonAsOrderedSet|)·(|NonNegativeInteger|))·72)·(($·$·(|List|·(|SingletonAsOrderedSet|))·(|List|·(|NonNegativeInteger|)))·71))·(|map|·(($·(|Mapping|·|#1|·|#1|)·$)·62))·(|log|·(($·$)·134·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|leadingMonomial|·(($·$)·64))·(|leadingCoefficient|·((|#1|·$)·65))·(|latex|·(((|String|)·$)·9))·(|integrate|·(($·$)·139·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·(($·$·(|Symbol|))·138·(OR·(AND·(|has|·|#1|·(|AlgebraicallyClosedFunctionSpace|·(|Integer|)))·(|has|·|#1|·(|PrimitiveFunctionCategory|))·(|has|·|#1|·(|TranscendentalFunctionCategory|))·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·(AND·(|has|·|#1|·(SIGNATURE·|variables|·((|List|·(|Symbol|))·|#1|)))·(|has|·|#1|·(SIGNATURE·|integrate|·(|#1|·|#1|·(|Symbol|))))·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))))·(|hash|·(((|SingleInteger|)·$)·10))·(|extend|·(($·$·(|NonNegativeInteger|))·90))·(|exquo|·(((|Union|·$·"failed")·$·$)·49·(|has|·|#1|·(|IntegralDomain|))))·(|exp|·(($·$)·135·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|eval|·(((|Stream|·|#1|)·$·|#1|)·89·(|has|·|#1|·(SIGNATURE·**·(|#1|·|#1|·(|NonNegativeInteger|))))))·(|elt|·((|#1|·$·(|NonNegativeInteger|))·99)·(($·$·$)·76·(|has|·(|NonNegativeInteger|)·(|SemiGroup|))))·(|differentiate|·(($·$·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|)))·84·(AND·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))))·(($·$·(|Symbol|)·(|NonNegativeInteger|))·83·(AND·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))))·(($·$·(|List|·(|Symbol|)))·82·(AND·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))))·(($·$·(|Symbol|))·81·(AND·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))))·(($·$·(|NonNegativeInteger|))·79·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|))))·(($·$)·77·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))))·(|degree|·(((|NonNegativeInteger|)·$)·63))·(|csch|·(($·$)·124·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|csc|·(($·$)·113·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|coth|·(($·$)·123·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|cot|·(($·$)·114·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|cosh|·(($·$)·122·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|cos|·(($·$)·115·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|complete|·(($·$)·68))·(|coerce|·(((|OutputForm|)·$)·11)·(($·(|Integer|))·27)·(($·(|Fraction|·(|Integer|)))·56·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·(($·$)·48·(|has|·|#1|·(|IntegralDomain|)))·(($·|#1|)·46·(|has|·|#1|·(|CommutativeRing|))))·(|coefficients|·(((|Stream|·|#1|)·$)·146))·(|coefficient|·((|#1|·$·(|NonNegativeInteger|))·58))·(|charthRoot|·(((|Union|·$·"failed")·$)·47·(|has|·|#1|·(|CharacteristicNonZero|))))·(|characteristic|·(((|NonNegativeInteger|))·28))·(|center|·((|#1|·$)·97))·(|atanh|·(($·$)·133·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|atan|·(($·$)·121·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|associates?|·(((|Boolean|)·$·$)·52·(|has|·|#1|·(|IntegralDomain|))))·(|asinh|·(($·$)·132·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|asin|·(($·$)·120·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|asech|·(($·$)·131·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|asec|·(($·$)·119·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|approximate|·((|#1|·$·(|NonNegativeInteger|))·91·(AND·(|has|·|#1|·(SIGNATURE·**·(|#1|·|#1|·(|NonNegativeInteger|))))·(|has|·|#1|·(SIGNATURE·|coerce|·(|#1|·(|Symbol|)))))))·(|acsch|·(($·$)·130·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|acsc|·(($·$)·118·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|acoth|·(($·$)·129·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|acot|·(($·$)·117·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|acosh|·(($·$)·128·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(|acos|·(($·$)·116·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(^·(($·$·(|PositiveInteger|))·25)·(($·$·(|NonNegativeInteger|))·32))·(|Zero|·(($)·17·T·CONST))·(|One|·(($)·29·T·CONST))·(D·(($·$·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|)))·88·(AND·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))))·(($·$·(|Symbol|)·(|NonNegativeInteger|))·87·(AND·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))))·(($·$·(|List|·(|Symbol|)))·86·(AND·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))))·(($·$·(|Symbol|))·85·(AND·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))))·(($·$·(|NonNegativeInteger|))·80·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|))))·(($·$)·78·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))))·(=·(((|Boolean|)·$·$)·6))·(/·(($·$·|#1|)·57·(|has|·|#1|·(|Field|))))·(-·(($·$)·21)·(($·$·$)·20))·(+·(($·$·$)·13))·(**·(($·$·(|PositiveInteger|))·24)·(($·$·(|NonNegativeInteger|))·31)·(($·$·|#1|)·140·(|has|·|#1|·(|Field|)))·(($·$·$)·136·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·(($·$·(|Fraction|·(|Integer|)))·107·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))))·(*·(($·(|PositiveInteger|)·$)·12)·(($·(|NonNegativeInteger|)·$)·14)·(($·(|Integer|)·$)·19)·(($·$·$)·23)·(($·$·|#1|)·67)·(($·|#1|·$)·66)·(($·(|Fraction|·(|Integer|))·$)·55·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·(($·$·(|Fraction|·(|Integer|)))·54·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))))·
 20 (((|UnivariateTaylorSeriesCategory|·|#1|)·(|Category|)·(|Ring|))·(T·|UnivariateTaylorSeriesCategory|))·
 21 ((|series|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Stream|·(|Record|·(|:|·|k|·(|NonNegativeInteger|))·(|:|·|c|·*3))))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*1·(|UnivariateTaylorSeriesCategory|·*3))))·(|coefficients|·(*1·*2·*1)·(AND·(|ofCategory|·*1·(|UnivariateTaylorSeriesCategory|·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*2·(|Stream|·*3))))·(|series|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*1·(|UnivariateTaylorSeriesCategory|·*3))))·(|quoByVar|·(*1·*1·*1)·(AND·(|ofCategory|·*1·(|UnivariateTaylorSeriesCategory|·*2))·(|ofCategory|·*2·(|Ring|))))·(|multiplyCoefficients|·(*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·(|Integer|)))·(|ofCategory|·*1·(|UnivariateTaylorSeriesCategory|·*3))·(|ofCategory|·*3·(|Ring|))))·(|polynomial|·(*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofCategory|·*1·(|UnivariateTaylorSeriesCategory|·*4))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*2·(|Polynomial|·*4))))·(|polynomial|·(*1·*2·*1·*3·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofCategory|·*1·(|UnivariateTaylorSeriesCategory|·*4))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*2·(|Polynomial|·*4))))·(**·(*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|UnivariateTaylorSeriesCategory|·*2))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*2·(|Field|))))·(|integrate|·(*1·*1·*1)·(AND·(|ofCategory|·*1·(|UnivariateTaylorSeriesCategory|·*2))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*2·(|Algebra|·(|Fraction|·(|Integer|))))))·(|integrate|·(*1·*1·*1·*2)·(OR·(AND·(|isDomain|·*2·(|Symbol|))·(|ofCategory|·*1·(|UnivariateTaylorSeriesCategory|·*3))·(|ofCategory|·*3·(|Ring|))·(AND·(|ofCategory|·*3·(|AlgebraicallyClosedFunctionSpace|·(|Integer|)))·(|ofCategory|·*3·(|PrimitiveFunctionCategory|))·(|ofCategory|·*3·(|TranscendentalFunctionCategory|))·(|ofCategory|·*3·(|Algebra|·(|Fraction|·(|Integer|))))))·(AND·(|isDomain|·*2·(|Symbol|))·(|ofCategory|·*1·(|UnivariateTaylorSeriesCategory|·*3))·(|ofCategory|·*3·(|Ring|))·(AND·(|has|·*3·(SIGNATURE·|variables|·((|List|·*2)·*3)))·(|has|·*3·(SIGNATURE·|integrate|·(*3·*3·*2)))·(|ofCategory|·*3·(|Algebra|·(|Fraction|·(|Integer|)))))))))·
 22 (|Join|·(|UnivariatePowerSeriesCategory|·|t#1|·(|NonNegativeInteger|))·(CATEGORY·|domain|·(SIGNATURE·|series|·($·(|Stream|·(|Record|·(|:|·|k|·(|NonNegativeInteger|))·(|:|·|c|·|t#1|)))))·(SIGNATURE·|coefficients|·((|Stream|·|t#1|)·$))·(SIGNATURE·|series|·($·(|Stream|·|t#1|)))·(SIGNATURE·|quoByVar|·($·$))·(SIGNATURE·|multiplyCoefficients|·($·(|Mapping|·|t#1|·(|Integer|))·$))·(SIGNATURE·|polynomial|·((|Polynomial|·|t#1|)·$·(|NonNegativeInteger|)))·(SIGNATURE·|polynomial|·((|Polynomial|·|t#1|)·$·(|NonNegativeInteger|)·(|NonNegativeInteger|)))·(IF·(|has|·|t#1|·(|Field|))·(SIGNATURE·**·($·$·|t#1|))·|noBranch|)·(IF·(|has|·|t#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(PROGN·(SIGNATURE·|integrate|·($·$))·(IF·(|has|·|t#1|·(SIGNATURE·|integrate|·(|t#1|·|t#1|·(|Symbol|))))·(IF·(|has|·|t#1|·(SIGNATURE·|variables|·((|List|·(|Symbol|))·|t#1|)))·(SIGNATURE·|integrate|·($·$·(|Symbol|)))·|noBranch|)·|noBranch|)·(IF·(|has|·|t#1|·(|TranscendentalFunctionCategory|))·(IF·(|has|·|t#1|·(|PrimitiveFunctionCategory|))·(IF·(|has|·|t#1|·(|AlgebraicallyClosedFunctionSpace|·(|Integer|)))·(SIGNATURE·|integrate|·($·$·(|Symbol|)))·|noBranch|)·|noBranch|)·|noBranch|)·(ATTRIBUTE·(|RadicalCategory|))·(ATTRIBUTE·(|TranscendentalFunctionCategory|)))·|noBranch|)))·
 23 (((|AbelianGroup|)·.·T)·((|AbelianMonoid|)·.·T)·((|AbelianMonoidRing|·|#1|·(|NonNegativeInteger|))·.·T)·((|AbelianSemiGroup|)·.·T)·((|Algebra|·(|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|Algebra|·|#1|)·|has|·|#1|·(|CommutativeRing|))·((|Algebra|·$)·|has|·|#1|·(|IntegralDomain|))·((|ArcHyperbolicFunctionCategory|)·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|ArcTrigonometricFunctionCategory|)·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|BasicType|)·.·T)·((|BiModule|·(|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|BiModule|·|#1|·|#1|)·.·T)·((|BiModule|·$·$)·OR·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|CommutativeRing|)))·((|CancellationAbelianMonoid|)·.·T)·((|CharacteristicNonZero|)·|has|·|#1|·(|CharacteristicNonZero|))·((|CharacteristicZero|)·|has|·|#1|·(|CharacteristicZero|))·((|CoercibleTo|·(|OutputForm|))·.·T)·((|CommutativeRing|)·OR·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|CommutativeRing|)))·((|DifferentialRing|)·|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))·((|ElementaryFunctionCategory|)·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|Eltable|·$·$)·|has|·(|NonNegativeInteger|)·(|SemiGroup|))·((|EntireRing|)·|has|·|#1|·(|IntegralDomain|))·((|HyperbolicFunctionCategory|)·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|IntegralDomain|)·|has|·|#1|·(|IntegralDomain|))·((|LeftModule|·(|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|LeftModule|·|#1|)·.·T)·((|LeftModule|·$)·.·T)·((|Module|·(|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|Module|·|#1|)·|has|·|#1|·(|CommutativeRing|))·((|Module|·$)·|has|·|#1|·(|IntegralDomain|))·((|Monoid|)·.·T)·((|PartialDifferentialRing|·(|Symbol|))·AND·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|))))·((|PowerSeriesCategory|·|#1|·(|NonNegativeInteger|)·(|SingletonAsOrderedSet|))·.·T)·((|RadicalCategory|)·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|RightModule|·(|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|RightModule|·|#1|)·.·T)·((|RightModule|·$)·OR·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|CommutativeRing|)))·((|Ring|)·.·T)·((|Rng|)·.·T)·((|SemiGroup|)·.·T)·((|SetCategory|)·.·T)·((|TranscendentalFunctionCategory|)·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|TrigonometricFunctionCategory|)·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|UnivariatePowerSeriesCategory|·|#1|·(|NonNegativeInteger|))·.·T))·
 24 ((|rightPower|·(($·$·(|PositiveInteger|))·12))·(|leftPower|·(($·$·(|PositiveInteger|))·13))·(**·(($·$·(|PositiveInteger|))·10)))·
 25 (((|Monad&|·|#1|)·(CATEGORY·|domain|·(SIGNATURE·**·(|#1|·|#1|·(|PositiveInteger|)))·(SIGNATURE·|leftPower|·(|#1|·|#1|·(|PositiveInteger|)))·(SIGNATURE·|rightPower|·(|#1|·|#1|·(|PositiveInteger|))))·(|Monad|))·(T·|Monad&|))·
12 NIL·26 NIL·
13 (|FortranMatrixCategory|)· 
14 ((~=·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|top|·((|#1|·$)·34))·(|size?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|sample|·(($)·NIL·T·CONST))·(|push!|·((|#1|·|#1|·$)·30))·(|pop!|·((|#1|·$)·28))·(|parts|·(((|List|·|#1|)·$)·39·(|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!|·(($·(|Mapping|·|#1|·|#1|)·$)·43·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|map|·(($·(|Mapping|·|#1|·|#1|)·$)·41))·(|less?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|latex|·(((|String|)·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|inspect|·((|#1|·$)·45))·(|insert!|·(($·|#1|·$)·31))·(|hash|·(((|SingleInteger|)·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|extract!|·((|#1|·$)·29))·(|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|)·$)·16))·(|empty|·(($)·38))·(|depth|·(((|NonNegativeInteger|)·$)·26))·(|count|·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|NonNegativeInteger|)·|#1|·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#1|·(|SetCategory|)))))·(|copy|·(($·$)·15))·(|coerce|·(((|OutputForm|)·$)·25·(|has|·|#1|·(|SetCategory|))))·(|bag|·(($·(|List|·|#1|))·NIL))·(|arrayStack|·(($·(|List|·|#1|))·36))·(|any?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(=·(((|Boolean|)·$·$)·13·(|has|·|#1|·(|SetCategory|))))·(|#|·(((|NonNegativeInteger|)·$)·10·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))))· 
15 (((|ArrayStack|·|#1|)·(|Join|·(|StackAggregate|·|#1|)·(CATEGORY·|domain|·(SIGNATURE·|arrayStack|·($·(|List|·|#1|)))·(SIGNATURE·|pop!|·(|#1|·$))·(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·|ArrayStack|))· 
16 ((|eq?|·(*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|copy|·(*1·*1·*1)·(AND·(|isDomain|·*1·(|ArrayStack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|empty|·(*1·*1)·(AND·(|isDomain|·*1·(|ArrayStack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|empty?|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|less?|·(*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ArrayStack|·*4))·(|ofCategory|·*4·(|SetCategory|))))·(|more?|·(*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ArrayStack|·*4))·(|ofCategory|·*4·(|SetCategory|))))·(|size?|·(*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ArrayStack|·*4))·(|ofCategory|·*4·(|SetCategory|))))·(|sample|·(*1·*1)·(AND·(|isDomain|·*1·(|ArrayStack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|#|·(*1·*2·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|map|·(*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|ArrayStack|·*3))))·(|map!|·(*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|ArrayStack|·*3))))·(|any?|·(*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|Mapping|·(|Boolean|)·*4))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ArrayStack|·*4))))·(|every?|·(*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|Mapping|·(|Boolean|)·*4))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ArrayStack|·*4))))·(|count|·(*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|Mapping|·(|Boolean|)·*4))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|ArrayStack|·*4))))·(|parts|·(*1·*2·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|List|·*3))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|members|·(*1·*2·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|List|·*3))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|count|·(*1·*2·*3·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·(|member?|·(*1·*2·*3·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·(|latex|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·(|hash|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|SingleInteger|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·(|coerce|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·(=·(*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·(~=·(*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·(|bag|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|ArrayStack|·*3))))·(|extract!|·(*1·*2·*1)·(AND·(|isDomain|·*1·(|ArrayStack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|insert!|·(*1·*1·*2·*1)·(AND·(|isDomain|·*1·(|ArrayStack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|inspect|·(*1·*2·*1)·(AND·(|isDomain|·*1·(|ArrayStack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|push!|·(*1·*2·*2·*1)·(AND·(|isDomain|·*1·(|ArrayStack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|pop!|·(*1·*2·*1)·(AND·(|isDomain|·*1·(|ArrayStack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|top|·(*1·*2·*1)·(AND·(|isDomain|·*1·(|ArrayStack|·*2))·(|ofCategory|·*2·(|SetCategory|))))·(|depth|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))))·(|arrayStack|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|ArrayStack|·*3)))))· 
17 (|Join|·(|StackAggregate|·|#1|)·(CATEGORY·|domain|·(SIGNATURE·|arrayStack|·($·(|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|·$)))·|noBranch|)·|noBranch|)))· 
18 ((|primitive?|·(((|Boolean|)·$)·50))·(|order|·(((|OnePointCompletion|·(|PositiveInteger|))·$)·21)·(((|PositiveInteger|)·$)·51))·(|nextItem|·(((|Union|·$·"failed")·$)·16))·(|init|·(($)·9))·(|gcdPolynomial|·(((|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$))·91))·(|discreteLog|·(((|Union|·(|NonNegativeInteger|)·"failed")·$·$)·70)·(((|NonNegativeInteger|)·$)·59))·(|differentiate|·(($·$·(|NonNegativeInteger|))·NIL)·(($·$)·8))·(|createPrimitiveElement|·(($)·44))·(|conditionP|·(((|Union|·(|Vector|·$)·"failed")·(|Matrix|·$))·33))·(|charthRoot|·(((|Union|·$·"failed")·$)·39)·(($·$)·38)))· 
19 (((|FiniteFieldCategory&|·|#1|)·(CATEGORY·|domain|·(SIGNATURE·|order|·((|PositiveInteger|)·|#1|))·(SIGNATURE·|discreteLog|·((|NonNegativeInteger|)·|#1|))·(SIGNATURE·|primitive?|·((|Boolean|)·|#1|))·(SIGNATURE·|createPrimitiveElement|·(|#1|))·(SIGNATURE·|con[·...·truncated·by·diffoscope;·len:·678,·SHA:·620c4eccbb1792436d7703dd616b50d778c5ff730964fc096f99a3e77a617240·...·]))·27 (CATEGORY·|domain|·(SIGNATURE·**·(|#1|·|#1|·(|PositiveInteger|)))·(SIGNATURE·|leftPower|·(|#1|·|#1|·(|PositiveInteger|)))·(SIGNATURE·|rightPower|·(|#1|·|#1|·(|PositiveInteger|))))·
 28 ((|patternMatch|·(((|PatternMatchResult|·|#1|·(|Symbol|))·(|Symbol|)·(|Pattern|·|#1|)·(|PatternMatchResult|·|#1|·(|Symbol|)))·17)))·
 29 (((|PatternMatchSymbol|·|#1|)·(CATEGORY·|package|·(SIGNATURE·|patternMatch|·((|PatternMatchResult|·|#1|·(|Symbol|))·(|Symbol|)·(|Pattern|·|#1|)·(|PatternMatchResult|·|#1|·(|Symbol|)))))·(|SetCategory|))·(T·|PatternMatchSymbol|))·
 30 ((|patternMatch|·(*1·*2·*3·*4·*2)·(AND·(|isDomain|·*2·(|PatternMatchResult|·*5·(|Symbol|)))·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*4·(|Pattern|·*5))·(|ofCategory|·*5·(|SetCategory|))·(|isDomain|·*1·(|PatternMatchSymbol|·*5)))))·
 31 (CATEGORY·|package|·(SIGNATURE·|patternMatch|·((|PatternMatchResult|·|#1|·(|Symbol|))·(|Symbol|)·(|Pattern|·|#1|)·(|PatternMatchResult|·|#1|·(|Symbol|)))))·
 32 ((|wrregime|·(((|Integer|)·(|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|String|))·137))·(|sqfree|·((|#4|·|#4|)·153))·(|se2rfi|·(((|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|Symbol|)))·116))·(|regime|·(((|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))))·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))·(|Matrix|·|#4|)·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|List|·|#4|))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|Integer|))·73))·(|redpps|·(((|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))·(|List|·|#4|))·57))·(|redmat|·(((|Matrix|·|#4|)·(|Matrix|·|#4|)·(|List|·|#4|))·53))·(|rdregime|·(((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|String|))·149))·(|psolve|·(((|Integer|)·(|Matrix|·|#4|)·(|PositiveInteger|)·(|String|))·130)·(((|Integer|)·(|Matrix|·|#4|)·(|List|·(|Symbol|))·(|PositiveInteger|)·(|String|))·129)·(((|Integer|)·(|Matrix|·|#4|)·(|List|·|#4|)·(|PositiveInteger|)·(|String|))·128)·(((|Integer|)·(|Matrix|·|#4|)·(|String|))·125)·(((|Integer|)·(|Matrix|·|#4|)·(|List|·(|Symbol|))·(|String|))·124)·(((|Integer|)·(|Matrix|·|#4|)·(|List|·|#4|)·(|String|))·123)·(((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|PositiveInteger|))·122)·(((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·(|Symbol|))·(|PositiveInteger|))·121)·(((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·|#4|)·(|PositiveInteger|))·120)·(((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|))·118)·(((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·(|Symbol|)))·117)·(((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·|#4|))·114))·(|pr2dmp|·((|#4|·(|Polynomial|·|#1|))·66))·(|overset?|·(((|Boolean|)·(|List|·|#4|)·(|List|·(|List|·|#4|)))·150))·(|nextSublist|·(((|List|·(|List|·(|Integer|)))·(|Integer|)·(|Integer|))·127))·(|minset|·(((|List|·(|List|·|#4|))·(|List|·(|List|·|#4|)))·85))·(|minrank|·(((|NonNegativeInteger|)·(|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·|#4|)))))·83))·(|maxrank|·(((|NonNegativeInteger|)·(|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·|#4|)))))·82))·(|inconsistent?|·(((|Boolean|)·(|List|·(|Polynomial|·|#1|)))·17)·(((|Boolean|)·(|List|·|#4|))·13))·(|hasoln|·(((|Record|·(|:|·|sysok|·(|Boolean|))·(|:|·|z0|·(|List|·|#4|))·(|:|·|n0|·(|List|·|#4|)))·(|List|·|#4|)·(|List|·|#4|))·69))·(|factorset|·(((|List|·|#4|)·|#4|)·47))·(|dmp2rfi|·(((|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·|#4|))·112)·(((|Matrix|·(|Fraction|·(|Polynomial|·|#1|)))·(|Matrix|·|#4|))·54)·(((|Fraction|·(|Polynomial|·|#1|))·|#4|)·109))·(|bsolve|·(((|Record|·(|:|·|rgl|·(|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))))))·(|:|·|rgsz|·(|Integer|)))·(|Matrix|·|#4|)·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|NonNegativeInteger|)·(|String|)·(|Integer|))·89))·(|ParCondList|·(((|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·|#4|))))·(|Matrix|·|#4|)·(|NonNegativeInteger|))·81))·(|ParCond|·(((|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|)))))·(|Matrix|·|#4|)·(|NonNegativeInteger|))·98))·(|B1solve|·(((|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))·(|Record|·(|:|·|mat|·(|Matrix|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|vec|·(|List|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|)))))·46)))·
 33 (((|ParametricLinearEquations|·|#1|·|#2|·|#3|·|#4|)·(CATEGORY·|package|·(SIGNATURE·|psolve|·((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·|#4|)))·(SIGNATURE·|psolve|·((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·(|Symbol|))))·(SIGNATURE·|psolve|·((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)))·(SIGNATURE·|psolve|·((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·|#4|)·(|PositiveInteger|)))·(SIGNATURE·|psolve|·((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·(|Symbol|))·(|PositiveInteger|)))·(SIGNATURE·|psolve|·((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|PositiveInteger|)))·(SIGNATURE·|psolve|·((|Integer|)·(|Matrix|·|#4|)·(|List|·|#4|)·(|String|)))·(SIGNATURE·|psolve|·((|Integer|)·(|Matrix|·|#4|)·(|List|·(|Symbol|))·(|String|)))·(SIGNATURE·|psolve|·((|Integer|)·(|Matrix|·|#4|)·(|String|)))·(SIGNATURE·|psolve|·((|Integer|)·(|Matrix|·|#4|)·(|List|·|#4|)·(|PositiveInteger|)·(|String|)))·(SIGNATURE·|psolve|·((|Integer|)·(|Matrix|·|#4|)·(|List|·(|Symbol|))·(|PositiveInteger|)·(|String|)))·(SIGNATURE·|psolve|·((|Integer|)·(|Matrix|·|#4|)·(|PositiveInteger|)·(|String|)))·(SIGNATURE·|wrregime|·((|Integer|)·(|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|String|)))·(SIGNATURE·|rdregime|·((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|String|)))·(SIGNATURE·|bsolve|·((|Record|·(|:|·|rgl|·(|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))))))·(|:|·|rgsz|·(|Integer|)))·(|Matrix|·|#4|)·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|NonNegativeInteger|)·(|String|)·(|Integer|)))·(SIGNATURE·|dmp2rfi|·((|Fraction|·(|Polynomial|·|#1|))·|#4|))·(SIGNATURE·|dmp2rfi|·((|Matrix|·(|Fraction|·(|Polynomial|·|#1|)))·(|Matrix|·|#4|)))·(SIGNATURE·|dmp2rfi|·((|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·|#4|)))·(SIGNATURE·|se2rfi|·((|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|Symbol|))))·(SIGNATURE·|pr2dmp|·(|#4|·(|Polynomial|·|#1|)))·(SIGNATURE·|hasoln|·((|Record|·(|:|·|sysok|·(|Boolean|))·(|:|·|z0|·(|List|·|#4|))·(|:|·|n0|·(|List|·|#4|)))·(|List|·|#4|)·(|List|·|#4|)))·(SIGNATURE·|ParCondList|·((|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·|#4|))))·(|Matrix|·|#4|)·(|NonNegativeInteger|)))·(SIGNATURE·|redpps|·((|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))·(|List|·|#4|)))·(SIGNATURE·|B1solve|·((|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))·(|Record|·(|:|·|mat|·(|Matrix|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|vec|·(|List|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(SIGNATURE·|factorset|·((|List|·|#4|)·|#4|))·(SIGNATURE·|maxrank|·((|NonNegativeInteger|)·(|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·|#4|))))))·(SIGNATURE·|minrank|·((|NonNegativeInteger|)·(|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·|#4|))))))·(SIGNATURE·|minset|·((|List|·(|List|·|#4|))·(|List|·(|List|·|#4|))))·(SIGNATURE·|nextSublist|·((|List|·(|List|·(|Integer|)))·(|Integer|)·(|Integer|)))·(SIGNATURE·|overset?|·((|Boolean|)·(|List|·|#4|)·(|List|·(|List|·|#4|))))·(SIGNATURE·|ParCond|·((|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|)))))·(|Matrix|·|#4|)·(|NonNegativeInteger|)))·(SIGNATURE·|redmat|·((|Matrix|·|#4|)·(|Matrix|·|#4|)·(|List|·|#4|)))·(SIGNATURE·|regime|·((|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))))·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))·(|Matrix|·|#4|)·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|List|·|#4|))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|Integer|)))·(SIGNATURE·|sqfree|·(|#4|·|#4|))·(SIGNATURE·|inconsistent?|·((|Boolean|)·(|List|·|#4|)))·(SIGNATURE·|inconsistent?|·((|Boolean|)·(|List|·(|Polynomial|·|#1|)))))·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|))·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|)))·(|OrderedAbelianMonoidSup|)·(|PolynomialCategory|·|#1|·|#3|·|#2|))·(T·|ParametricLinearEquations|))·
 34 ((|inconsistent?|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Polynomial|·*4)))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))))·(|inconsistent?|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))))·(|sqfree|·(*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|isDomain|·*1·(|ParametricLinearEquations|·*3·*4·*5·*2))·(|ofCategory|·*2·(|PolynomialCategory|·*3·*5·*4))))·(|regime|·(*1·*2·*3·*4·*5·*6·*7·*7·*8)·(AND·(|isDomain|·*3·(|Record|·(|:|·|det|·*12)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|)))))·(|isDomain|·*4·(|Matrix|·*12))·(|isDomain|·*5·(|List|·(|Fraction|·(|Polynomial|·*9))))·(|isDomain|·*6·(|List|·(|List|·*12)))·(|isDomain|·*7·(|NonNegativeInteger|))·(|isDomain|·*8·(|Integer|))·(|ofCategory|·*9·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*12·(|PolynomialCategory|·*9·*11·*10))·(|ofCategory|·*10·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*11·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Record|·(|:|·|eqzro|·(|List|·*12))·(|:|·|neqzro|·(|List|·*12))·(|:|·|wcond|·(|List|·(|Polynomial|·*9)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·*9))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·*9)))))))))·(|isDomain|·*1·(|ParametricLinearEquations|·*9·*10·*11·*12))))·(|redmat|·(*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|Matrix|·*7))·(|isDomain|·*3·(|List|·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))))·(|ParCond|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Matrix|·*8))·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*8·(|PolynomialCategory|·*5·*7·*6))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*7·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|det|·*8)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|isDomain|·*1·(|ParametricLinearEquations|·*5·*6·*7·*8))))·(|overset?|·(*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|List|·(|List|·*8)))·(|isDomain|·*3·(|List|·*8))·(|ofCategory|·*8·(|PolynomialCategory|·*5·*7·*6))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*7·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ParametricLinearEquations|·*5·*6·*7·*8))))·(|nextSublist|·(*1·*2·*3·*3)·(AND·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|List|·(|Integer|))))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))·(|isDomain|·*3·(|Integer|))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))))·(|minset|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|List|·(|List|·*6)))·(|ofCategory|·*6·(|PolynomialCategory|·*3·*5·*4))·(|ofCategory|·*3·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|isDomain|·*1·(|ParametricLinearEquations|·*3·*4·*5·*6))))·(|minrank|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·*7)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·*7)))))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))))·(|maxrank|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·*7)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·*7)))))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))))·(|factorset|·(*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·*3))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*3))·(|ofCategory|·*3·(|PolynomialCategory|·*4·*6·*5))))·(|B1solve|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|Record|·(|:|·|mat|·(|Matrix|·(|Fraction|·(|Polynomial|·*4))))·(|:|·|vec|·(|List|·(|Fraction|·(|Polynomial|·*4))))·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|)))))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·*4))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·*4)))))))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))))·(|redpps|·(*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·*4))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·*4)))))))·(|isDomain|·*3·(|List|·*7))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))))·(|ParCondList|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Matrix|·*8))·(|ofCategory|·*8·(|PolynomialCategory|·*5·*7·*6))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*7·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·*8)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·*8)))))·(|isDomain|·*1·(|ParametricLinearEquations|·*5·*6·*7·*8))·(|isDomain|·*4·(|NonNegativeInteger|))))·(|hasoln|·(*1·*2·*3·*3)·(AND·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))·(|isDomain|·*2·(|Record|·(|:|·|sysok|·(|Boolean|))·(|:|·|z0|·(|List|·*7))·(|:|·|n0|·(|List|·*7))))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))·(|isDomain|·*3·(|List|·*7))))·(|pr2dmp|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|Polynomial|·*4))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*2·(|PolynomialCategory|·*4·*6·*5))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*2))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))))·(|se2rfi|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Symbol|)))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|Fraction|·(|Polynomial|·*4))))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))))·(|dmp2rfi|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|Fraction|·(|Polynomial|·*4))))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))))·(|dmp2rfi|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|Matrix|·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Matrix|·(|Fraction|·(|Polynomial|·*4))))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))))·(|dmp2rfi|·(*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Fraction|·(|Polynomial|·*4)))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*3))·(|ofCategory|·*3·(|PolynomialCategory|·*4·*6·*5))))·(|bsolve|·(*1·*2·*3·*4·*5·*6·*7)·(AND·(|isDomain|·*3·(|Matrix|·*11))·(|isDomain|·*4·(|List|·(|Fraction|·(|Polynomial|·*8))))·(|isDomain|·*5·(|NonNegativeInteger|))·(|isDomain|·*6·(|String|))·(|ofCategory|·*8·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*11·(|PolynomialCategory|·*8·*10·*9))·(|ofCategory|·*9·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*10·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Record|·(|:|·|rgl|·(|List|·(|Record|·(|:|·|eqzro|·(|List|·*11))·(|:|·|neqzro|·(|List|·*11))·(|:|·|wcond|·(|List|·(|Polynomial|·*8)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·*8))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·*8))))))))))·(|:|·|rgsz|·(|Integer|))))·(|isDomain|·*1·(|ParametricLinearEquations|·*8·*9·*10·*11))·(|isDomain|·*7·(|Integer|))))·(|rdregime|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|String|))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|eqzro|·(|List|·*7))·(|:|·|neqzro|·(|List|·*7))·(|:|·|wcond|·(|List|·(|Polynomial|·*4)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·*4))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·*4))))))))))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))))·(|wrregime|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Record|·(|:|·|eqzro|·(|List|·*8))·(|:|·|neqzro|·(|List|·*8))·(|:|·|wcond|·(|List|·(|Polynomial|·*5)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·*5))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·*5))))))))))·(|isDomain|·*4·(|String|))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*8·(|PolynomialCategory|·*5·*7·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*7·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|ParametricLinearEquations|·*5·*6·*7·*8))))·(|psolve|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Matrix|·*9))·(|isDomain|·*4·(|PositiveInteger|))·(|isDomain|·*5·(|String|))·(|ofCategory|·*9·(|PolynomialCategory|·*6·*8·*7))·(|ofCategory|·*6·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*8·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|ParametricLinearEquations|·*6·*7·*8·*9))))·(|psolve|·(*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*3·(|Matrix|·*10))·(|isDomain|·*4·(|List|·(|Symbol|)))·(|isDomain|·*5·(|PositiveInteger|))·(|isDomain|·*6·(|String|))·(|ofCategory|·*10·(|PolynomialCategory|·*7·*9·*8))·(|ofCategory|·*7·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*8·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*9·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|ParametricLinearEquations|·*7·*8·*9·*10))))·(|psolve|·(*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*3·(|Matrix|·*10))·(|isDomain|·*4·(|List|·*10))·(|isDomain|·*5·(|PositiveInteger|))·(|isDomain|·*6·(|String|))·(|ofCategory|·*10·(|PolynomialCategory|·*7·*9·*8))·(|ofCategory|·*7·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*8·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*9·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|ParametricLinearEquations|·*7·*8·*9·*10))))·(|psolve|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Matrix|·*8))·(|isDomain|·*4·(|String|))·(|ofCategory|·*8·(|PolynomialCategory|·*5·*7·*6))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*7·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|ParametricLinearEquations|·*5·*6·*7·*8))))·(|psolve|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Matrix|·*9))·(|isDomain|·*4·(|List|·(|Symbol|)))·(|isDomain|·*5·(|String|))·(|ofCategory|·*9·(|PolynomialCategory|·*6·*8·*7))·(|ofCategory|·*6·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*8·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|ParametricLinearEquations|·*6·*7·*8·*9))))·(|psolve|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Matrix|·*9))·(|isDomain|·*4·(|List|·*9))·(|isDomain|·*5·(|String|))·(|ofCategory|·*9·(|PolynomialCategory|·*6·*8·*7))·(|ofCategory|·*6·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*8·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|ParametricLinearEquations|·*6·*7·*8·*9))))·(|psolve|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Matrix|·*8))·(|isDomain|·*4·(|PositiveInteger|))·(|ofCategory|·*8·(|PolynomialCategory|·*5·*7·*6))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*7·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|eqzro|·(|List|·*8))·(|:|·|neqzro|·(|List|·*8))·(|:|·|wcond|·(|List|·(|Polynomial|·*5)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·*5))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·*5))))))))))·(|isDomain|·*1·(|ParametricLinearEquations|·*5·*6·*7·*8))))·(|psolve|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Matrix|·*9))·(|isDomain|·*4·(|List|·(|Symbol|)))·(|isDomain|·*5·(|PositiveInteger|))·(|ofCategory|·*9·(|PolynomialCategory|·*6·*8·*7))·(|ofCategory|·*6·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*8·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|eqzro|·(|List|·*9))·(|:|·|neqzro|·(|List|·*9))·(|:|·|wcond|·(|List|·(|Polynomial|·*6)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·*6))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·*6))))))))))·(|isDomain|·*1·(|ParametricLinearEquations|·*6·*7·*8·*9))))·(|psolve|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Matrix|·*9))·(|isDomain|·*5·(|PositiveInteger|))·(|ofCategory|·*9·(|PolynomialCategory|·*6·*8·*7))·(|ofCategory|·*6·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*8·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|eqzro|·(|List|·*9))·(|:|·|neqzro|·(|List|·*9))·(|:|·|wcond|·(|List|·(|Polynomial|·*6)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·*6))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·*6))))))))))·(|isDomain|·*1·(|ParametricLinearEquations|·*6·*7·*8·*9))·(|isDomain|·*4·(|List|·*9))))·(|psolve|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|Matrix|·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|eqzro|·(|List|·*7))·(|:|·|neqzro|·(|List|·*7))·(|:|·|wcond|·(|List|·(|Polynomial|·*4)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·*4))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·*4))))))))))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))))·(|psolve|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Matrix|·*8))·(|isDomain|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*8·(|PolynomialCategory|·*5·*7·*6))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*7·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|eqzro|·(|List|·*8))·(|:|·|neqzro|·(|List|·*8))·(|:|·|wcond|·(|List|·(|Polynomial|·*5)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·*5))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·*5))))))))))·(|isDomain|·*1·(|ParametricLinearEquations|·*5·*6·*7·*8))))·(|psolve|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Matrix|·*8))·(|ofCategory|·*8·(|PolynomialCategory|·*5·*7·*6))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*7·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|eqzro|·(|List|·*8))·(|:|·|neqzro|·(|List|·*8))·(|:|·|wcond|·(|List|·(|Polynomial|·*5)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·*5))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·*5))))))))))·(|isDomain|·*1·(|ParametricLinearEquations|·*5·*6·*7·*8))·(|isDomain|·*4·(|List|·*8)))))·
 35 (CATEGORY·|package|·(SIGNATURE·|psolve|·((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·|#4|)))·(SIGNATURE·|psolve|·((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·(|Symbol|))))·(SIGNATURE·|psolve|·((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)))·(SIGNATURE·|psolve|·((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·|#4|)·(|PositiveInteger|)))·(SIGNATURE·|psolve|·((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|List|·(|Symbol|))·(|PositiveInteger|)))·(SIGNATURE·|psolve|·((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|Matrix|·|#4|)·(|PositiveInteger|)))·(SIGNATURE·|psolve|·((|Integer|)·(|Matrix|·|#4|)·(|List|·|#4|)·(|String|)))·(SIGNATURE·|psolve|·((|Integer|)·(|Matrix|·|#4|)·(|List|·(|Symbol|))·(|String|)))·(SIGNATURE·|psolve|·((|Integer|)·(|Matrix|·|#4|)·(|String|)))·(SIGNATURE·|psolve|·((|Integer|)·(|Matrix|·|#4|)·(|List|·|#4|)·(|PositiveInteger|)·(|String|)))·(SIGNATURE·|psolve|·((|Integer|)·(|Matrix|·|#4|)·(|List|·(|Symbol|))·(|PositiveInteger|)·(|String|)))·(SIGNATURE·|psolve|·((|Integer|)·(|Matrix|·|#4|)·(|PositiveInteger|)·(|String|)))·(SIGNATURE·|wrregime|·((|Integer|)·(|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|String|)))·(SIGNATURE·|rdregime|·((|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|)))))))))·(|String|)))·(SIGNATURE·|bsolve|·((|Record|·(|:|·|rgl|·(|List|·(|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))))))·(|:|·|rgsz|·(|Integer|)))·(|Matrix|·|#4|)·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|NonNegativeInteger|)·(|String|)·(|Integer|)))·(SIGNATURE·|dmp2rfi|·((|Fraction|·(|Polynomial|·|#1|))·|#4|))·(SIGNATURE·|dmp2rfi|·((|Matrix|·(|Fraction|·(|Polynomial|·|#1|)))·(|Matrix|·|#4|)))·(SIGNATURE·|dmp2rfi|·((|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·|#4|)))·(SIGNATURE·|se2rfi|·((|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|Symbol|))))·(SIGNATURE·|pr2dmp|·(|#4|·(|Polynomial|·|#1|)))·(SIGNATURE·|hasoln|·((|Record|·(|:|·|sysok|·(|Boolean|))·(|:|·|z0|·(|List|·|#4|))·(|:|·|n0|·(|List|·|#4|)))·(|List|·|#4|)·(|List|·|#4|)))·(SIGNATURE·|ParCondList|·((|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·|#4|))))·(|Matrix|·|#4|)·(|NonNegativeInteger|)))·(SIGNATURE·|redpps|·((|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))·(|List|·|#4|)))·(SIGNATURE·|B1solve|·((|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))·(|Record|·(|:|·|mat|·(|Matrix|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|vec|·(|List|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(SIGNATURE·|factorset|·((|List|·|#4|)·|#4|))·(SIGNATURE·|maxrank|·((|NonNegativeInteger|)·(|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·|#4|))))))·(SIGNATURE·|minrank|·((|NonNegativeInteger|)·(|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·|#4|))))))·(SIGNATURE·|minset|·((|List|·(|List|·|#4|))·(|List|·(|List|·|#4|))))·(SIGNATURE·|nextSublist|·((|List|·(|List|·(|Integer|)))·(|Integer|)·(|Integer|)))·(SIGNATURE·|overset?|·((|Boolean|)·(|List|·|#4|)·(|List|·(|List|·|#4|))))·(SIGNATURE·|ParCond|·((|List|·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|)))))·(|Matrix|·|#4|)·(|NonNegativeInteger|)))·(SIGNATURE·|redmat|·((|Matrix|·|#4|)·(|Matrix|·|#4|)·(|List|·|#4|)))·(SIGNATURE·|regime|·((|Record|·(|:|·|eqzro|·(|List|·|#4|))·(|:|·|neqzro|·(|List|·|#4|))·(|:|·|wcond|·(|List|·(|Polynomial|·|#1|)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·|#1|))))))))·(|Record|·(|:|·|det|·|#4|)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))·(|Matrix|·|#4|)·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|List|·|#4|))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|Integer|)))·(SIGNATURE·|sqfree|·(|#4|·|#4|))·(SIGNATURE·|inconsistent?|·((|Boolean|)·(|List|·|#4|)))·(SIGNATURE·|inconsistent?|·((|Boolean|)·(|List|·(|Polynomial|·|#1|)))))·
 36 ((|setRealSteps|·(((|Integer|)·(|Integer|))·50))·(|setImagSteps|·(((|Integer|)·(|Integer|))·51))·(|setClipValue|·(((|DoubleFloat|)·(|DoubleFloat|))·52))·(|drawComplexVectorField|·(((|ThreeDimensionalViewport|)·(|Mapping|·(|Complex|·(|DoubleFloat|))·(|Complex|·(|DoubleFloat|)))·(|Segment|·(|DoubleFloat|))·(|Segment|·(|DoubleFloat|)))·49))·(|drawComplex|·(((|ThreeDimensionalViewport|)·(|Mapping|·(|Complex|·(|DoubleFloat|))·(|Complex|·(|DoubleFloat|)))·(|Segment|·(|DoubleFloat|))·(|Segment|·(|DoubleFloat|))·(|Boolean|))·47)))·
 37 (((|DrawComplex|)·(CATEGORY·|package|·(SIGNATURE·|drawComplex|·((|ThreeDimensionalViewport|)·(|Mapping|·(|Complex|·(|DoubleFloat|))·(|Complex|·(|DoubleFloat|)))·(|Segment|·(|DoubleFloat|))·(|Segment|·(|DoubleFloat|))·(|Boolean|)))·(SIGNATURE·|drawComplexVectorField|·((|ThreeDimensionalViewport|)·(|Mapping|·(|Complex|·(|DoubleFloat|))·(|Complex|·(|DoubleFloat|)))·(|Segment|·(|DoubleFloat|))·(|Segment|·(|DoubleFloat|))))·(SIGNATURE·|setRealSteps|·((|Integer|)·(|Integer|)))·(SIGNATURE·|setImagSteps|·((|Integer|)·(|Integer|)))·(SIGNATURE·|setClipValue|·((|DoubleFloat|)·(|DoubleFloat|)))))·(T·|DrawComplex|))·
 38 ((|setClipValue|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|DoubleFloat|))·(|isDomain|·*1·(|DrawComplex|))))·(|setImagSteps|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|DrawComplex|))))·(|setRealSteps|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|DrawComplex|))))·(|drawComplexVectorField|·(*1·*2·*3·*4·*4)·(AND·(|isDomain|·*3·(|Mapping|·(|Complex|·(|DoubleFloat|))·(|Complex|·(|DoubleFloat|))))·(|isDomain|·*4·(|Segment|·(|DoubleFloat|)))·(|isDomain|·*2·(|ThreeDimensionalViewport|))·(|isDomain|·*1·(|DrawComplex|))))·(|drawComplex|·(*1·*2·*3·*4·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·(|Complex|·(|DoubleFloat|))·(|Complex|·(|DoubleFloat|))))·(|isDomain|·*4·(|Segment|·(|DoubleFloat|)))·(|isDomain|·*5·(|Boolean|))·(|isDomain|·*2·(|ThreeDimensionalViewport|))·(|isDomain|·*1·(|DrawComplex|)))))·
 39 (CATEGORY·|package|·(SIGNATURE·|drawComplex|·((|ThreeDimensionalViewport|)·(|Mapping|·(|Complex|·(|DoubleFloat|))·(|Complex|·(|DoubleFloat|)))·(|Segment|·(|DoubleFloat|))·(|Segment|·(|DoubleFloat|))·(|Boolean|)))·(SIGNATURE·|drawComplexVectorField|·((|ThreeDimensionalViewport|)·(|Mapping|·(|Complex|·(|DoubleFloat|))·(|Complex|·(|DoubleFloat|)))·(|Segment|·(|DoubleFloat|))·(|Segment|·(|DoubleFloat|))))·(SIGNATURE·|setRealSteps|·((|Integer|)·(|Integer|)))·(SIGNATURE·|setImagSteps|·((|Integer|)·(|Integer|)))·(SIGNATURE·|setClipValue|·((|DoubleFloat|)·(|DoubleFloat|))))·
 40 ((|zero|·(($·(|NonNegativeInteger|))·16))·(|outerProduct|·(((|Matrix|·|#2|)·$·$)·37))·(|magnitude|·((|#2|·$)·46))·(|length|·((|#2|·$)·45))·(|dot|·((|#2|·$·$)·33))·(|cross|·(($·$·$)·42))·(-·(($·$)·20)·(($·$·$)·26))·(+·(($·$·$)·13))·(*·(($·(|Integer|)·$)·23)·(($·|#2|·$)·29)·(($·$·|#2|)·28)))·
 41 (((|VectorCategory&|·|#1|·|#2|)·(CATEGORY·|domain|·(SIGNATURE·|magnitude|·(|#2|·|#1|))·(SIGNATURE·|length|·(|#2|·|#1|))·(SIGNATURE·|cross|·(|#1|·|#1|·|#1|))·(SIGNATURE·|outerProduct|·((|Matrix|·|#2|)·|#1|·|#1|))·(SIGNATURE·|dot|·(|#2|·|#1|·|#1|))·(SIGNATURE·*·(|#1|·|#1|·|#2|))·(SIGNATURE·*·(|#1|·|#2|·|#1|))·(SIGNATURE·*·(|#1|·(|Integer|)·|#1|))·(SIGNATURE·-·(|#1|·|#1|·|#1|))·(SIGNATURE·-·(|#1|·|#1|))·(SIGNATURE·|zero|·(|#1|·(|NonNegativeInteger|)))·(SIGNATURE·+·(|#1|·|#1|·|#1|)))·(|VectorCategory|·|#2|)·(|Type|))·(T·|VectorCategory&|))·
20 NIL·42 NIL·
21 (CATEGORY·|domain|·(SIGNATURE·|order|·((|PositiveInteger|)·|#1|))·(SIGNATURE·|discreteLog|·((|NonNegativeInteger|)·|#1|))·(SIGNATURE·|primitive?|·((|Boolean|)·|#1|))·(SIGNATURE·|createPrimitiveElement|·(|#1|))·(SIGNATURE·|conditionP|·((|Union|·(|Vector|·|#1|)·"failed")·(|Matrix|·|#1|)))·(SIGNATURE·|charthRoot|·(|#1|·|#1|))·(SIGNATURE·|differentiate|·(|#1|·|#1|))·(SIGNATURE·|differentiate|·(|#1|·|#1|·(|NonNegativeInteger|)))·(SIGNATURE·|init|·(|#1|))·(SIGNATURE·|nextItem|·((|Union|·|#1|·"failed")·|#1|))·(SIGNATURE·|discreteLog|·((|Union|·(|NonNegativeInteger|)·"failed")·|#1|·|#1|))·(SIGNATURE·|order|·((|OnePointCompletion|·(|PositiveInteger|))·|#1|))·(SIGNATURE·|charthRoot|·((|Union|·|#1|·"failed")·|#1|))·(SIGNATURE·|gcdPolynomial|·((|SparseUnivariatePolynomial|·|#1|)·(|SparseUnivariatePolynomial|·|#1|)·(|SparseUnivariatePolynomial|·|#1|))))· 
22 ((~=·(((|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|)))))· 
23 (((|DoubleFloatVector|)·(|Join|·(|VectorCategory|·(|DoubleFloat|))·(CATEGORY·|domain|·(SIGNATURE·|qnew|·($·(|Integer|))))))·(T·|DoubleFloatVector|))· 
24 ((|qnew|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|DoubleFloatVector|)))))· 
25 (|Join|·(|VectorCategory|·(|DoubleFloat|))·(CATEGORY·|domain|·(SIGNATURE·|qnew|·($·(|Integer|)))))· 
26 ((~=·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|value|·((|#1|·$)·NIL))·(|third|·((|#1|·$)·NIL))·(|tail|·(($·$)·NIL))·(|swap!|·(((|Void|)·$·(|Integer|)·(|Integer|))·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|split!|·(($·$·(|Integer|))·57·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|sorted?|·(((|Boolean|)·$)·NIL·(|has|·|#1|·(|OrderedSet|)))·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|·|#1|)·$)·NIL))·(|sort!|·(($·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))·(|has|·|#1|·(|OrderedSet|))))·(($·(|Mapping|·(|Boolean|)·|#1|·|#1|)·$)·55·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|sort|·(($·$)·NIL·(|has|·|#1|·(|OrderedSet|)))·(($·(|Mapping|·(|Boolean|)·|#1|·|#1|)·$)·NIL))·(|size?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|setvalue!|·((|#1|·$·|#1|)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|setrest!|·(($·$·$)·23·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|setlast!|·((|#1|·$·|#1|)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|setfirst!|·((|#1|·$·|#1|)·21·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|setelt|·((|#1|·$·"value"·|#1|)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·((|#1|·$·"first"·|#1|)·22·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(($·$·"rest"·$)·24·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·((|#1|·$·"last"·|#1|)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·((|#1|·$·(|UniversalSegment|·(|Integer|))·|#1|)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·((|#1|·$·(|Integer|)·|#1|)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|setchildren!|·(($·$·(|List|·$))·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|select!|·(($·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL))·(|select|·(($·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|second|·((|#1|·$)·NIL))·(|sample|·(($)·NIL·T·CONST))·(|reverse!|·(($·$)·28·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|reverse|·(($·$)·29))·(|rest|·(($·$)·18)·(($·$·(|NonNegativeInteger|))·32))·(|removeDuplicates!|·(($·$)·53·(|has|·|#1|·(|SetCategory|))))·(|removeDuplicates|·(($·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#1|·(|SetCategory|)))))·(|remove!|·(($·|#1|·$)·NIL·(|has|·|#1|·(|SetCategory|)))·(($·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL))·(|remove|·(($·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(($·|#1|·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#1|·(|SetCategory|)))))·(|reduce|·((|#1|·(|Mapping|·|#1|·|#1|·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·((|#1|·(|Mapping|·|#1|·|#1|·|#1|)·$·|#1|)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·((|#1|·(|Mapping|·|#1|·|#1|·|#1|)·$·|#1|·|#1|)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#1|·(|SetCategory|)))))·(|qsetelt!|·((|#1|·$·(|Integer|)·|#1|)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|qelt|·((|#1|·$·(|Integer|))·NIL))·(|possiblyInfinite?|·(((|Boolean|)·$)·NIL))·(|position|·(((|Integer|)·|#1|·$·(|Integer|))·NIL·(|has|·|#1|·(|SetCategory|)))·(((|Integer|)·|#1|·$)·NIL·(|has|·|#1|·(|SetCategory|)))·(((|Integer|)·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL))·(|parts|·(((|List|·|#1|)·$)·27·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|nodes|·(((|List|·$)·$)·NIL))·(|node?|·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|new|·(($·(|NonNegativeInteger|)·|#1|)·NIL))·(|more?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|minIndex|·(((|Integer|)·$)·31·(|has|·(|Integer|)·(|OrderedSet|))))·(|min|·(($·$·$)·NIL·(|has|·|#1|·(|OrderedSet|))))·(|merge!|·(($·$·$)·NIL·(|has|·|#1|·(|OrderedSet|)))·(($·(|Mapping|·(|Boolean|)·|#1|·|#1|)·$·$)·56))·(|merge|·(($·$·$)·NIL·(|has|·|#1|·(|OrderedSet|)))·(($·(|Mapping|·(|Boolean|)·|#1|·|#1|)·$·$)·NIL))·(|members|·(((|List|·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|member?|·(((|Boolean|)·|#1|·$)·51·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#1|·(|SetCategory|)))))·(|maxIndex|·(((|Integer|)·$)·NIL·(|has|·(|Integer|)·(|OrderedSet|))))·(|max|·(($·$·$)·NIL·(|has|·|#1|·(|OrderedSet|))))·(|map!|·(($·(|Mapping|·|#1|·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|map|·(($·(|Mapping|·|#1|·|#1|)·$)·NIL)·(($·(|Mapping|·|#1|·|#1|·|#1|)·$·$)·NIL))·(|list|·(($·|#1|)·NIL))·(|less?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|leaves|·(((|List|·|#1|)·$)·NIL))·(|leaf?|·(((|Boolean|)·$)·NIL))·(|latex|·(((|String|)·$)·50·(|has|·|#1|·(|SetCategory|))))·(|last|·((|#1|·$)·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(|insert!|·(($·$·$·(|Integer|))·NIL)·(($·|#1|·$·(|Integer|))·NIL))·(|insert|·(($·$·$·(|Integer|))·NIL)·(($·|#1|·$·(|Integer|))·NIL))·(|indices|·(((|List|·(|Integer|))·$)·NIL))·(|index?|·(((|Boolean|)·(|Integer|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|first|·((|#1|·$)·13)·(($·$·(|NonNegativeInteger|))·NIL))·(|find|·(((|Union|·|#1|·"failed")·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL))·(|fill!|·(($·$·|#1|)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|explicitlyFinite?|·(((|Boolean|)·$)·NIL))·(|every?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|eval|·(($·$·(|List|·(|Equation|·|#1|)))·NIL·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·(($·$·(|Equation|·|#1|))·NIL·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·(($·$·|#1|·|#1|)·NIL·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·(($·$·(|List|·|#1|)·(|List|·|#1|))·NIL·(AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|)))))·(|eq?|·(((|Boolean|)·$·$)·12))·(|entry?|·(((|Boolean|)·|#1|·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#1|·(|SetCategory|)))))·(|entries|·(((|List|·|#1|)·$)·NIL))·(|empty?|·(((|Boolean|)·$)·17))·(|empty|·(($)·16))·(|elt|·((|#1|·$·"value")·NIL)·((|#1|·$·"first")·15)·(($·$·"rest")·20)·((|#1|·$·"last")·NIL)·(($·$·(|UniversalSegment|·(|Integer|)))·NIL)·((|#1|·$·(|Integer|))·NIL)·((|#1|·$·(|Integer|)·|#1|)·NIL))·(|distance|·(((|Integer|)·$·$)·NIL))·(|delete!|·(($·$·(|UniversalSegment|·(|Integer|)))·NIL)·(($·$·(|Integer|))·NIL))·(|delete|·(($·$·(|UniversalSegment|·(|Integer|)))·NIL)·(($·$·(|Integer|))·NIL))·(|cyclic?|·(((|Boolean|)·$)·33))·(|cycleTail|·(($·$)·NIL))·(|cycleSplit!|·(($·$)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|cycleLength|·(((|NonNegativeInteger|)·$)·NIL))·(|cycleEntry|·(($·$)·35))·(|count|·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|NonNegativeInteger|)·|#1|·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#1|·(|SetCategory|)))))·(|copyInto!|·(($·$·$·(|Integer|))·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|copy|·(($·$)·34))·(|convert|·(((|InputForm|)·$)·NIL·(|has|·|#1|·(|ConvertibleTo|·(|InputForm|)))))·(|construct|·(($·(|List|·|#1|))·26))·(|concat!|·(($·$·$)·52)·(($·$·|#1|)·NIL))·(|concat|·(($·$·$)·NIL)·(($·|#1|·$)·10)·(($·(|List|·$))·NIL)·(($·$·|#1|)·NIL))·(|coerce|·(((|OutputForm|)·$)·45·(|has|·|#1|·(|SetCategory|))))·(|children|·(((|List|·$)·$)·NIL))·(|child?|·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|SetCategory|))))·(|any?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(>=·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|OrderedSet|))))·(>·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|OrderedSet|))))·(=·(((|Boolean|)·$·$)·47·(|has|·|#1|·(|SetCategory|))))·(<=·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|OrderedSet|))))·(<·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|OrderedSet|))))·(|#|·(((|NonNegativeInteger|)·$)·9·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))))· 
27 (((|IndexedList|·|#1|·|#2|)·(|ListAggregate|·|#1|)·(|Type|)·(|Integer|))·(T·|IndexedList|))·43 (CATEGORY·|domain|·(SIGNATURE·|magnitude|·(|#2|·|#1|))·(SIGNATURE·|length|·(|#2|·|#1|))·(SIGNATURE·|cross|·(|#1|·|#1|·|#1|))·(SIGNATURE·|outerProduct|·((|Matrix|·|#2|)·|#1|·|#1|))·(SIGNATURE·|dot|·(|#2|·|#1|·|#1|))·(SIGNATURE·*·(|#1|·|#1|·|#2|))·(SIGNATURE·[·...·truncated·by·diffoscope;·len:·193,·SHA:·27b1ba113ba7ed949d00948483664c019a2413ae93f2671cf51c20472011cc05·...·]))·
 44 ((|singularPointsWithRestriction|·(((|List|·|#5|)·|#3|·(|List|·|#3|))·70))·(|singularPoints|·(((|List|·|#5|)·|#3|)·45))·(|rationalPoints|·(((|List|·|#5|)·|#3|·(|PositiveInteger|))·58))·(|algebraicSet|·(((|List|·|#5|)·(|List|·|#3|))·48)))·
 45 (((|ProjectiveAlgebraicSetPackage|·|#1|·|#2|·|#3|·|#4|·|#5|)·(CATEGORY·|package|·(SIGNATURE·|singularPointsWithRestriction|·((|List|·|#5|)·|#3|·(|List|·|#3|)))·(SIGNATURE·|singularPoints|·((|List|·|#5|)·|#3|))·(SIGNATURE·|algebraicSet|·((|List|·|#5|)·(|List|·|#3|)))·(SIGNATURE·|rationalPoints|·((|List|·|#5|)·|#3|·(|PositiveInteger|))))·(|Field|)·(|List|·(|Symbol|))·(|PolynomialCategory|·|#1|·|#4|·(|OrderedVariableList|·|#2|))·(|DirectProductCategory|·(|#|·|#2|)·(|NonNegativeInteger|))·(|ProjectiveSpaceCategory|·|#1|))·(T·|ProjectiveAlgebraicSetPackage|))·
 46 ((|rationalPoints|·(*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|PositiveInteger|))·(|ofCategory|·*5·(|Field|))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|DirectProductCategory|·(|#|·*6)·(|NonNegativeInteger|)))·(|isDomain|·*2·(|List|·*8))·(|isDomain|·*1·(|ProjectiveAlgebraicSetPackage|·*5·*6·*3·*7·*8))·(|ofCategory|·*3·(|PolynomialCategory|·*5·*7·(|OrderedVariableList|·*6)))·(|ofCategory|·*8·(|ProjectiveSpaceCategory|·*5))))·(|algebraicSet|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*6))·(|ofCategory|·*6·(|PolynomialCategory|·*4·*7·(|OrderedVariableList|·*5)))·(|ofCategory|·*7·(|DirectProductCategory|·(|#|·*5)·(|NonNegativeInteger|)))·(|ofCategory|·*4·(|Field|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|isDomain|·*2·(|List|·*8))·(|isDomain|·*1·(|ProjectiveAlgebraicSetPackage|·*4·*5·*6·*7·*8))·(|ofCategory|·*8·(|ProjectiveSpaceCategory|·*4))))·(|singularPoints|·(*1·*2·*3)·(AND·(|ofCategory|·*4·(|Field|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|DirectProductCategory|·(|#|·*5)·(|NonNegativeInteger|)))·(|isDomain|·*2·(|List|·*7))·(|isDomain|·*1·(|ProjectiveAlgebraicSetPackage|·*4·*5·*3·*6·*7))·(|ofCategory|·*3·(|PolynomialCategory|·*4·*6·(|OrderedVariableList|·*5)))·(|ofCategory|·*7·(|ProjectiveSpaceCategory|·*4))))·(|singularPointsWithRestriction|·(*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|List|·*3))·(|ofCategory|·*3·(|PolynomialCategory|·*5·*7·(|OrderedVariableList|·*6)))·(|ofCategory|·*7·(|DirectProductCategory|·(|#|·*6)·(|NonNegativeInteger|)))·(|ofCategory|·*5·(|Field|))·(|ofType|·*6·(|List|·(|Symbol|)))·(|isDomain|·*2·(|List|·*8))·(|isDomain|·*1·(|ProjectiveAlgebraicSetPackage|·*5·*6·*3·*7·*8))·(|ofCategory|·*8·(|ProjectiveSpaceCategory|·*5)))))·
 47 (CATEGORY·|package|·(SIGNATURE·|singularPointsWithRestriction|·((|List|·|#5|)·|#3|·(|List|·|#3|)))·(SIGNATURE·|singularPoints|·((|List|·|#5|)·|#3|))·(SIGNATURE·|algebraicSet|·((|List|·|#5|)·(|List|·|#3|)))·(SIGNATURE·|rationalPoints|·((|List|·|#5|)·|#3|·(|PositiveInteger|))))·
 48 ((~=·(((|Boolean|)·$·$)·NIL))·(|numericalOptimization|·(((|Result|)·(|Record|·(|:|·|lfn|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|init|·(|List|·(|DoubleFloat|)))))·NIL)·(((|Result|)·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|init|·(|List|·(|DoubleFloat|)))·(|:|·|lb|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|cf|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|ub|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))))·73))·(|measure|·(((|Record|·(|:|·|measure|·(|Float|))·(|:|·|explanations|·(|String|)))·(|RoutinesTable|)·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|init|·(|List|·(|DoubleFloat|)))·(|:|·|lb|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|cf|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|ub|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))))·19)·(((|Record|·(|:|·|measure|·(|Float|))·(|:|·|explanations|·(|String|)))·(|RoutinesTable|)·(|Record|·(|:|·|lfn|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|init|·(|List|·(|DoubleFloat|)))))·NIL))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|coerce|·(((|OutputForm|)·$)·NIL))·(=·(((|Boolean|)·$·$)·NIL)))·
 49 (((|e04ucfAnnaType|)·(|NumericalOptimizationCategory|))·(T·|e04ucfAnnaType|))·
28 NIL·50 NIL·
 51 (|NumericalOptimizationCategory|)·
 52 ((|map|·((|#3|·(|Mapping|·|#4|·|#2|)·|#1|)·20)))·
 53 (((|OctonionCategoryFunctions2|·|#1|·|#2|·|#3|·|#4|)·(CATEGORY·|package|·(SIGNATURE·|map|·(|#3|·(|Mapping|·|#4|·|#2|)·|#1|)))·(|OctonionCategory|·|#2|)·(|CommutativeRing|)·(|OctonionCategory|·|#4|)·(|CommutativeRing|))·(T·|OctonionCategoryFunctions2|))·
 54 ((|map|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|CommutativeRing|))·(|ofCategory|·*6·(|CommutativeRing|))·(|ofCategory|·*2·(|OctonionCategory|·*6))·(|isDomain|·*1·(|OctonionCategoryFunctions2|·*4·*5·*2·*6))·(|ofCategory|·*4·(|OctonionCategory|·*5)))))·
29 (|ListAggregate|·|#1|)· 
30 ((|yRange|·(((|Segment|·(|DoubleFloat|))·$)·7))·(|xRange|·(((|Segment|·(|DoubleFloat|))·$)·8))·(|listBranches|·(((|List|·(|List|·(|Point|·(|DoubleFloat|))))·$)·9))·(|coerce|·(((|OutputForm|)·$)·6)))· 
31 (((|PlottablePlaneCurveCategory|)·(|Category|))·(T·|PlottablePlaneCurveCategory|))· 
32 ((|listBranches|·(*1·*2·*1)·(AND·(|ofCategory|·*1·(|PlottablePlaneCurveCategory|))·(|isDomain|·*2·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))))·(|xRange|·(*1·*2·*1)·(AND·(|ofCategory|·*1·(|PlottablePlaneCurveCategory|))·(|isDomain|·*2·(|Segment|·(|DoubleFloat|)))))·(|yRange|·(*1·*2·*1)·(AND·(|ofCategory|·*1·(|PlottablePlaneCurveCategory|))·(|isDomain|·*2·(|Segment|·(|DoubleFloat|))))))· 
33 (|Join|·(|CoercibleTo|·(|OutputForm|))·(CATEGORY·|domain|·(SIGNATURE·|listBranches|·((|List|·(|List|·(|Point|·(|DoubleFloat|))))·$))·(SIGNATURE·|xRange|·((|Segment|·(|DoubleFloat|))·$))·(SIGNATURE·|yRange|·((|Segment|·(|DoubleFloat|))·$))))· 
34 (((|CoercibleTo|·(|OutputForm|))·.·T))· 
35 ((|interpolate|·(((|Fraction|·(|Polynomial|·|#2|))·(|List|·|#2|)·(|List|·|#2|)·(|NonNegativeInteger|)·(|NonNegativeInteger|))·45)))· 
36 (((|RationalInterpolation|·|#1|·|#2|)·(CATEGORY·|package|·(SIGNATURE·|interpolate|·((|Fraction|·(|Polynomial|·|#2|))·(|List|·|#2|)·(|List|·|#2|)·(|NonNegativeInteger|)·(|NonNegativeInteger|))))·(|Symbol|)·(|Field|))·(T·|RationalInterpolation|))· 
37 ((|interpolate|·(*1·*2·*3·*3·*4·*4)·(AND·(|isDomain|·*3·(|List|·*6))·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*6·(|Field|))·(|isDomain|·*2·(|Fraction|·(|Polynomial|·*6)))·(|isDomain|·*1·(|RationalInterpolation|·*5·*6))·(|ofType|·*5·(|Symbol|)))))· 
38 (CATEGORY·|package|·(SIGNATURE·|interpolate|·((|Fraction|·(|Polynomial|·|#2|))·(|List|·|#2|)·(|List|·|#2|)·(|NonNegativeInteger|)·(|NonNegativeInteger|))))· 
39 ((~=·(((|Boolean|)·$·$)·NIL))·(|showTypeInOutput|·(((|String|)·(|Boolean|))·25))·(|objectOf|·(((|OutputForm|)·$)·24))·(|obj|·(((|None|)·$)·12))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|domainOf|·(((|OutputForm|)·$)·16))·(|dom|·(((|SExpression|)·$)·14))·(|coerce|·(((|OutputForm|)·$)·32))·(|any|·(($·(|SExpression|)·(|None|))·33))·(=·(((|Boolean|)·$·$)·18)))· 
40 (((|Any|)·(|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|any|·($·(|SExpression|)·(|None|)))·(SIGNATURE·|domainOf|·((|OutputForm|)·$))·(SIGNATURE·|objectOf|·((|OutputForm|)·$))·(SIGNATURE·|dom|·((|SExpression|)·$))·(SIGNATURE·|obj|·((|None|)·$))·(SIGNATURE·|showTypeInOutput|·((|String|)·(|Boolean|))))))·(T·|Any|))· 
41 ((|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|)))))· 
42 (|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|any|·($·(|SExpression|)·(|None|)))·(SIGNATURE·|domainOf|·((|OutputForm|)·$))·(SIGNATURE·|objectOf|·((|OutputForm|)·$))·(SIGNATURE·|dom|·((|SExpression|)·$))·(SIGNATURE·|obj|·((|None|)·$))·(SIGNATURE·|showTypeInOutput|·((|String|)·(|Boolean|)))))· 
43 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·34))·(|unitNormal|·(((|Record|·(|:|·|unit|·$)·(|:|·|canonical|·$)·(|:|·|associate|·$))·$)·39))·(|unitCanonical|·(($·$)·37))·(|unit?|·(((|Boolean|)·$)·NIL))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|sizeLess?|·(((|Boolean|)·$·$)·NIL))·(|sample|·(($)·NIL·T·CONST))·(|rem|·(($·$·$)·32))·(|reduce|·(($·|#2|·|#3|)·19))·(|recip|·(((|Union|·$·"failed")·$)·NIL))·(|quo|·(($·$·$)·NIL))·(|principalIdeal|·(((|Record|·(|:|·|coef|·(|List|·$))·(|:|·|generator|·$))·(|List|·$))·NIL))·(|one?|·(((|Boolean|)·$)·NIL))·(|multiEuclidean|·(((|Union|·(|List|·$)·"failed")·(|List|·$)·$)·NIL))·(|modulus|·((|#3|·$)·NIL))·(|lcmCoef|·(((|Record|·(|:|·|llcmres|·$)·(|:|·|coeff1|·$)·(|:|·|coeff2|·$))·$·$)·NIL))·(|lcm|·(($·$·$)·NIL)·(($·(|List|·$))·NIL))·(|latex|·(((|String|)·$)·NIL))·(|inv|·(($·$)·20))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|gcdPolynomial|·(((|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$))·NIL))·(|gcd|·(($·$·$)·NIL)·(($·(|List|·$))·NIL))·(|extendedEuclidean|·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·NIL)·(((|Union|·(|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$))·"failed")·$·$·$)·NIL))·(|exquo|·(((|Union|·$·"failed")·$·$)·NIL))·(|expressIdealMember|·(((|Union|·(|List|·$)·"failed")·(|List|·$)·$)·NIL))·(|exQuo|·(((|Union|·$·"failed")·$·$)·NIL))·(|euclideanSize|·(((|NonNegativeInteger|)·$)·33))·(|elt|·((|#2|·$·|#2|)·41))·(|divide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·24))·(|coerce|·(((|OutputForm|)·$)·NIL)·(($·(|Integer|))·NIL)·(($·$)·NIL)·((|#2|·$)·NIL))·(|characteristic|·(((|NonNegativeInteger|))·NIL))·(|associates?|·(((|Boolean|)·$·$)·NIL))·(^·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(|Zero|·(($)·27·T·CONST))·(|One|·(($)·35·T·CONST))·(=·(((|Boolean|)·$·$)·NIL))·(-·(($·$)·NIL)·(($·$·$)·NIL))·(+·(($·$·$)·NIL))·(**·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|Integer|)·$)·NIL)·(($·$·$)·36)))· 
44 (((|EuclideanModularRing|·|#1|·|#2|·|#3|·|#4|·|#5|·|#6|)·(|Join|·(|EuclideanDomain|)·(CATEGORY·|domain|·(SIGNATURE·|modulus|·(|#3|·$))·(SIGNATURE·|coerce|·(|#2|·$))·(SIGNATURE·|reduce|·($·|#2|·|#3|))·(SIGNATURE·|exQuo|·((|Union|·$·"failed")·$·$))·(SIGNATURE·|recip|·((|Union|·$·"failed")·$))·(SIGNATURE·|inv|·($·$))·(SIGNATURE·|elt|·(|#2|·$·|#2|))))·(|CommutativeRing|)·(|UnivariatePolynomialCategory|·|#1|)·(|AbelianMonoid|)·(|Mapping|·|#2|·|#2|·|#3|)·(|Mapping|·(|Union|·|#3|·"failed")·|#3|·|#3|)·(|Mapping|·(|Union|·|#2|·"failed")·|#2|·|#2|·|#3|))·(T·|EuclideanModularRing|))· 
45 ((|recip|·(*1·*1·*1)·(|partial|·AND·(|ofCategory|·*2·(|CommutativeRing|))·(|isDomain|·*1·(|EuclideanModularRing|·*2·*3·*4·*5·*6·*7))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*2))·(|ofCategory|·*4·(|AbelianMonoid|))·(|ofType|·*5·(|Mapping|·*3·*3·*4))·(|ofType|·*6·(|Mapping|·(|Union|·*4·"failed")·*4·*4))·(|ofType|·*7·(|Mapping|·(|Union|·*3·"failed")·*3·*3·*4))))·(|modulus|·(*1·*2·*1)·(AND·(|ofCategory|·*3·(|CommutativeRing|))·(|ofCategory|·*2·(|AbelianMonoid|))·(|isDomain|·*1·(|EuclideanModularRing|·*3·*4·*2·*5·*6·*7))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3))·(|ofType|·*5·(|Mapping|·*4·*4·*2))·(|ofType|·*6·(|Mapping|·(|Union|·*2·"failed")·*2·*2))·(|ofType|·*7·(|Mapping|·(|Union|·*4·"failed")·*4·*4·*2))))·(|coerce|·(*1·*2·*1)·(AND·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*3))·(|isDomain|·*1·(|EuclideanModularRing|·*3·*2·*4·*5·*6·*7))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofCategory|·*4·(|AbelianMonoid|))·(|ofType|·*5·(|Mapping|·*2·*2·*4))·(|ofType|·*6·(|Mapping|·(|Union|·*4·"failed")·*4·*4))·(|ofType|·*7·(|Mapping|·(|Union|·*2·"failed")·*2·*2·*4))))·(|reduce|·(*1·*1·*2·*3)·(AND·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*1·(|EuclideanModularRing|·*4·*2·*3·*5·*6·*7))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*4))·(|ofCategory|·*3·(|AbelianMonoid|))·(|ofType|·*5·(|Mapping|·*2·*2·*3))·(|ofType|·*6·(|Mapping|·(|Union|·*3·"failed")·*3·*3))·(|ofType|·*7·(|Mapping|·(|Union|·*2·"failed")·*2·*2·*3))))·(|exQuo|·(*1·*1·*1·*1)·(|partial|·AND·(|ofCategory|·*2·(|CommutativeRing|))·(|isDomain|·*1·(|EuclideanModularRing|·*2·*3·*4·*5·*6·*7))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*2))·(|ofCategory|·*4·(|AbelianMonoid|))·(|ofType|·*5·(|Mapping|·*3·*3·*4))·(|ofType|·*6·(|Mapping|·(|Union|·*4·"failed")·*4·*4))·(|ofType|·*7·(|Mapping|·(|Union|·*3·"failed")·*3·*3·*4))))·(|inv|·(*1·*1·*1)·(AND·(|ofCategory|·*2·(|CommutativeRing|))·(|isDomain|·*1·(|EuclideanModularRing|·*2·*3·*4·*5·*6·*7))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*2))·(|ofCategory|·*4·(|AbelianMonoid|))·(|ofType|·*5·(|Mapping|·*3·*3·*4))·(|ofType|·*6·(|Mapping|·(|Union|·*4·"failed")·*4·*4))·(|ofType|·*7·(|Mapping|·(|Union|·*3·"failed")·*3·*3·*4))))·(|elt|·(*1·*2·*1·*2)·(AND·(|ofCategory|·*3·(|CommutativeRing|))·(|isDomain|·*1·(|EuclideanModularRing|·*3·*2·*4·*5·*6·*7))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*3))·(|ofCategory|·*4·(|AbelianMonoid|))·(|ofType|·*5·(|Mapping|·*2·*2·*4))·(|ofType|·*6·(|Mapping|·(|Union|·*4·"failed")·*4·*4))·(|ofType|·*7·(|Mapping|·(|Union|·*2·"failed")·*2·*2·*4)))))· 
46 (|Join|·(|EuclideanDomain|)·(CATEGORY·|domain|·(SIGNATURE·|modulus|·(|#3|·$))·(SIGNATURE·|coerce|·(|#2|·$))·(SIGNATURE·|reduce|·($·|#2|·|#3|))·(SIGNATURE·|exQuo|·((|Union|·$·"failed")·$·$))·(SIGNATURE·|recip|·((|Union|·$·"failed")·$))·(SIGNATURE·|inv|·($·$))·(SIGNATURE·|elt|·(|#2|·$·|#2|))))· 
47 ((~=·(((|Boolean|)·$·$)·NIL))·(|zeroSetSplitIntoTriangularSystems|·(((|List|·(|Record|·(|:|·|close|·$)·(|:|·|open|·(|List|·|#4|))))·(|List|·|#4|))·NIL))·(|zeroSetSplit|·(((|List|·$)·(|List|·|#4|))·104)·(((|List|·$)·(|List|·|#4|)·(|Boolean|))·105)·(((|List|·$)·(|List|·|#4|)·(|Boolean|)·(|Boolean|))·103)·(((|List|·$)·(|List|·|#4|)·(|Boolean|)·(|Boolean|)·(|Boolean|)·(|Boolean|))·106))·(|variables|·(((|List|·|#3|)·$)·NIL))·(|trivialIdeal?|·(((|Boolean|)·$)·NIL))·(|triangular?|·(((|Boolean|)·$)·NIL·(|has|·|#1|·(|IntegralDomain|))))·(|stronglyReduced?|·(((|Boolean|)·|#4|·$)·NIL)·(((|Boolean|)·$)·NIL))·(|stronglyReduce|·((|#4|·|#4|·$)·NIL))·(|squareFreePart|·(((|List|·(|Record|·(|:|·|val|·|#4|)·(|:|·|tower|·$)))·|#4|·$)·98))·(|sort|·(((|Record|·(|:|·|under|·$)·(|:|·|floor|·$)·(|:|·|upper|·$))·$·|#3|)·NIL))·(|size?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|select|·(($·(|Mapping|·(|Boolean|)·|#4|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|Union|·|#4|·"failed")·$·|#3|)·53))·(|sample|·(($)·NIL·T·CONST))·(|roughUnitIdeal?|·(((|Boolean|)·$)·26·(|has|·|#1|·(|IntegralDomain|))))·(|roughSubIdeal?|·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|IntegralDomain|))))·(|roughEqualIdeals?|·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|IntegralDomain|))))·(|roughBase?|·(((|Boolean|)·$)·NIL·(|has|·|#1|·(|IntegralDomain|))))·(|rewriteSetWithReduction|·(((|List|·|#4|)·(|List|·|#4|)·$·(|Mapping|·|#4|·|#4|·|#4|)·(|Mapping|·(|Boolean|)·|#4|·|#4|))·NIL))·(|rewriteIdealWithRemainder|·(((|List|·|#4|)·(|List|·|#4|)·$)·NIL·(|has|·|#1|·(|IntegralDomain|))))·(|rewriteIdealWithHeadRemainder|·(((|List|·|#4|)·(|List|·|#4|)·$)·NIL·(|has|·|#1|·(|IntegralDomain|))))·(|retractIfCan|·(((|Union|·$·"failed")·(|List|·|#4|))·NIL))·(|retract|·(($·(|List|·|#4|))·NIL))·(|rest|·(((|Union|·$·"failed")·$)·39))·(|removeZero|·((|#4|·|#4|·$)·56))·(|removeDuplicates|·(($·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#4|·(|SetCategory|)))))·(|remove|·(($·|#4|·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#4|·(|SetCategory|))))·(($·(|Mapping|·(|Boolean|)·|#4|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|remainder|·(((|Record|·(|:|·|rnum|·|#1|)·(|:|·|polnum|·|#4|)·(|:|·|den|·|#1|))·|#4|·$)·72·(|has|·|#1|·(|IntegralDomain|))))·(|reduced?|·(((|Boolean|)·|#4|·$·(|Mapping|·(|Boolean|)·|#4|·|#4|))·NIL))·(|reduceByQuasiMonic|·((|#4|·|#4|·$)·NIL))·(|reduce|·((|#4|·(|Mapping|·|#4|·|#4|·|#4|)·$·|#4|·|#4|)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#4|·(|SetCategory|))))·((|#4|·(|Mapping|·|#4|·|#4|·|#4|)·$·|#4|)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·((|#4|·(|Mapping|·|#4|·|#4|·|#4|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·((|#4|·|#4|·$·(|Mapping|·|#4|·|#4|·|#4|)·(|Mapping|·(|Boolean|)·|#4|·|#4|))·NIL))·(|quasiComponent|·(((|Record|·(|:|·|close|·(|List|·|#4|))·(|:|·|open|·(|List|·|#4|)))·$)·NIL))·(|purelyTranscendental?|·(((|Boolean|)·|#4|·$)·NIL))·(|purelyAlgebraicLeadingMonomial?|·(((|Boolean|)·|#4|·$)·NIL))·(|purelyAlgebraic?|·(((|Boolean|)·|#4|·$)·NIL)·(((|Boolean|)·$)·NIL))·(|preprocess|·(((|Record|·(|:|·|val|·(|List|·|#4|))·(|:|·|towers|·(|List|·$)))·(|List|·|#4|)·(|Boolean|)·(|Boolean|))·118))·(|parts|·(((|List|·|#4|)·$)·16·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|normalized?|·(((|Boolean|)·|#4|·$)·NIL)·(((|Boolean|)·$)·NIL))·(|mvar|·((|#3|·$)·33))·(|more?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|members|·(((|List|·|#4|)·$)·17·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|member?|·(((|Boolean|)·|#4|·$)·25·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#4|·(|SetCategory|)))))·(|map!|·(($·(|Mapping|·|#4|·|#4|)·$)·23·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|map|·(($·(|Mapping|·|#4|·|#4|)·$)·21))·(|mainVariables|·(((|List|·|#3|)·$)·NIL))·(|mainVariable?|·(((|Boolean|)·|#3|·$)·NIL))·(|less?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|latex|·(((|String|)·$)·NIL))·(|lastSubResultantElseSplit|·(((|Union|·|#4|·(|List|·$))·|#4|·|#4|·$)·NIL))·(|lastSubResultant|·(((|List|·(|Record|·(|:|·|val|·|#4|)·(|:|·|tower|·$)))·|#4|·|#4|·$)·96))·(|last|·(((|Union|·|#4|·"failed")·$)·37))·(|invertibleSet|·(((|List|·$)·|#4|·$)·79))·(|invertibleElseSplit?|·(((|Union|·(|Boolean|)·(|List|·$))·|#4|·$)·NIL))·(|invertible?|·(((|List|·(|Record|·(|:|·|val|·(|Boolean|))·(|:|·|tower|·$)))·|#4|·$)·89)·(((|Boolean|)·|#4|·$)·51))·(|intersect|·(((|List|·$)·|#4|·$)·101)·(((|List|·$)·(|List|·|#4|)·$)·NIL)·(((|List|·$)·(|List|·|#4|)·(|List|·$))·102)·(((|List|·$)·|#4|·(|List|·$))·NIL))·(|internalZeroSetSplit|·(((|List|·$)·(|List|·|#4|)·(|Boolean|)·(|Boolean|)·(|Boolean|))·113))·(|internalAugment|·(($·|#4|·$)·69)·(($·(|List|·|#4|)·$)·70)·(((|List|·$)·|#4|·$·(|Boolean|)·(|Boolean|)·(|Boolean|)·(|Boolean|)·(|Boolean|))·66))·(|initials|·(((|List|·|#4|)·$)·NIL))·(|initiallyReduced?|·(((|Boolean|)·|#4|·$)·NIL)·(((|Boolean|)·$)·NIL))·(|initiallyReduce|·((|#4|·|#4|·$)·NIL))·(|infRittWu?|·(((|Boolean|)·$·$)·NIL))·(|headRemainder|·(((|Record|·(|:|·|num|·|#4|)·(|:|·|den|·|#1|))·|#4|·$)·NIL·(|has|·|#1|·(|IntegralDomain|))))·(|headReduced?|·(((|Boolean|)·|#4|·$)·NIL)·(((|Boolean|)·$)·NIL))·(|headReduce|·((|#4|·|#4|·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|first|·(((|Union|·|#4|·"failed")·$)·35))·(|find|·(((|Union|·|#4|·"failed")·(|Mapping|·(|Boolean|)·|#4|)·$)·NIL))·(|extendIfCan|·(((|Union|·$·"failed")·$·|#4|)·47))·(|extend|·(($·$·|#4|)·NIL)·(((|List|·$)·|#4|·$)·81)·(((|List|·$)·|#4|·(|List|·$))·NIL)·(((|List|·$)·(|List|·|#4|)·$)·NIL)·(((|List|·$)·(|List|·|#4|)·(|List|·$))·76))·(|every?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#4|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|eval|·(($·$·(|List|·|#4|)·(|List|·|#4|))·NIL·(AND·(|has|·|#4|·(|Evalable|·|#4|))·(|has|·|#4|·(|SetCategory|))))·(($·$·|#4|·|#4|)·NIL·(AND·(|has|·|#4|·(|Evalable|·|#4|))·(|has|·|#4|·(|SetCategory|))))·(($·$·(|Equation|·|#4|))·NIL·(AND·(|has|·|#4|·(|Evalable|·|#4|))·(|has|·|#4|·(|SetCategory|))))·(($·$·(|List|·(|Equation|·|#4|)))·NIL·(AND·(|has|·|#4|·(|Evalable|·|#4|))·(|has|·|#4|·(|SetCategory|)))))·(|eq?|·(((|Boolean|)·$·$)·NIL))·(|empty?|·(((|Boolean|)·$)·15))·(|empty|·(($)·13))·(|degree|·(((|NonNegativeInteger|)·$)·NIL))·(|count|·(((|NonNegativeInteger|)·|#4|·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#4|·(|SetCategory|))))·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·|#4|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|copy|·(($·$)·12))·(|convert|·(((|InputForm|)·$)·NIL·(|has|·|#4|·(|ConvertibleTo|·(|InputForm|)))))·(|construct|·(($·(|List|·|#4|))·20))·(|collectUpper|·(($·$·|#3|)·42))·(|collectUnder|·(($·$·|#3|)·43))·(|collectQuasiMonic|·(($·$)·NIL))·(|collect|·(($·$·|#3|)·NIL))·(|coerce|·(((|OutputForm|)·$)·31)·(((|List|·|#4|)·$)·40))·(|coHeight|·(((|NonNegativeInteger|)·$)·NIL·(|has|·|#3|·(|Finite|))))·(|basicSet|·(((|Union|·(|Record|·(|:|·|bas|·$)·(|:|·|top|·(|List|·|#4|)))·"failed")·(|List|·|#4|)·(|Mapping|·(|Boolean|)·|#4|·|#4|))·NIL)·(((|Union|·(|Record|·(|:|·|bas|·$)·(|:|·|top|·(|List|·|#4|)))·"failed")·(|List|·|#4|)·(|Mapping|·(|Boolean|)·|#4|)·(|Mapping|·(|Boolean|)·|#4|·|#4|))·NIL))·(|autoReduced?|·(((|Boolean|)·$·(|Mapping|·(|Boolean|)·|#4|·(|List|·|#4|)))·NIL))·(|augment|·(((|List|·$)·|#4|·$)·78)·(((|List|·$)·|#4|·(|List|·$))·NIL)·(((|List|·$)·(|List|·|#4|)·$)·NIL)·(((|List|·$)·(|List|·|#4|)·(|List|·$))·NIL))·(|any?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#4|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|algebraicVariables|·(((|List|·|#3|)·$)·NIL))·(|algebraicCoefficients?|·(((|Boolean|)·|#4|·$)·NIL))·(|algebraic?|·(((|Boolean|)·|#3|·$)·52))·(=·(((|Boolean|)·$·$)·NIL))·(|#|·(((|NonNegativeInteger|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))))· 
48 (((|RegularTriangularSet|·|#1|·|#2|·|#3|·|#4|)·(|Join|·(|RegularTriangularSetCategory|·|#1|·|#2|·|#3|·|#4|)·(CATEGORY·|domain|·(SIGNATURE·|internalAugment|·((|List|·$)·|#4|·$·(|Boolean|)·(|Boolean|)·(|Boolean|)·(|Boolean|)·(|Boolean|)))·(SIGNATURE·|zeroSetSplit|·((|List|·$)·(|List|·|#4|)·(|Boolean|)·(|Boolean|)))·(SIGNATURE·|zeroSetSplit|·((|List|·$)·(|List|·|#4|)·(|Boolean|)·(|Boolean|)·(|Boolean|)·(|Boolean|)))·(SIGNATURE·|internalZeroSetSplit|·((|List|·$)·(|List|·|#4|)·(|Boolean|)·(|Boolean|)·(|Boolean|)))·(SIGNATURE·|preprocess|·((|Record|·(|:|·|val|·(|List|·|#4|))·(|:|·|towers|·(|List|·$)))·(|List|·|#4|)·(|Boolean|)·(|Boolean|)))))·(|GcdDomain|)·(|OrderedAbelianMonoidSup|)·(|OrderedSet|)·(|RecursivePolynomialCategory|·|#1|·|#2|·|#3|))·(T·|RegularTriangularSet|))· 
49 ((|internalAugment|·(*1·*2·*3·*1·*4·*4·*4·*4·*4)·(AND·(|isDomain|·*4·(|Boolean|))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|OrderedSet|))·(|isDomain|·*2·(|List|·(|RegularTriangularSet|·*5·*6·*7·*3)))·(|isDomain|·*1·(|RegularTriangularSet|·*5·*6·*7·*3))·(|ofCategory|·*3·(|RecursivePolynomialCategory|·*5·*6·*7))))·(|zeroSetSplit|·(*1·*2·*3·*4·*4)·(AND·(|isDomain|·*3·(|List|·*8))·(|isDomain|·*4·(|Boolean|))·(|ofCategory|·*8·(|RecursivePolynomialCategory|·*5·*6·*7))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|OrderedSet|))·(|isDomain|·*2·(|List|·(|RegularTriangularSet|·*5·*6·*7·*8)))·(|isDomain|·*1·(|RegularTriangularSet|·*5·*6·*7·*8))))·(|zeroSetSplit|·(*1·*2·*3·*4·*4·*4·*4)·(AND·(|isDomain|·*3·(|List|·*8))·(|isDomain|·*4·(|Boolean|))·(|ofCategory|·*8·(|RecursivePolynomialCategory|·*5·*6·*7))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|OrderedSet|))·(|isDomain|·*2·(|List|·(|RegularTriangularSet|·*5·*6·*7·*8)))·(|isDomain|·*1·(|RegularTriangularSet|·*5·*6·*7·*8))))·(|internalZeroSetSplit|·(*1·*2·*3·*4·*4·*4)·(AND·(|isDomain|·*3·(|List|·*8))·(|isDomain|·*4·(|Boolean|))·(|ofCategory|·*8·(|RecursivePolynomialCategory|·*5·*6·*7))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|OrderedSet|))·(|isDomain|·*2·(|List|·(|RegularTriangularSet|·*5·*6·*7·*8)))·(|isDomain|·*1·(|RegularTriangularSet|·*5·*6·*7·*8))))·(|preprocess|·(*1·*2·*3·*4·*4)·(AND·(|isDomain|·*4·(|Boolean|))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|OrderedSet|))·(|ofCategory|·*8·(|RecursivePolynomialCategory|·*5·*6·*7))·(|isDomain|·*2·(|Record|·(|:|·|val|·(|List|·*8))·(|:|·|towers|·(|List|·(|RegularTriangularSet|·*5·*6·*7·*8)))))·(|isDomain|·*1·(|RegularTriangularSet|·*5·*6·*7·*8))·(|isDomain|·*3·(|List|·*8)))))· 
50 (|Join|·(|RegularTriangularSetCategory|·|#1|·|#2|·|#3|·|#4|)·(CATEGORY·|domain|·(SIGNATURE·|internalAugment|·((|List|·$)·|#4|·$·(|Boolean|)·(|Boolean|)·(|Boolean|)·(|Boolean|)·(|Boolean|)))·(SIGNATURE·|zeroSetSplit|·((|List|·$)·(|List|·|#4|)·(|Boolean|)·(|Boolean|)))·(SIGNATURE·|zeroSetSplit|·((|List|·$)·(|List|·|#4|)·(|Boolean|)·(|Boolean|)·(|Boolean|)·(|Boolean|)))·(SIGNATURE·|internalZeroSetSplit|·((|List|·$)·(|List|·|#4|)·(|Boolean|)·(|Boolean|)·(|Boolean|)))·(SIGNATURE·|preprocess|·((|Record|·(|:|·|val|·(|List|·|#4|))·(|:|·|towers|·(|List|·$)))·(|List|·|#4|)·(|Boolean|)·(|Boolean|)))))· 
51 ((~=·(((|Boolean|)·$·$)·NIL·(OR·(|has|·(|Any|)·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|SetCategory|)))))·(|table|·(($)·NIL)·(($·(|List|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))))·NIL))·(|swap!|·(((|Void|)·$·(|Symbol|)·(|Symbol|))·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|size?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|showTheRoutinesTable|·(($)·9))·(|setelt|·(((|Any|)·$·(|Symbol|)·(|Any|))·NIL))·(|selectSumOfSquaresRoutines|·(($·$)·23))·(|selectPDERoutines|·(($·$)·21))·(|selectOptimizationRoutines|·(($·$)·20))·(|selectODEIVPRoutines|·(($·$)·22))·(|selectNonFiniteRoutines|·(($·$)·25))·(|selectMultiDimensionalRoutines|·(($·$)·26))·(|selectIntegrationRoutines|·(($·$)·19))·(|selectFiniteRoutines|·(($·$)·24))·(|select!|·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|select|·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$)·18·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|search|·(((|Union|·(|Any|)·"failed")·(|Symbol|)·$)·34))·(|sample|·(($)·NIL·T·CONST))·(|routines|·(($)·7))·(|removeDuplicates|·(($·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|SetCategory|)))))·(|remove!|·(($·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·$)·46·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|Union|·(|Any|)·"failed")·(|Symbol|)·$)·NIL))·(|remove|·(($·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|SetCategory|))))·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|reduce|·(((|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Mapping|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|SetCategory|))))·(((|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Mapping|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Mapping|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|recoverAfterFail|·(((|Union|·(|String|)·"failed")·$·(|String|)·(|Integer|))·59))·(|qsetelt!|·(((|Any|)·$·(|Symbol|)·(|Any|))·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|qelt|·(((|Any|)·$·(|Symbol|))·NIL))·(|parts|·(((|List|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|List|·(|Any|))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|more?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|minIndex|·(((|Symbol|)·$)·NIL·(|has|·(|Symbol|)·(|OrderedSet|))))·(|members|·(((|List|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$)·28·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|List|·(|Any|))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|member?|·(((|Boolean|)·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|SetCategory|))))·(((|Boolean|)·(|Any|)·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|Any|)·(|SetCategory|)))))·(|maxIndex|·(((|Symbol|)·$)·NIL·(|has|·(|Symbol|)·(|OrderedSet|))))·(|map!|·(($·(|Mapping|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(($·(|Mapping|·(|Any|)·(|Any|))·$)·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|map|·(($·(|Mapping|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$)·NIL)·(($·(|Mapping|·(|Any|)·(|Any|))·$)·NIL)·(($·(|Mapping|·(|Any|)·(|Any|)·(|Any|))·$·$)·NIL))·(|less?|·(((|Boolean|)·$·(|NonNegativeInteger|))·NIL))·(|latex|·(((|String|)·$)·NIL·(OR·(|has|·(|Any|)·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|SetCategory|)))))·(|keys|·(((|List|·(|Symbol|))·$)·NIL))·(|key?|·(((|Boolean|)·(|Symbol|)·$)·NIL))·(|inspect|·(((|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·$)·NIL))·(|insert!|·(($·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·$)·37))·(|indices|·(((|List|·(|Symbol|))·$)·NIL))·(|index?|·(((|Boolean|)·(|Symbol|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL·(OR·(|has|·(|Any|)·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|SetCategory|)))))·(|getMeasure|·(((|Float|)·$·(|Symbol|))·45))·(|getExplanations|·(((|List|·(|String|))·$·(|String|))·60))·(|first|·(((|Any|)·$)·NIL·(|has|·(|Symbol|)·(|OrderedSet|))))·(|find|·(((|Union|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·"failed")·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$)·NIL))·(|fill!|·(($·$·(|Any|))·NIL·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|extract!|·(((|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·$)·NIL))·(|every?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|Boolean|)·(|Mapping|·(|Boolean|)·(|Any|))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|eval|·(($·$·(|List|·(|Equation|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))))·NIL·(AND·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Evalable|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))))·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|SetCategory|))))·(($·$·(|Equation|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))))·NIL·(AND·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Evalable|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))))·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|SetCategory|))))·(($·$·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·NIL·(AND·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Evalable|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))))·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|SetCategory|))))·(($·$·(|List|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·(|List|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))))·NIL·(AND·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|Evalable|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))))·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|SetCategory|))))·(($·$·(|List|·(|Any|))·(|List|·(|Any|)))·NIL·(AND·(|has|·(|Any|)·(|Evalable|·(|Any|)))·(|has|·(|Any|)·(|SetCategory|))))·(($·$·(|Any|)·(|Any|))·NIL·(AND·(|has|·(|Any|)·(|Evalable|·(|Any|)))·(|has|·(|Any|)·(|SetCategory|))))·(($·$·(|Equation|·(|Any|)))·NIL·(AND·(|has|·(|Any|)·(|Evalable|·(|Any|)))·(|has|·(|Any|)·(|SetCategory|))))·(($·$·(|List|·(|Equation|·(|Any|))))·NIL·(AND·(|has|·(|Any|)·(|Evalable|·(|Any|)))·(|has|·(|Any|)·(|SetCategory|)))))·(|eq?|·(((|Boolean|)·$·$)·NIL))·(|entry?|·(((|Boolean|)·(|Any|)·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|Any|)·(|SetCategory|)))))·(|entries|·(((|List|·(|Any|))·$)·NIL))·(|empty?|·(((|Boolean|)·$)·NIL))·(|empty|·(($)·NIL))·(|elt|·(((|Any|)·$·(|Symbol|))·NIL)·(((|Any|)·$·(|Symbol|)·(|Any|))·NIL))·(|dictionary|·(($)·NIL)·(($·(|List|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))))·NIL))·(|deleteRoutine!|·(($·$·(|Symbol|))·47))·(|count|·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|NonNegativeInteger|)·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|SetCategory|))))·(((|NonNegativeInteger|)·(|Any|)·$)·NIL·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|Any|)·(|SetCategory|))))·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·(|Any|))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|copy|·(($·$)·NIL))·(|convert|·(((|InputForm|)·$)·NIL·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|ConvertibleTo|·(|InputForm|)))))·(|construct|·(($·(|List|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))))·30))·(|concat|·(($·$·$)·31))·(|coerce|·(((|OutputForm|)·$)·NIL·(OR·(|has|·(|Any|)·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|SetCategory|)))))·(|changeThreshhold|·(($·$·(|Symbol|)·(|Float|))·43))·(|changeMeasure|·(($·$·(|Symbol|)·(|Float|))·44))·(|bag|·(($·(|List|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))))·NIL))·(|any?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|))))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|Boolean|)·(|Mapping|·(|Boolean|)·(|Any|))·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(=·(((|Boolean|)·$·$)·NIL·(OR·(|has|·(|Any|)·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·(|Symbol|))·(|:|·|entry|·(|Any|)))·(|SetCategory|)))))·(|#|·(((|NonNegativeInteger|)·$)·NIL·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))))· 
52 (((|RoutinesTable|)·(|Join|·(|TableAggregate|·(|Symbol|)·(|Any|))·(CATEGORY·|domain|·(SIGNATURE·|concat|·($·$·$))·(SIGNATURE·|routines|·($))·(SIGNATURE·|selectIntegrationRoutines|·($·$))·(SIGNATURE·|selectOptimizationRoutines|·($·$))·(SIGNATURE·|selectPDERoutines|·($·$))·(SIGNATURE·|selectODEIVPRoutines|·($·$))·(SIGNATURE·|selectFiniteRoutines|·($·$))·(SIGNATURE·|selectSumOfSquaresRoutines|·($·$))·(SIGNATURE·|selectNonFiniteRoutines|·($·$))·(SIGNATURE·|selectMultiDimensionalRoutines|·($·$))·(SIGNATURE·|changeThreshhold|·($·$·(|Symbol|)·(|Float|)))·(SIGNATURE·|changeMeasure|·($·$·(|Symbol|)·(|Float|)))·(SIGNATURE·|getMeasure|·((|Float|)·$·(|Symbol|)))·(SIGNATURE·|getExplanations|·((|List|·(|String|))·$·(|String|)))·(SIGNATURE·|deleteRoutine!|·($·$·(|Symbol|)))·(SIGNATURE·|showTheRoutinesTable|·($))·(SIGNATURE·|recoverAfterFail|·((|Union|·(|String|)·"failed")·$·(|String|)·(|Integer|)))·(ATTRIBUTE·|finiteAggregate|))))·(T·|RoutinesTable|))· 
53 ((|concat|·(*1·*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|)))·(|routines|·(*1·*1)·(|isDomain|·*1·(|RoutinesTable|)))·(|selectIntegrationRoutines|·(*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|)))·(|selectOptimizationRoutines|·(*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|)))·(|selectPDERoutines|·(*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|)))·(|selectODEIVPRoutines|·(*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|)))·(|selectFiniteRoutines|·(*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|)))·(|selectSumOfSquaresRoutines|·(*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|)))·(|selectNonFiniteRoutines|·(*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|)))·(|selectMultiDimensionalRoutines|·(*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|)))·(|changeThreshhold|·(*1·*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*3·(|Float|))·(|isDomain|·*1·(|RoutinesTable|))))·(|changeMeasure|·(*1·*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*3·(|Float|))·(|isDomain|·*1·(|RoutinesTable|))))·(|getMeasure|·(*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|RoutinesTable|))))·(|getExplanations|·(*1·*2·*1·*3)·(AND·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|RoutinesTable|))·(|isDomain|·*3·(|String|))))·(|deleteRoutine!|·(*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|RoutinesTable|))))·(|showTheRoutinesTable|·(*1·*1)·(|isDomain|·*1·(|RoutinesTable|)))·(|recoverAfterFail|·(*1·*2·*1·*2·*3)·(|partial|·AND·(|isDomain|·*2·(|String|))·(|isDomain|·*3·(|Integer|))·(|isDomain|·*1·(|RoutinesTable|)))))· 
54 (|Join|·(|TableAggregate|·(|Symbol|)·(|Any|))·(CATEGORY·|domain|·(SIGNATURE·|concat|·($·$·$))·(SIGNATURE·|routines|·($))·(SIGNATURE·|selectIntegrationRoutines|·($·$))·(SIGNATURE·|selectOptimizationRoutines|·($·$))·(SIGNATURE·|selectPDERoutines|·($·$))·(SIGNATURE·|selectODEIVPRoutines|·($·$))·(SIGNATURE·|selectFiniteRoutines|·($·$))·(SIGNATURE·|selectSumOfSquaresRoutines|·($·$))·(SIGNATURE·|selectNonFiniteRoutines|·($·$))·(SIGNATURE·|selectMultiDimensionalRoutines|·($·$))·(SIGNATURE·|changeThreshhold|·($·$·(|Symbol|)·(|Float|)))·(SIGNATURE·|changeMeasure|·($·$·(|Symbol|)·(|Float|)))·(SIGNATURE·|getMeasure|·((|Float|)·$·(|Symbol|)))·(SIGNATURE·|getExplanations|·((|List|·(|String|))·$·(|String|)))·(SIGNATURE·|deleteRoutine!|·($·$·(|Symbol|)))·(SIGNATURE·|showTheRoutinesTable|·($))·(SIGNATURE·|recoverAfterFail|·((|Union|·(|String|)·"failed")·$·(|String|)·(|Integer|)))·(ATTRIBUTE·|finiteAggregate|)))· 
55 ((|taylor|·(((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|NonNegativeInteger|)))·42)·(((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)·(|UniversalSegment|·(|NonNegativeInteger|)))·41)·(((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|))·35)·(((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|))·27))·(|series|·(((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|)))·80)·(((|Any|)·(|Mapping|·|#2|·(|Fraction|·(|Integer|)))·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|)))·79)·(((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|)))·78)·(((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|)))·77)·(((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|))·72)·(((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|))·71))·(|puiseux|·(((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|)))·66)·(((|Any|)·(|Mapping|·|#2|·(|Fraction|·(|Integer|)))·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|)))·64))·(|laurent|·(((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|)))·48)·(((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|)))·47)))· 
56 (((|GenerateUnivariatePowerSeries|·|#1|·|#2|)·(CATEGORY·|package|·(SIGNATURE·|taylor|·((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)))·(SIGNATURE·|taylor|·((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)))·(SIGNATURE·|taylor|·((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)·(|UniversalSegment|·(|NonNegativeInteger|))))·(SIGNATURE·|taylor|·((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|NonNegativeInteger|))))·(SIGNATURE·|laurent|·((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|))))·(SIGNATURE·|laurent|·((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|))))·(SIGNATURE·|puiseux|·((|Any|)·(|Mapping|·|#2|·(|Fraction|·(|Integer|)))·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|))))·(SIGNATURE·|puiseux|·((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|))))·(SIGNATURE·|series|·((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)))·(SIGNATURE·|series|·((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)))·(SIGNATURE·|series|·((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|))))·(SIGNATURE·|series|·((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|))))·(SIGNATURE·|series|·((|Any|)·(|Mapping|·|#2|·(|Fraction|·(|Integer|)))·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|))))·(SIGNATURE·|series|·((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|)))))·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|)))·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·|#1|)))·(T·|GenerateUnivariatePowerSeries|))· 
57 ((|series|·(*1·*2·*3·*4·*5·*6·*7)·(AND·(|isDomain|·*4·(|Symbol|))·(|isDomain|·*5·(|Equation|·*3))·(|isDomain|·*6·(|UniversalSegment|·(|Fraction|·(|Integer|))))·(|isDomain|·*7·(|Fraction|·(|Integer|)))·(|ofCategory|·*3·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*8)))·(|ofCategory|·*8·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|GenerateUnivariatePowerSeries|·*8·*3))))·(|series|·(*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*3·(|Mapping|·*8·(|Fraction|·(|Integer|))))·(|isDomain|·*4·(|Equation|·*8))·(|isDomain|·*5·(|UniversalSegment|·(|Fraction|·(|Integer|))))·(|isDomain|·*6·(|Fraction|·(|Integer|)))·(|ofCategory|·*8·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*7)))·(|ofCategory|·*7·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|GenerateUnivariatePowerSeries|·*7·*8))))·(|series|·(*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*4·(|Symbol|))·(|isDomain|·*5·(|Equation|·*3))·(|isDomain|·*6·(|UniversalSegment|·(|Integer|)))·(|ofCategory|·*3·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*7)))·(|ofCategory|·*7·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|GenerateUnivariatePowerSeries|·*7·*3))))·(|series|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*7·(|Integer|)))·(|isDomain|·*4·(|Equation|·*7))·(|isDomain|·*5·(|UniversalSegment|·(|Integer|)))·(|ofCategory|·*7·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*6)))·(|ofCategory|·*6·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|GenerateUnivariatePowerSeries|·*6·*7))))·(|series|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*4·(|Symbol|))·(|isDomain|·*5·(|Equation|·*3))·(|ofCategory|·*3·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*6)))·(|ofCategory|·*6·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|GenerateUnivariatePowerSeries|·*6·*3))))·(|series|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·(|Integer|)))·(|isDomain|·*4·(|Equation|·*6))·(|ofCategory|·*6·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*5)))·(|ofCategory|·*5·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|GenerateUnivariatePowerSeries|·*5·*6))))·(|puiseux|·(*1·*2·*3·*4·*5·*6·*7)·(AND·(|isDomain|·*4·(|Symbol|))·(|isDomain|·*5·(|Equation|·*3))·(|isDomain|·*6·(|UniversalSegment|·(|Fraction|·(|Integer|))))·(|isDomain|·*7·(|Fraction|·(|Integer|)))·(|ofCategory|·*3·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*8)))·(|ofCategory|·*8·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|GenerateUnivariatePowerSeries|·*8·*3))))·(|puiseux|·(*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*3·(|Mapping|·*8·(|Fraction|·(|Integer|))))·(|isDomain|·*4·(|Equation|·*8))·(|isDomain|·*5·(|UniversalSegment|·(|Fraction|·(|Integer|))))·(|isDomain|·*6·(|Fraction|·(|Integer|)))·(|ofCategory|·*8·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*7)))·(|ofCategory|·*7·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|GenerateUnivariatePowerSeries|·*7·*8))))·(|laurent|·(*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*4·(|Symbol|))·(|isDomain|·*5·(|Equation|·*3))·(|isDomain|·*6·(|UniversalSegment|·(|Integer|)))·(|ofCategory|·*3·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*7)))·(|ofCategory|·*7·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|GenerateUnivariatePowerSeries|·*7·*3))))·(|laurent|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*7·(|Integer|)))·(|isDomain|·*4·(|Equation|·*7))·(|isDomain|·*5·(|UniversalSegment|·(|Integer|)))·(|ofCategory|·*7·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*6)))·(|ofCategory|·*6·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|GenerateUnivariatePowerSeries|·*6·*7))))·(|taylor|·(*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*4·(|Symbol|))·(|isDomain|·*5·(|Equation|·*3))·(|isDomain|·*6·(|UniversalSegment|·(|NonNegativeInteger|)))·(|ofCategory|·*3·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*7)))·(|ofCategory|·*7·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|GenerateUnivariatePowerSeries|·*7·*3))))·(|taylor|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*7·(|Integer|)))·(|isDomain|·*4·(|Equation|·*7))·(|isDomain|·*5·(|UniversalSegment|·(|NonNegativeInteger|)))·(|ofCategory|·*7·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*6)))·(|ofCategory|·*6·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|GenerateUnivariatePowerSeries|·*6·*7))))·(|taylor|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*4·(|Symbol|))·(|isDomain|·*5·(|Equation|·*3))·(|ofCategory|·*3·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*6)))·(|ofCategory|·*6·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|GenerateUnivariatePowerSeries|·*6·*3))))·(|taylor|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·(|Integer|)))·(|isDomain|·*4·(|Equation|·*6))·(|ofCategory|·*6·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*5)))·(|ofCategory|·*5·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|GenerateUnivariatePowerSeries|·*5·*6)))))· 
58 (CATEGORY·|package|·(SIGNATURE·|taylor|·((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)))·(SIGNATURE·|taylor|·((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)))·(SIGNATURE·|taylor|·((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)·(|UniversalSegment|·(|NonNegativeInteger|))))·(SIGNATURE·|taylor|·((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|NonNegativeInteger|))))·(SIGNATURE·|laurent|·((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|))))·(SIGNATURE·|laurent|·((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|))))·(SIGNATURE·|puiseux|·((|Any|)·(|Mapping|·|#2|·(|Fraction|·(|Integer|)))·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|))))·(SIGNATURE·|puiseux|·((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|))))·(SIGNATURE·|series|·((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)))·(SIGNATURE·|series|·((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)))·(SIGNATURE·|series|·((|Any|)·(|Mapping|·|#2|·(|Integer|))·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|))))·(SIGNATURE·|series|·((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Integer|))))·(SIGNATURE·|series|·((|Any|)·(|Mapping|·|#2|·(|Fraction|·(|Integer|)))·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|))))·(SIGNATURE·|series|·((|Any|)·|#2|·(|Symbol|)·(|Equation|·|#2|)·(|UniversalSegment|·(|Fraction|·(|Integer|)))·(|Fraction|·(|Integer|)))))· 
59 ((|map|·(((|Expression|·|#2|)·(|Mapping|·|#2|·|#1|)·(|Expression|·|#1|))·13)))· 
60 (((|ExpressionFunctions2|·|#1|·|#2|)·(CATEGORY·|package|·(SIGNATURE·|map|·((|Expression|·|#2|)·(|Mapping|·|#2|·|#1|)·(|Expression|·|#1|))))·(|OrderedSet|)·(|OrderedSet|))·(T·|ExpressionFunctions2|))· 
61 ((|map|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Expression|·*5))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|OrderedSet|))·(|isDomain|·*2·(|Expression|·*6))·(|isDomain|·*1·(|ExpressionFunctions2|·*5·*6)))))· 
62 (CATEGORY·|package|·(SIGNATURE·|map|·((|Expression|·|#2|)·(|Mapping|·|#2|·|#1|)·(|Expression|·|#1|))))· 
63 ((|order|·(((|NonNegativeInteger|)·(|FiniteDivisor|·|#1|·|#2|·|#3|·|#4|)·|#3|·(|Mapping|·|#5|·|#1|))·23)))· 
64 (((|ReducedDivisor|·|#1|·|#2|·|#3|·|#4|·|#5|)·(CATEGORY·|package|·(SIGNATURE·|order|·((|NonNegativeInteger|)·(|FiniteDivisor|·|#1|·|#2|·|#3|·|#4|)·|#3|·(|Mapping|·|#5|·|#1|))))·(|Field|)·(|UnivariatePolynomialCategory|·|#1|)·(|UnivariatePolynomialCategory|·(|Fraction|·|#2|))·(|FunctionFieldCategory|·|#1|·|#2|·|#3|)·(|Join|·(|Finite|)·(|Field|)))·(T·|ReducedDivisor|))· 
65 ((|order|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|FiniteDivisor|·*6·*7·*4·*8))·(|isDomain|·*5·(|Mapping|·*9·*6))·(|ofCategory|·*6·(|Field|))·(|ofCategory|·*7·(|UnivariatePolynomialCategory|·*6))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·(|Fraction|·*7)))·(|ofCategory|·*8·(|FunctionFieldCategory|·*6·*7·*4))·(|ofCategory|·*9·(|Join|·(|Finite|)·(|Field|)))·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|ReducedDivisor|·*6·*7·*4·*8·*9)))))· 
66 (CATEGORY·|package|·(SIGNATURE·|order|·((|NonNegativeInteger|)·(|FiniteDivisor|·|#1|·|#2|·|#3|·|#4|)·|#3|·(|Mapping|·|#5|·|#1|))))· 
67 ((|radicalSolve|·(((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Equation|·(|Fraction|·(|Polynomial|·|#1|)))))·94)·(((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Equation|·(|Fraction|·(|Polynomial|·|#1|))))·(|List|·(|Symbol|)))·93)·(((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Fraction|·(|Polynomial|·|#1|))))·91)·(((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|Symbol|)))·89)·(((|List|·(|Equation|·(|Expression|·|#1|)))·(|Equation|·(|Fraction|·(|Polynomial|·|#1|))))·75)·(((|List|·(|Equation|·(|Expression|·|#1|)))·(|Equation|·(|Fraction|·(|Polynomial|·|#1|)))·(|Symbol|))·76)·(((|List|·(|Equation|·(|Expression|·|#1|)))·(|Fraction|·(|Polynomial|·|#1|)))·70)·(((|List|·(|Equation|·(|Expression|·|#1|)))·(|Fraction|·(|Polynomial|·|#1|))·(|Symbol|))·59))·(|radicalRoots|·(((|List|·(|List|·(|Expression|·|#1|)))·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|Symbol|)))·87)·(((|List|·(|Expression|·|#1|))·(|Fraction|·(|Polynomial|·|#1|))·(|Symbol|))·43))·(|contractSolve|·(((|SuchThat|·(|List|·(|Expression|·|#1|))·(|List|·(|Equation|·(|Expression|·|#1|))))·(|Fraction|·(|Polynomial|·|#1|))·(|Symbol|))·97)·(((|SuchThat|·(|List|·(|Expression|·|#1|))·(|List|·(|Equation|·(|Expression|·|#1|))))·(|Equation|·(|Fraction|·(|Polynomial|·|#1|)))·(|Symbol|))·96)))· 
68 (((|RadicalSolvePackage|·|#1|)·(CATEGORY·|package|·(SIGNATURE·|radicalSolve|·((|List|·(|Equation|·(|Expression|·|#1|)))·(|Fraction|·(|Polynomial|·|#1|))·(|Symbol|)))·(SIGNATURE·|radicalSolve|·((|List|·(|Equation|·(|Expression|·|#1|)))·(|Fraction|·(|Polynomial|·|#1|))))·(SIGNATURE·|radicalSolve|·((|List|·(|Equation|·(|Expression|·|#1|)))·(|Equation|·(|Fraction|·(|Polynomial|·|#1|)))·(|Symbol|)))·(SIGNATURE·|radicalSolve|·((|List|·(|Equation|·(|Expression|·|#1|)))·(|Equation|·(|Fraction|·(|Polynomial|·|#1|)))))·(SIGNATURE·|radicalSolve|·((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|Symbol|))))·(SIGNATURE·|radicalSolve|·((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Fraction|·(|Polynomial|·|#1|)))))·(SIGNATURE·|radicalSolve|·((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Equation|·(|Fraction|·(|Polynomial|·|#1|))))·(|List|·(|Symbol|))))·(SIGNATURE·|radicalSolve|·((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Equation|·(|Fraction|·(|Polynomial|·|#1|))))))·(SIGNATURE·|radicalRoots|·((|List|·(|Expression|·|#1|))·(|Fraction|·(|Polynomial|·|#1|))·(|Symbol|)))·(SIGNATURE·|radicalRoots|·((|List|·(|List|·(|Expression|·|#1|)))·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|Symbol|))))·(SIGNATURE·|contractSolve|·((|SuchThat|·(|List|·(|Expression|·|#1|))·(|List|·(|Equation|·(|Expression|·|#1|))))·(|Equation|·(|Fraction|·(|Polynomial|·|#1|)))·(|Symbol|)))·(SIGNATURE·|contractSolve|·((|SuchThat|·(|List|·(|Expression|·|#1|))·(|List|·(|Equation|·(|Expression|·|#1|))))·(|Fraction|·(|Polynomial|·|#1|))·(|Symbol|))))·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)))·(T·|RadicalSolvePackage|))· 
69 ((|contractSolve|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Fraction|·(|Polynomial|·*5)))·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|SuchThat|·(|List|·(|Expression|·*5))·(|List|·(|Equation|·(|Expression|·*5)))))·(|isDomain|·*1·(|RadicalSolvePackage|·*5))))·(|contractSolve|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Equation|·(|Fraction|·(|Polynomial|·*5))))·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|SuchThat|·(|List|·(|Expression|·*5))·(|List|·(|Equation|·(|Expression|·*5)))))·(|isDomain|·*1·(|RadicalSolvePackage|·*5))))·(|radicalRoots|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Fraction|·(|Polynomial|·*5))))·(|isDomain|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|List|·(|List|·(|Expression|·*5))))·(|isDomain|·*1·(|RadicalSolvePackage|·*5))))·(|radicalRoots|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Fraction|·(|Polynomial|·*5)))·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|List|·(|Expression|·*5)))·(|isDomain|·*1·(|RadicalSolvePackage|·*5))))·(|radicalSolve|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Equation|·(|Fraction|·(|Polynomial|·*4)))))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|List|·(|List|·(|Equation|·(|Expression|·*4)))))·(|isDomain|·*1·(|RadicalSolvePackage|·*4))))·(|radicalSolve|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Equation|·(|Fraction|·(|Polynomial|·*5)))))·(|isDomain|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|List|·(|List|·(|Equation|·(|Expression|·*5)))))·(|isDomain|·*1·(|RadicalSolvePackage|·*5))))·(|radicalSolve|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Fraction|·(|Polynomial|·*4))))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|List|·(|List|·(|Equation|·(|Expression|·*4)))))·(|isDomain|·*1·(|RadicalSolvePackage|·*4))))·(|radicalSolve|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Fraction|·(|Polynomial|·*5))))·(|isDomain|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|List|·(|List|·(|Equation|·(|Expression|·*5)))))·(|isDomain|·*1·(|RadicalSolvePackage|·*5))))·(|radicalSolve|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|Equation|·(|Fraction|·(|Polynomial|·*4))))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|List|·(|Equation|·(|Expression|·*4))))·(|isDomain|·*1·(|RadicalSolvePackage|·*4))))·(|radicalSolve|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Equation|·(|Fraction|·(|Polynomial|·*5))))·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|List|·(|Equation|·(|Expression|·*5))))·(|isDomain|·*1·(|RadicalSolvePackage|·*5))))·(|radicalSolve|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|Fraction|·(|Polynomial|·*4)))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|List|·(|Equation|·(|Expression|·*4))))·(|isDomain|·*1·(|RadicalSolvePackage|·*4))))·(|radicalSolve|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Fraction|·(|Polynomial|·*5)))·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|List|·(|Equation|·(|Expression|·*5))))·(|isDomain|·*1·(|RadicalSolvePackage|·*5)))))· 
70 (CATEGORY·|package|·(SIGNATURE·|radicalSolve|·((|List|·(|Equation|·(|Expression|·|#1|)))·(|Fraction|·(|Polynomial|·|#1|))·(|Symbol|)))·(SIGNATURE·|radicalSolve|·((|List|·(|Equation|·(|Expression|·|#1|)))·(|Fraction|·(|Polynomial|·|#1|))))·(SIGNATURE·|radicalSolve|·((|List|·(|Equation|·(|Expression|·|#1|)))·(|Equation|·(|Fraction|·(|Polynomial|·|#1|)))·(|Symbol|)))·(SIGNATURE·|radicalSolve|·((|List|·(|Equation|·(|Expression|·|#1|)))·(|Equation|·(|Fraction|·(|Polynomial|·|#1|)))))·(SIGNATURE·|radicalSolve|·((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|Symbol|))))·(SIGNATURE·|radicalSolve|·((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Fraction|·(|Polynomial|·|#1|)))))·(SIGNATURE·|radicalSolve|·((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Equation|·(|Fraction|·(|Polynomial|·|#1|))))·(|List|·(|Symbol|))))·(SIGNATURE·|radicalSolve|·((|List|·(|List|·(|Equation|·(|Expression|·|#1|))))·(|List|·(|Equation|·(|Fraction|·(|Polynomial|·|#1|))))))·(SIGNATURE·|radicalRoots|·((|List|·(|Expression|·|#1|))·(|Fraction|·(|Polynomial|·|#1|))·(|Symbol|)))·(SIGNATURE·|radicalRoots|·((|List|·(|List|·(|Expression|·|#1|)))·(|List|·(|Fraction|·(|Polynomial|·|#1|)))·(|List|·(|Symbol|))))·(SIGNATURE·|contractSolve|·((|SuchThat|·(|List|·(|Expression|·|#1|))·(|List|·(|Equation|·(|Expression|·|#1|))))·(|Equation|·(|Fraction|·(|Polynomial|·|#1|)))·(|Symbol|)))·(SIGNATURE·|contractSolve|·((|SuchThat|·(|List|·(|Expression|·|#1|))·(|List|·(|Equation|·(|Expression|·|#1|))))·(|Fraction|·(|Polynomial|·|#1|))·(|Symbol|))))· 
71 ((~=·(((|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|))))·(|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|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|every?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#1|)·$)·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|))))·(|delete|·(($·$·(|Integer|))·57)·(($·$·(|UniversalSegment|·(|Integer|)))·56))·(|cross|·(($·$·$)·97·(|has|·|#1|·(|Ring|))))·(|count|·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·|#1|)·$)·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|)))))·(|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|·$·(ATTRIBUTE·|finiteAggregate|)))))· 
72 (((|VectorCategory|·|#1|)·(|Category|)·(|Type|))·(T·|VectorCategory|))· 
73 ((+·(*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|VectorCategory|·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|AbelianSemiGroup|))))·(|zero|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|ofCategory|·*1·(|VectorCategory|·*3))·(|ofCategory|·*3·(|AbelianMonoid|))·(|ofCategory|·*3·(|Type|))))·(-·(*1·*1·*1)·(AND·(|ofCategory|·*1·(|VectorCategory|·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|AbelianGroup|))))·(-·(*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|VectorCategory|·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|AbelianGroup|))))·(*·(*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Integer|))·(|ofCategory|·*1·(|VectorCategory|·*3))·(|ofCategory|·*3·(|Type|))·(|ofCategory|·*3·(|AbelianGroup|))))·(*·(*1·*1·*2·*1)·(AND·(|ofCategory|·*1·(|VectorCategory|·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|Monoid|))))·(*·(*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|VectorCategory|·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|Monoid|))))·(|dot|·(*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|VectorCategory|·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|Ring|))))·(|outerProduct|·(*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|VectorCategory|·*3))·(|ofCategory|·*3·(|Type|))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*2·(|Matrix|·*3))))·(|cross|·(*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|VectorCategory|·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|Ring|))))·(|length|·(*1·*2·*1)·(AND·(|ofCategory|·*1·(|VectorCategory|·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|RadicalCategory|))·(|ofCategory|·*2·(|Ring|))))·(|magnitude|·(*1·*2·*1)·(AND·(|ofCategory|·*1·(|VectorCategory|·*2))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*2·(|RadicalCategory|))·(|ofCategory|·*2·(|Ring|)))))· 
74 (|Join|·(|OneDimensionalArrayAggregate|·|t#1|)·(CATEGORY·|domain|·(IF·(|has|·|t#1|·(|AbelianSemiGroup|))·(SIGNATURE·+·($·$·$))·|noBranch|)·(IF·(|has|·|t#1|·(|AbelianMonoid|))·(SIGNATURE·|zero|·($·(|NonNegativeInteger|)))·|noBranch|)·(IF·(|has|·|t#1|·(|AbelianGroup|))·(PROGN·(SIGNATURE·-·($·$))·(SIGNATURE·-·($·$·$))·(SIGNATURE·*·($·(|Integer|)·$)))·|noBranch|)·(IF·(|has|·|t#1|·(|Monoid|))·(PROGN·(SIGNATURE·*·($·|t#1|·$))·(SIGNATURE·*·($·$·|t#1|)))·|noBranch|)·(IF·(|has|·|t#1|·(|Ring|))·(PROGN·(SIGNATURE·|dot|·(|t#1|·$·$))·(SIGNATURE·|outerProduct|·((|Matrix|·|t#1|)·$·$))·(SIGNATURE·|cross|·($·$·$)))·|noBranch|)·(IF·(|has|·|t#1|·(|RadicalCategory|))·(IF·(|has|·|t#1|·(|Ring|))·(PROGN·(SIGNATURE·|length|·(|t#1|·$))·(SIGNATURE·|magnitude|·(|t#1|·$)))·|noBranch|)·|noBranch|)))· 
75 (((|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))· 
76 ((|UpTriBddDenomInv|·((|#4|·|#4|·|#1|)·27))·(|LowTriBddDenomInv|·((|#4|·|#4|·|#1|)·28)))· 
77 (((|TriangularMatrixOperations|·|#1|·|#2|·|#3|·|#4|)·(CATEGORY·|package|·(SIGNATURE·|UpTriBddDenomInv|·(|#4|·|#4|·|#1|))·(SIGNATURE·|LowTriBddDenomInv|·(|#4|·|#4|·|#1|)))·(|IntegralDomain|)·(|FiniteLinearAggregate|·|#1|)·(|FiniteLinearAggregate|·|#1|)·(|MatrixCategory|·|#1|·|#2|·|#3|))·(T·|TriangularMatrixOperations|))· 
78 ((|LowTriBddDenomInv|·(*1·*2·*2·*3)·(AND·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))·(|isDomain|·*1·(|TriangularMatrixOperations|·*3·*4·*5·*2))·(|ofCategory|·*2·(|MatrixCategory|·*3·*4·*5))))·(|UpTriBddDenomInv|·(*1·*2·*2·*3)·(AND·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))·(|isDomain|·*1·(|TriangularMatrixOperations|·*3·*4·*5·*2))·(|ofCategory|·*2·(|MatrixCategory|·*3·*4·*5)))))· 
79 (CATEGORY·|package|·(SIGNATURE·|UpTriBddDenomInv|·(|#4|·|#4|·|#1|))·(SIGNATURE·|LowTriBddDenomInv|·(|#4|·|#4|·|#1|)))· 
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./usr/share/axiom-20170501/algebra/operation.daase
    
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1 (1579299·.·3940021670)·······1 (1579299·.·3974436555)·······
2 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|RetractableTo|·(|Integer|))))·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|FunctionSpaceReduce|·*4·*3))·(|ofCategory|·*3·(|FunctionSpace|·*4))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Kernel|·*3))·(|ofCategory|·*3·(|FunctionSpace|·*5))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|RetractableTo|·(|Integer|))))·(|isDomain|·*2·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|))))·(|isDomain|·*1·(|FunctionSpaceReduce|·*5·*3)))))·2 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|RetractableTo|·(|Integer|))))·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|FunctionSpaceReduce|·*4·*3))·(|ofCategory|·*3·(|FunctionSpace|·*4))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Kernel|·*3))·(|ofCategory|·*3·(|FunctionSpace|·*5))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|RetractableTo|·(|Integer|))))·(|isDomain|·*2·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|))))·(|isDomain|·*1·(|FunctionSpaceReduce|·*5·*3)))))·
3 (((*1·*2·*2·*3·*2)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|isDomain|·*1·(|DistinctDegreeFactorize|·*4·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*4))))·((*1·*2·*2·*3·*2·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*1·(|ModularDistinctDegreeFactorizer|·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*3)))))·3 (((*1·*2·*2·*3·*2)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|isDomain|·*1·(|DistinctDegreeFactorize|·*4·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*4))))·((*1·*2·*2·*3·*2·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*1·(|ModularDistinctDegreeFactorizer|·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*3)))))·
4 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|FortranExpression|·*2·*3·*4))·(|ofType|·*2·(|List|·(|Symbol|)))·(|ofType|·*3·(|List|·(|Symbol|)))·(|ofCategory|·*4·(|FortranMachineTypeCategory|))))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCat[·...·truncated·by·diffoscope;·len:·2064,·SHA:·f5dcafea0c8864b168e36bf9836021f2aec914c45d96cb647aba5622bd95e23e·...·])))))·4 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|LiePolynomial|·*3·*4))·(|isDomain|·*1·(|LieExponentials|·*3·*4·*5))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Join|·(|CommutativeRing|)·(|Module|·(|Fraction|·(|Integer|)))))·(|ofType|·*5·(|PositiveInteger|))))·((*1·*1·[·...·truncated·by·diffoscope;·len:·2064,·SHA:·5c3e86dfe579fb7b14f91999e48525b363f46426311334b5bdc85cc770d37340·...·])))))·
5 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|SparseUnivariatePolynomial|·(|Integer|))))·(|isDomain|·*1·(|CyclotomicPolynomialPackage|))·(|isDomain|·*3·(|Integer|)))))·5 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|SparseUnivariatePolynomial|·(|Integer|))))·(|isDomain|·*1·(|CyclotomicPolynomialPackage|))·(|isDomain|·*3·(|Integer|)))))·
6 (((*1·*2·*3·*1)·(AND·(|ofCategory|·*1·(|PolynomialSetCategory|·*4·*5·*3·*6))·(|ofCategory|·*4·(|Ring|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*4·*5·*3))·(|isDomain|·*2·(|Boolean|)))))· 
7 (((*1·*2·*3·*4·*4·*5·*4·*3·*6·*3·*4·*7·*8·*9·*10)·(AND·(|isDomain|·*4·(|Integer|))·(|isDomain|·*5·(|String|))·(|isDomain|·*6·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*7·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp9|·G))))·(|isDomain|·*8·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp7|·FCN))))·(|isDomain|·*9·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp31|·PEDERV))))·(|isDomain|·*10·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp8|·OUTPUT))))·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagOrdinaryDifferentialEquationsPackage|)))))·6 (((*1·*2·*3·*4·*4·*5·*4·*3·*6·*3·*4·*7·*8·*9·*10)·(AND·(|isDomain|·*4·(|Integer|))·(|isDomain|·*5·(|String|))·(|isDomain|·*6·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*7·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp9|·G))))·(|isDomain|·*8·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp7|·FCN))))·(|isDomain|·*9·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp31|·PEDERV))))·(|isDomain|·*10·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp8|·OUTPUT))))·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagOrdinaryDifferentialEquationsPackage|)))))·
8 (((*1·*2·*3·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*3·(|List|·(|DrawOption|)))·(|isDomain|·*1·(|DrawOptionFunctions0|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|DrawOption|)))))·7 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|DrawOption|))))·((*1·*2·*3·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*3·(|List|·(|DrawOption|)))·(|isDomain|·*1·(|DrawOptionFunctions0|)))))·
9 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|OutputForm|)))·(|isDomain|·*1·(|OutputForm|)))))·8 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|OutputForm|)))·(|isDomain|·*1·(|OutputForm|)))))·
 9 (((*1·*2·*3·*1)·(AND·(|ofCategory|·*1·(|PolynomialSetCategory|·*4·*5·*3·*6))·(|ofCategory|·*4·(|Ring|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*4·*5·*3))·(|isDomain|·*2·(|Boolean|)))))·
10 (((*1·*2·*3·*3)·(AND·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*4·(|IntegralDomain|))·(|isDomain|·*2·(|Record|·(|:|·|coef2|·*3)·(|:|·|resultantReduit|·*4)))·(|isDomain|·*1·(|PseudoRemainderSequence|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4)))))·10 (((*1·*2·*3·*3)·(AND·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*4·(|IntegralDomain|))·(|isDomain|·*2·(|Record|·(|:|·|coef2|·*3)·(|:|·|resultantReduit|·*4)))·(|isDomain|·*1·(|PseudoRemainderSequence|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4)))))·
11 (((*1·*2·*1)·(AND·(|ofCategory|·*3·(|RealClosedField|))·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|SimpleCell|·*3·*4))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3)))))·11 (((*1·*2·*1)·(AND·(|ofCategory|·*3·(|RealClosedField|))·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|SimpleCell|·*3·*4))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3)))))·
12 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|FortranExpression|·*2·*3·*4))·(|ofType|·*2·(|List|·(|Symbol|)))·(|ofType|·*3·(|List|·(|Symbol|)))·(|ofCategory|·*4·(|FortranMachineTypeCategory|))))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·[·...·truncated·by·diffoscope;·len:·1099,·SHA:·99f6c298b6e3907027f52648ce8bb6f76d9c53f8dc734390dd3ae8cf8a7506f6·...·]))))·12 (((*1·*1·*1)·(|ofCategory|·*1·(|HyperbolicFunctionCategory|)))·((*1·*1·*1)·(AND·(|isDomain|·*1·(|FortranExpression|·*2·*3·*4))·(|ofType|·*2·(|List|·(|Symbol|)))·(|ofType|·*3·(|List|·(|Symbol|)))·(|ofCategory|·*4·(|FortranMachineTypeCategory|))))·((*1·*2·*2)·(AND·(|ofCat[·...·truncated·by·diffoscope;·len:·1099,·SHA:·17080c9806c1cdeb71aeaeebb1cb545747b70da4da9dc3de166d22078c3675ee·...·]))))·
13 (((*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)))))·13 (((*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)))))·
14 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|GcdDomain|)))·(|isDomain|·*1·(|TranscendentalManipulations|·*3·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|TranscendentalFunctionCategory|))))))·14 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|GcdDomain|)))·(|isDomain|·*1·(|TranscendentalManipulations|·*3·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|TranscendentalFunctionCategory|))))))·
15 (((*1·*2)·(AND·(|ofCategory|·*3·(|GcdDomain|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|QuasiComponentPackage|·*3·*4·*5·*6·*7))·(|ofCategory|·*7·(|RegularTriangularSetCategory|·*3·*4·*5·*6))))·((*1·*2)·(AND·(|ofCategory|·*3·(|GcdDomain|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|SquareFreeQuasiComponentPackage|·*3·*4·*5·*6·*7))·(|ofCategory|·*7·(|RegularTriangularSetCategory|·*3·*4·*5·*6)))))· 
16 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Type|))·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|CyclicStreamTools|·*4·*3))·(|ofCategory|·*3·(|LazyStreamAggregate|·*4)))))·15 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Type|))·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|CyclicStreamTools|·*4·*3))·(|ofCategory|·*3·(|LazyStreamAggregate|·*4)))))·
 16 (((*1·*2·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*4·(|Join|·(|GcdDomain|)·(|OrderedSet|)·(|CharacteristicZero|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*1·(|ElementaryIntegration|·*4·*2))·(|ofCategory|·*2·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*4))))))·
17 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|AlgebraicFunctionField|·*4·*5·*6·*7))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·(|Fraction|·*5)))·(|ofType|·*7·*6))))·17 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|AlgebraicFunctionField|·*4·*5·*6·*7))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·(|Fraction|·*5)))·(|ofType|·*7·*6))))·
18 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|Point|·*3))·(|ofCategory|·*3·(|Join|·(|Field|)·(|TranscendentalFunctionCategory|)·(|RadicalCategory|)))·(|isDomain|·*1·(|CoordinateSystems|·*3)))))· 
19 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|SegmentCategory|·*2))·(|ofCategory|·*2·(|Type|)))))·18 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|SegmentCategory|·*2))·(|ofCategory|·*2·(|Type|)))))·
20 (((*1·*2·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*4·(|Join|·(|GcdDomain|)·(|OrderedSet|)·(|CharacteristicZero|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*1·(|ElementaryIntegration|·*4·*2))·(|ofCategor[·...·truncated·by·diffoscope;·len:·98,·SHA:·0197e70c1f258b5263cbf4ade343a4f8c5fd2092f0926bcd4f19f245313422b3·...·])))))·19 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|Point|·*3))·(|ofCategory|·*3·(|Join|·(|Field|)·(|TranscendentalFunctionCategory|)·(|RadicalCategory|)))·(|isDomain|·*1·(|CoordinateSystems|·*3)))))·
 20 (((*1·*2)·(AND·(|ofCategory|·*3·(|GcdDomain|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|QuasiComponentPackage|·*3·*4·*5·*6·*7))·(|ofCategory|·*7·(|RegularTriangularSetCategory|·*3·*4·*5·*6))))·((*1·*2)·(AND·(|ofCategory|·*3·(|GcdDomain|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|SquareFreeQuasiComponentPackage|·*3·*4·*5·*6·*7))·(|ofCategory|·*7·(|RegularTriangularSetCategory|·*3·*4·*5·*6)))))·
21 (((*1·*2·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*1·(|IntegerRoots|·*2))·(|ofCategory|·*2·(|IntegerNumberSystem|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Record|·(|:|·|base|·*3)·(|:|·|exponent|·(|NonNegativeInteger|))))·(|isDomain|·*1·(|IntegerRoots|·*3))·(|ofCategory|·*3·(|IntegerNumberSystem|)))))·21 (((*1·*2·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*1·(|IntegerRoots|·*2))·(|ofCategory|·*2·(|IntegerNumberSystem|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Record|·(|:|·|base|·*3)·(|:|·|exponent|·(|NonNegativeInteger|))))·(|isDomain|·*1·(|IntegerRoots|·*3))·(|ofCategory|·*3·(|IntegerNumberSystem|)))))·
22 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·*4·(|UnivariateLaurentSeriesCategory|·*3))·(|isDomain|·*1·(|ElementaryFunctionsUnivariatePuiseuxSeries|·*3·*4·*2·*5))·(|ofCategory|·*2·(|UnivariatePuiseuxSeriesConstructorCategory|·*3·*4))·(|ofCategory|·*5·(|PartialTranscendentalFunctions|·*4))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|ofCategory|·*3·(|Algebra|·(|Fraction|·(|Integer|))))·(|isDomain|·*1·(|StreamTranscendentalFunctions|·*3))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|ofCategory|·*3·(|Algebra|·(|Fraction|·(|Integer|))))·(|isDomain|·*1·(|StreamTranscendentalFunctionsNonCommutative|·*3))))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·*4·(|UnivariateTaylorSeriesCategory|·*3))·(|isDomain|·*1·(|ElementaryFunctionsUnivariateLaurentSeries|·*3·*4·*2))·(|ofCategory|·*2·(|UnivariateLaurentSeriesConstructorCategory|·*3·*4))))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|ElementaryFunction|·*3·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|RadicalCategory|)))))·((*1·*1·*1)·(|ofCategory|·*1·(|ArcHyperbolicFunctionCategory|))))· 
23 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|XFreeAlgebra|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*2·(|Record|·(|:|·|k|·(|OrderedFreeMonoid|·*3))·(|:|·|c|·*4))))))·22 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|XFreeAlgebra|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*2·(|Record|·(|:|·|k|·(|OrderedFreeMonoid|·*3))·(|:|·|c|·*4))))))·
 23 (((*1·*1·*1)·(|ofCategory|·*1·(|ArcHyperbolicFunctionCategory|)))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|ElementaryFunction|·*3·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|RadicalCategory|)))))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·*4·(|UnivariateLaurentSeriesCategory|·*3))·(|isDomain|·*1·(|ElementaryFunctionsUnivariatePuiseuxSeries|·*3·*4·*2·*5))·(|ofCategory|·*2·(|UnivariatePuiseuxSeriesConstructorCategory|·*3·*4))·(|ofCategory|·*5·(|PartialTranscendentalFunctions|·*4))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|ofCategory|·*3·(|Algebra|·(|Fraction|·(|Integer|))))·(|isDomain|·*1·(|StreamTranscendentalFunctions|·*3))))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·*4·(|UnivariateTaylorSeriesCategory|·*3))·(|isDomain|·*1·(|ElementaryFunctionsUnivariateLaurentSeries|·*3·*4·*2))·(|ofCategory|·*2·(|UnivariateLaurentSeriesConstructorCategory|·*3·*4))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|ofCategory|·*3·(|Algebra|·(|Fraction|·(|Integer|))))·(|isDomain|·*1·(|StreamTranscendentalFunctionsNonCommutative|·*3)))))·
24 (((*1·*2·*3·*3)·(AND·(|has|·*2·(ATTRIBUTE·(|commutative|·"*")))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*6·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*2·(|Ring|))·(|isDomain|·*1·(|BezoutMatrix|·*2·*3·*4·*5·*6))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*2))·(|ofCategory|·*4·(|MatrixCategory|·*2·*5·*6)))))·24 (((*1·*2·*3·*3)·(AND·(|has|·*2·(ATTRIBUTE·(|commutative|·"*")))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*6·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*2·(|Ring|))·(|isDomain|·*1·(|BezoutMatrix|·*2·*3·*4·*5·*6))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*2))·(|ofCategory|·*4·(|MatrixCategory|·*2·*5·*6)))))·
25 (((*1·*2·*3·*1)·(AND·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|PolynomialIdeals|·*4·*5·*6·*3))·(|ofCategory|·*3·(|PolynomialCategory|·*4·*5·*6)))))·25 (((*1·*2·*3·*1)·(AND·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|PolynomialIdeals|·*4·*5·*6·*3))·(|ofCategory|·*3·(|PolynomialCategory|·*4·*5·*6)))))·
26 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|DoubleFloat|)))·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|ExpertSystemContinuityPackage|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|DoubleFloat|)))·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|d01AgentsPackage|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|DoubleFloat|)))·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|ExpertSystemToolsPackage|)))))·26 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|DoubleFloat|)))·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|ExpertSystemContinuityPackage|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|DoubleFloat|)))·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|ExpertSystemToolsPackage|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|DoubleFloat|)))·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|d01AgentsPackage|)))))·
27 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|AssociationList|·(|String|)·(|None|)))·(|isDomain|·*1·(|BasicOperator|)))))·27 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|AssociationList|·(|String|)·(|None|)))·(|isDomain|·*1·(|BasicOperator|)))))·
28 (((*1·*2·*3·*3·*3·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))· 
29 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·HPSPEC)·(|isDomain|·*1·(|GuessUnivariatePolynomial|·*4))·(|ofType|·*4·(|Symbol|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·HPSPEC·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessUnivariatePolynomial|·*4))·(|ofType|·*4·*3)))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Integer|))))·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Integer|)))))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|)))))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|))))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·(|Symbol|)))·(|:|·A·(|Mapping|·(|Integer|)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·(|Integer|))))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|)))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|))))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·(|Symbol|)·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·(|Integer|))·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessInteger|))))·((*1·*2·*3)·(AND·(|ofCategory|·(|Fraction|·(|Integer|))·(|RetractableTo|·*3))·(|ofCategory|·(|Integer|)·(|RetractableTo|·*3))·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Integer|))))·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Integer|)))))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|)))))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|))))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·*3))·(|:|·A·(|Mapping|·(|Integer|)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·(|Integer|))))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|)))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|))))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·*3·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·(|Integer|))·(|NonNegativeInteger|))))·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessInteger|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|AlgebraicNumber|)))·(|UnivariateFormalPowerSeries|·(|AlgebraicNumber|))))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|))))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|)))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·(|Symbol|)))·(|:|·A·(|Mapping|·(|AlgebraicNumber|)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|))))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|)))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·(|Symbol|)·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·(|AlgebraicNumber|))·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessAlgebraicNumber|))))·((*1·*2·*3)·(AND·(|ofCategory|·(|AlgebraicNumber|)·(|RetractableTo|·*3))·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|AlgebraicNumber|)))·(|UnivariateFormalPowerSeries|·(|AlgebraicNumber|))))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|))))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|)))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·*3))·(|:|·A·(|Mapping|·(|AlgebraicNumber|)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|))))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|)))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·*3·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·(|AlgebraicNumber|))·(|NonNegativeInteger|))))·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessAlgebraicNumber|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Polynomial|·(|Integer|)))))·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Polynomial|·(|Integer|))))))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|))))))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|)))))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·(|Symbol|)))·(|:|·A·(|Mapping|·(|Polynomial|·(|Integer|))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·(|Polynomial|·(|Integer|)))))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|))))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|)))))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·(|Symbol|)·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·(|Polynomial|·(|Integer|)))·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessPolynomial|))))·((*1·*2·*3)·(AND·(|ofCategory|·(|Fraction|·(|Polynomial|·(|Integer|)))·(|RetractableTo|·*3))·(|ofCategory|·(|Polynomial|·(|Integer|))·(|RetractableTo|·*3))·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Polynomial|·(|Integer|)))))·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Polynomial|·(|Integer|))))))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|))))))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|)))))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·*3))·(|:|·A·(|Mapping|·(|Polynomial|·(|Integer|))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·(|Polynomial|·(|Integer|)))))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|))))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|)))))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·*3·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·(|Polynomial|·(|Integer|)))·(|NonNegativeInteger|))))·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessPolynomial|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·(|Symbol|)))·(|:|·A·(|Mapping|·*4·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*4)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·(|Symbol|)·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·*4)·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessFinite|·*4))·(|ofCategory|·*4·(|Join|·(|FiniteFieldCategory|)·(|ConvertibleTo|·(|Integer|))))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·*3))·(|:|·A·(|Mapping|·*4·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*4)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·*3·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·*4)·(|NonNegativeInteger|))))·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessFinite|·*4))·(|ofCategory|·*4·(|RetractableTo|·*3))·(|ofCategory|·*4·(|Join|·(|FiniteFieldCategory|)·(|ConvertibleTo|·(|Integer|))))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|ofType|·*8·(|Mapping|·*4·*7))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·*6)·*6·(|Symbol|)))·(|:|·A·(|Mapping|·*5·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*5)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·*6·(|NonNegativeInteger|)·(|Symbol|)·*6))·(|:|·C·(|Mapping|·(|List|·*5)·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|Guess|·*4·*5·*6·*7·*8·*9))·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|Join|·(|FunctionSpace|·(|Integer|))·(|IntegralDomain|)·(|RetractableTo|·*7)·(|RetractableTo|·(|Symbol|))·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·(|Symbol|))·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$)))))·(|ofType|·*9·(|Mapping|·*6·*4))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|ofType|·*8·(|Mapping|·*4·*7))·(|isDomain|·*2·(|Mapping|·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·*6)·*6·*3))·(|:|·A·(|Mapping|·*5·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*5)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·*6·(|NonNegativeInteger|)·*3·*6))·(|:|·C·(|Mapping|·(|List|·*5)·(|NonNegativeInteger|))))·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|Guess|·*4·*5·*6·*7·*8·*9))·(|ofCategory|·*4·(|RetractableTo|·*3))·(|ofCategory|·*5·(|RetractableTo|·*3))·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|Join|·(|FunctionSpace|·(|Integer|))·(|IntegralDomain|)·(|RetractableTo|·*7)·(|RetractableTo|·*3)·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·*3)·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$)))))·(|ofType|·*9·(|Mapping|·*6·*4)))))· 
30 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Expression|·(|DoubleFloat|)))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|e04AgentsPackage|)))))·28 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Expression|·(|DoubleFloat|)))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|e04AgentsPackage|)))))·
 29 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·(|Symbol|)))·(|:|·A·(|Mapping|·*4·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*4)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·(|Symbol|)·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·*4)·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessFinite|·*4))·(|ofCategory|·*4·(|Join|·(|FiniteFieldCategory|)·(|ConvertibleTo|·(|Integer|))))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·*3))·(|:|·A·(|Mapping|·*4·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*4)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·*3·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·*4)·(|NonNegativeInteger|))))·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessFinite|·*4))·(|ofCategory|·*4·(|RetractableTo|·*3))·(|ofCategory|·*4·(|Join|·(|FiniteFieldCategory|)·(|ConvertibleTo|·(|Integer|))))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|AlgebraicNumber|)))·(|UnivariateFormalPowerSeries|·(|AlgebraicNumber|))))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|))))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|)))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·(|Symbol|)))·(|:|·A·(|Mapping|·(|AlgebraicNumber|)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|))))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|)))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·(|Symbol|)·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·(|AlgebraicNumber|))·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessAlgebraicNumber|))))·((*1·*2·*3)·(AND·(|ofCategory|·(|AlgebraicNumber|)·(|RetractableTo|·*3))·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|AlgebraicNumber|)))·(|UnivariateFormalPowerSeries|·(|AlgebraicNumber|))))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|))))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|)))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·*3))·(|:|·A·(|Mapping|·(|AlgebraicNumber|)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|))))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|)))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·*3·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·(|AlgebraicNumber|))·(|NonNegativeInteger|))))·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessAlgebraicNumber|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|ofType|·*8·(|Mapping|·*4·*7))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·*6)·*6·(|Symbol|)))·(|:|·A·(|Mapping|·*5·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*5)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·*6·(|NonNegativeInteger|)·(|Symbol|)·*6))·(|:|·C·(|Mapping|·(|List|·*5)·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|Guess|·*4·*5·*6·*7·*8·*9))·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|Join|·(|FunctionSpace|·(|Integer|))·(|IntegralDomain|)·(|RetractableTo|·*7)·(|RetractableTo|·(|Symbol|))·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·(|Symbol|))·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$)))))·(|ofType|·*9·(|Mapping|·*6·*4))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|ofType|·*8·(|Mapping|·*4·*7))·(|isDomain|·*2·(|Mapping|·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·*6)·*6·*3))·(|:|·A·(|Mapping|·*5·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*5)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·*6·(|NonNegativeInteger|)·*3·*6))·(|:|·C·(|Mapping|·(|List|·*5)·(|NonNegativeInteger|))))·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|Guess|·*4·*5·*6·*7·*8·*9))·(|ofCategory|·*4·(|RetractableTo|·*3))·(|ofCategory|·*5·(|RetractableTo|·*3))·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|Join|·(|FunctionSpace|·(|Integer|))·(|IntegralDomain|)·(|RetractableTo|·*7)·(|RetractableTo|·*3)·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·*3)·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$)))))·(|ofType|·*9·(|Mapping|·*6·*4))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Integer|))))·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Integer|)))))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|)))))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|))))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·(|Symbol|)))·(|:|·A·(|Mapping|·(|Integer|)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·(|Integer|))))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|)))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|))))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·(|Symbol|)·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·(|Integer|))·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessInteger|))))·((*1·*2·*3)·(AND·(|ofCategory|·(|Fraction|·(|Integer|))·(|RetractableTo|·*3))·(|ofCategory|·(|Integer|)·(|RetractableTo|·*3))·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Integer|))))·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Integer|)))))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|)))))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|))))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·*3))·(|:|·A·(|Mapping|·(|Integer|)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·(|Integer|))))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|)))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|))))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·*3·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·(|Integer|))·(|NonNegativeInteger|))))·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessInteger|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·HPSPEC)·(|isDomain|·*1·(|GuessUnivariatePolynomial|·*4))·(|ofType|·*4·(|Symbol|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·HPSPEC·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessUnivariatePolynomial|·*4))·(|ofType|·*4·*3)))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Polynomial|·(|Integer|)))))·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Polynomial|·(|Integer|))))))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|))))))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|)))))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·(|Symbol|)))·(|:|·A·(|Mapping|·(|Polynomial|·(|Integer|))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·(|Polynomial|·(|Integer|)))))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|))))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|)))))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·(|Symbol|)·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·(|Polynomial|·(|Integer|)))·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessPolynomial|))))·((*1·*2·*3)·(AND·(|ofCategory|·(|Fraction|·(|Polynomial|·(|Integer|)))·(|RetractableTo|·*3))·(|ofCategory|·(|Polynomial|·(|Integer|))·(|RetractableTo|·*3))·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Polynomial|·(|Integer|)))))·(|UnivariateFormalPowerSeries|·(|Fraction|·(|Polynomial|·(|Integer|))))))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|))))))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|)))))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·*3))·(|:|·A·(|Mapping|·(|Polynomial|·(|Integer|))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·(|Polynomial|·(|Integer|)))))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|))))·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Polynomial|·(|Integer|)))))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·*3·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·(|Polynomial|·(|Integer|)))·(|NonNegativeInteger|))))·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessPolynomial|)))))·
 30 (((*1·*2·*3·*3·*3·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·
31 (((*1·*2·*3·*2)·(AND·(|isDomain|·*1·(|MappingPackageInternalHacks2|·*3·*2))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*2·(|SetCategory|)))))·31 (((*1·*2·*3·*2)·(AND·(|isDomain|·*1·(|MappingPackageInternalHacks2|·*3·*2))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*2·(|SetCategory|)))))·
32 (((*1·*2·*3)·(AND·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*1·(|PrimitiveRatRicDE|·*4·*2·*3·*5))·(|ofCategory|·*4·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*3·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*5·(|LinearOrdinaryDifferentialOperatorCategory|·(|Fraction|·*2))))))·32 (((*1·*2·*3)·(AND·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*1·(|PrimitiveRatRicDE|·*4·*2·*3·*5))·(|ofCategory|·*4·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*3·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*5·(|LinearOrdinaryDifferentialOperatorCategory|·(|Fraction|·*2))))))·
 33 (((*1·*2·*3·*4·*5·*2)·(AND·(|isDomain|·*2·(|List|·*5))·(|ofCategory|·*5·(|PolynomialCategory|·*6·*8·(|OrderedVariableList|·*7)))·(|ofCategory|·*8·(|DirectProductCategory|·(|#|·*7)·*4))·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*6·(|Field|))·(|ofType|·*7·(|List|·(|Symbol|)))·(|ofCategory|·*10·(|LocalPowerSeriesCategory|·*6))·(|ofCategory|·*11·(|PlacesCategory|·*6·*10))·(|isDomain|·*1·(|InterpolateFormsPackage|·*6·*7·*5·*8·*9·*10·*11·*3))·(|ofCategory|·*9·(|ProjectiveSpaceCategory|·*6))·(|ofCategory|·*3·(|DivisorCategory|·*11))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Divisor|·(|Places|·*5)))·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*2·(|List|·(|DistributedMultivariatePolynomial|·*6·*5)))·(|isDomain|·*1·(|PackageForAlgebraicFunctionField|·*5·*6·*7))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|BlowUpMethodCategory|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|Field|))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|PolynomialCategory|·*5·*8·(|OrderedVariableList|·*6)))·(|ofCategory|·*8·(|DirectProductCategory|·(|#|·*6)·*4))·(|ofCategory|·*9·(|ProjectiveSpaceCategory|·*5))·(|ofCategory|·*10·(|LocalPowerSeriesCategory|·*5))·(|ofCategory|·*11·(|PlacesCategory|·*5·*10))·(|ofCategory|·*3·(|DivisorCategory|·*11))·(|ofCategory|·*12·(|InfinitlyClosePointCategory|·*5·*6·*7·*8·*9·*10·*11·*3·*14))·(|ofCategory|·*14·(|BlowUpMethodCategory|))·(|isDomain|·*2·(|List|·*7))·(|isDomain|·*1·(|GeneralPackageForAlgebraicFunctionField|·*5·*6·*7·*8·*9·*10·*11·*3·*12·*13·*14))·(|ofCategory|·*13·(|DesingTreeCategory|·*12))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Divisor|·(|PlacesOverPseudoAlgebraicClosureOfFiniteField|·*5)))·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|FiniteFieldCategory|))·(|isDomain|·*2·(|List|·(|DistributedMultivariatePolynomial|·*6·*5)))·(|isDomain|·*1·(|PackageForAlgebraicFunctionFieldOverFiniteField|·*5·*6·*7))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|BlowUpMethodCategory|)))))·
33 (((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|Point|·*5))·(|ofCategory|·*5·(|Ring|))·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|SubSpace|·*4·*5))·(|ofType|·*4·(|PositiveInteger|))))·((*1·*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|NonNegativeInteger|)))·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*1·(|SubSpace|·*4·*5))·(|ofType|·*4·(|PositiveInteger|))·(|ofCategory|·*5·(|Ring|))))·((*1·*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|NonNegativeInteger|)))·(|isDomain|·*3·(|Point|·*5))·(|ofCategory|·*5·(|Ring|))·(|isDomain|·*1·(|SubSpace|·*4·*5))·(|ofType|·*4·(|PositiveInteger|)))))· 
34 (((*1·*2·*3·*4·*5·*2)·(AND·(|isDomain|·*2·(|List|·*5))·(|ofCategory|·*5·(|PolynomialCategory|·*6·*8·(|OrderedVariableList|·*7)))·(|ofCategory|·*8·(|DirectProductCategory|·(|#|·*7)·*4))·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*6·(|Field|))·(|ofType|·*7·(|List|·(|Symbol|)))·(|ofCategory|·*10·(|LocalPowerSeriesCategory|·*6))·(|ofCategory|·*11·(|PlacesCategory|·*6·*10))·(|isDomain|·*1·(|InterpolateFormsPackage|·*6·*7·*5·*8·*9·*10·*11·*3))·(|ofCategory|·*9·(|ProjectiveSpaceCategory|·*6))·(|ofCategory|·*3·(|DivisorCategory|·*11))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Divisor|·(|Places|·*5)))·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*2·(|List|·(|DistributedMultivariatePolynomial|·*6·*5)))·(|isDomain|·*1·(|PackageForAlgebraicFunctionField|·*5·*6·*7))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|BlowUpMethodCategory|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Divisor|·(|PlacesOverPseudoAlgebraicClosureOfFiniteField|·*5)))·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|FiniteFieldCategory|))·(|isDomain|·*2·(|List|·(|DistributedMultivariatePolynomial|·*6·*5)))·(|isDomain|·*1·(|PackageForAlgebraicFunctionFieldOverFiniteField|·*5·*6·*7))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|BlowUpMethodCategory|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|Field|))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|PolynomialCategory|·*5·*8·(|OrderedVariableList|·*6)))·(|ofCategory|·*8·(|DirectProductCategory|·(|#|·*6)·*4))·(|ofCategory|·*9·(|ProjectiveSpaceCategory|·*5))·(|ofCategory|·*10·(|LocalPowerSeriesCategory|·*5))·(|ofCategory|·*11·(|PlacesCategory|·*5·*10))·(|ofCategory|·*3·(|DivisorCategory|·*11))·(|ofCategory|·*12·(|InfinitlyClosePointCategory|·*5·*6·*7·*8·*9·*10·*11·*3·*14))·(|ofCategory|·*14·(|BlowUpMethodCategory|))·(|isDomain|·*2·(|List|·*7))·(|isDomain|·*1·(|GeneralPackageForAlgebraicFunctionField|·*5·*6·*7·*8·*9·*10·*11·*3·*12·*13·*14))·(|ofCategory|·*13·(|DesingTreeCategory|·*12)))))· 
35 (((*1·*2·*3·*3·*4·*5)·(AND·(|isDomain|·*3·(|List|·(|Matrix|·*6)))·(|isDomain|·*4·(|Boolean|))·(|isDomain|·*5·(|Integer|))·(|isDomain|·*2·(|Matrix|·*6))·(|isDomain|·*1·(|RepresentationPackage2|·*6))·(|ofCategory|·*6·(|Field|))·(|ofCategory|·*6·(|Ring|))))·((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|List|·(|Matrix|·*4)))·(|isDomain|·*2·(|Matrix|·*4))·(|isDomain|·*1·(|RepresentationPackage2|·*4))·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*4·(|Ring|))))·((*1·*2·*3·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Matrix|·*5)))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Matrix|·*5))·(|isDomain|·*1·(|RepresentationPackage2|·*5))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*5·(|Ring|)))))·34 (((*1·*2·*3·*3·*4·*5)·(AND·(|isDomain|·*3·(|List|·(|Matrix|·*6)))·(|isDomain|·*4·(|Boolean|))·(|isDomain|·*5·(|Integer|))·(|isDomain|·*2·(|Matrix|·*6))·(|isDomain|·*1·(|RepresentationPackage2|·*6))·(|ofCategory|·*6·(|Field|))·(|ofCategory|·*6·(|Ring|))))·((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|List|·(|Matrix|·*4)))·(|isDomain|·*2·(|Matrix|·*4))·(|isDomain|·*1·(|RepresentationPackage2|·*4))·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*4·(|Ring|))))·((*1·*2·*3·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Matrix|·*5)))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Matrix|·*5))·(|isDomain|·*1·(|RepresentationPackage2|·*5))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*5·(|Ring|)))))·
 35 (((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|Point|·*5))·(|ofCategory|·*5·(|Ring|))·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|SubSpace|·*4·*5))·(|ofType|·*4·(|PositiveInteger|))))·((*1·*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|NonNegativeInteger|)))·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*1·(|SubSpace|·*4·*5))·(|ofType|·*4·(|PositiveInteger|))·(|ofCategory|·*5·(|Ring|))))·((*1·*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|NonNegativeInteger|)))·(|isDomain|·*3·(|Point|·*5))·(|ofCategory|·*5·(|Ring|))·(|isDomain|·*1·(|SubSpace|·*4·*5))·(|ofType|·*4·(|PositiveInteger|)))))·
36 (((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Polynomial|·(|Fraction|·(|Integer|))))·(|isDomain|·*4·(|Symbol|))·(|isDomain|·*5·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|isDomain|·*2·(|List|·(|DoubleFloat|)))·(|isDomain|·*1·(|ExpertSystemContinuityPackage|)))))·36 (((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Polynomial|·(|Fraction|·(|Integer|))))·(|isDomain|·*4·(|Symbol|))·(|isDomain|·*5·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|isDomain|·*2·(|List|·(|DoubleFloat|)))·(|isDomain|·*1·(|ExpertSystemContinuityPackage|)))))·
37 (((*1·*2·*3·*1)·(AND·(|ofCategory|·*1·(|IndexedAggregate|·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|Type|))·(|isDomain|·*2·(|Boolean|)))))·37 (((*1·*2·*3·*1)·(AND·(|ofCategory|·*1·(|IndexedAggregate|·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|Type|))·(|isDomain|·*2·(|Boolean|)))))·
38 (((*1·*2·*3·*3·*3)·(AND·(|isDomain|·*3·(|List|·(|Integer|)))·(|isDomain|·*2·(|Matrix|·(|Integer|)))·(|isDomain|·*1·(|SymmetricGroupCombinatoricFunctions|)))))·38 (((*1·*2·*3·*3·*3)·(AND·(|isDomain|·*3·(|List|·(|Integer|)))·(|isDomain|·*2·(|Matrix|·(|Integer|)))·(|isDomain|·*1·(|SymmetricGroupCombinatoricFunctions|)))))·
39 (((*1·*2·*3·*2)·(AND·(|isDomain|·*2·(|Palette|))·(|isDomain|·*3·(|List|·(|DrawOption|)))·(|isDomain|·*1·(|DrawOptionFunctions0|)))))·39 (((*1·*2·*3·*2)·(AND·(|isDomain|·*2·(|Palette|))·(|isDomain|·*3·(|List|·(|DrawOption|)))·(|isDomain|·*1·(|DrawOptionFunctions0|)))))·
40 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|d02AgentsPackage|)))))·40 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|d02AgentsPackage|)))))·
41 (((*1·*2·*3·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*3·(|List|·(|DrawOption|)))·(|isDomain|·*1·(|DrawOptionFunctions0|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|DrawOption|)))))·41 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|DrawOption|))))·((*1·*2·*3·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*3·(|List|·(|DrawOption|)))·(|isDomain|·*1·(|DrawOptionFunctions0|)))))·
42 (((*1·*2·*3·*4)·(AND·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|OrderedSet|))·(|ofCategory|·*3·(|RecursivePolynomialCategory|·*5·*6·*7))·(|isDomain|·*2·(|List|·*4))·(|isDomain|·*1·(|SquareFreeRegularTriangularSetGcdPackage|·*5·*6·*7·*3·*4))·(|ofCategory|·*4·(|RegularTriangularSetCategory|·*5·*6·*7·*3)))))·42 (((*1·*2·*3·*4)·(AND·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|OrderedSet|))·(|ofCategory|·*3·(|RecursivePolynomialCategory|·*5·*6·*7))·(|isDomain|·*2·(|List|·*4))·(|isDomain|·*1·(|SquareFreeRegularTriangularSetGcdPackage|·*5·*6·*7·*3·*4))·(|ofCategory|·*4·(|RegularTriangularSetCategory|·*5·*6·*7·*3)))))·
43 (((*1·*2·*3·*2)·(AND·(|isDomain|·*2·(|List|·(|List|·*3)))·(|ofCategory|·*3·(|FiniteAbelianMonoidRing|·*4·*5))·(|ofCategory|·*5·(|DirectProductCategory|·*6·(|NonNegativeInteger|)))·(|ofType|·*6·(|NonNegativeInteger|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|NewtonPolygon|·*4·*3·*5·*6)))))·43 (((*1·*2·*3·*2)·(AND·(|isDomain|·*2·(|List|·(|List|·*3)))·(|ofCategory|·*3·(|FiniteAbelianMonoidRing|·*4·*5))·(|ofCategory|·*5·(|DirectProductCategory|·*6·(|NonNegativeInteger|)))·(|ofType|·*6·(|NonNegativeInteger|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|NewtonPolygon|·*4·*3·*5·*6)))))·
44 (((*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|high|·(|List|·(|Symbol|)))·(|:|·|low|·(|List|·(|Symbol|)))))·(|isDomain|·*1·(|UserDefinedVariableOrdering|)))))·44 (((*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|high|·(|List|·(|Symbol|)))·(|:|·|low|·(|List|·(|Symbol|)))))·(|isDomain|·*1·(|UserDefinedVariableOrdering|)))))·
45 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|FunctionalSpecialFunction|·*3·*2))·(|ofCategory|·*2·(|FunctionSpace|·*3)))))·45 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|FunctionalSpecialFunction|·*3·*2))·(|ofCategory|·*2·(|FunctionSpace|·*3)))))·
46 (((*1·*1)·(|isDomain|·*1·(|Boolean|))))·46 (((*1·*1)·(|isDomain|·*1·(|Boolean|))))·
47 (((*1·*2·*3·*1)·(AND·(|ofCategory|·*1·(|KeyedDictionary|·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|Boolean|)))))·47 (((*1·*2·*3·*1)·(AND·(|ofCategory|·*1·(|KeyedDictionary|·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|Boolean|)))))·
48 (((*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|FortranType|))·(|isDomain|·*1·(|SymbolTable|)))))·48 (((*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|FortranType|))·(|isDomain|·*1·(|SymbolTable|)))))·
 49 (((*1·*1·*1)·(|isDomain|·*1·(|Library|)))·((*1·*1·*1)·(AND·(|ofCategory|·*1·(|FileCategory|·*2·*3))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|)))))·
49 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|IntegralDomain|))·(|isDomain|·*2·(|Record|·(|:|·|coef2|·*3)·(|:|·|discriminant|·*4)))·(|isDomain|·*1·(|PseudoRemainderSequence|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4)))))·50 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|IntegralDomain|))·(|isDomain|·*2·(|Record|·(|:|·|coef2|·*3)·(|:|·|discriminant|·*4)))·(|isDomain|·*1·(|PseudoRemainderSequence|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4)))))·
 51 (((*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|))))·((*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|SetAggregate|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*2·(|Boolean|))))·((*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|PermutationGroup|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*1·*1)·(|isDomain|·*1·(|OutputForm|)))·((*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|PermutationCategory|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*2·(|Boolean|)))))·
50 (((*1·*1·*1)·(AND·(|ofCategory|·*1·(|FileCategory|·*2·*3))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*1)·(|isDomain|·*1·(|Library|))))· 
51 (((*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|PermutationCategory|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*2·(|Boolean|))))·((*1·*1·*1·*1)·(|isDomain|·*1·(|OutputForm|)))·((*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|))))·((*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|SetAggregate|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*2·(|Boolean|))))·((*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|PermutationGroup|·*3))·(|ofCategory|·*3·(|SetCategory|)))))· 
52 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))· 
53 (((*1·*2·*3·*4·*3·*3)·(AND·(|isDomain|·*3·(|Equation|·*6))·(|isDomain|·*4·(|BasicOperator|))·(|ofCategory|·*6·(|FunctionSpace|·*5))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*5·*6))))·((*1·*2·*3·*4·*3·*5)·(AND·(|isDomain|·*3·(|Equation|·*7))·(|isDomain|·*4·(|BasicOperator|))·(|isDomain|·*5·(|List|·*7))·(|ofCategory|·*7·(|FunctionSpace|·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*6·*7))))·((*1·*2·*3·*4·*5·*3)·(AND·(|isDomain|·*3·(|List|·(|Equation|·*7)))·(|isDomain|·*4·(|List|·(|BasicOperator|)))·(|isDomain|·*5·(|Equation|·*7))·(|ofCategory|·*7·(|FunctionSpace|·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*6·*7))))·((*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*3·(|List|·(|Equation|·*8)))·(|isDomain|·*4·(|List|·(|BasicOperator|)))·(|isDomain|·*5·(|Equation|·*8))·(|isDomain|·*6·(|List|·*8))·(|ofCategory|·*8·(|FunctionSpace|·*7))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*7·*8))))·((*1·*2·*3·*4·*5·*3)·(AND·(|isDomain|·*3·(|List|·*7))·(|isDomain|·*4·(|List|·(|BasicOperator|)))·(|isDomain|·*5·(|Equation|·*7))·(|ofCategory|·*7·(|FunctionSpace|·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*6·*7))))·((*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*3·(|List|·*8))·(|isDomain|·*4·(|List|·(|BasicOperator|)))·(|isDomain|·*6·(|List|·(|Equation|·*8)))·(|ofCategory|·*8·(|FunctionSpace|·*7))·(|isDomain|·*5·(|Equation|·*8))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*7·*8))))·((*1·*2·*3·*4·*3·*5)·(AND·(|isDomain|·*3·(|Equation|·*5))·(|isDomain|·*4·(|BasicOperator|))·(|ofCategory|·*5·(|FunctionSpace|·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*6·*5))))·((*1·*2·*3·*4·*5·*3)·(AND·(|isDomain|·*4·(|BasicOperator|))·(|isDomain|·*5·(|Equation|·*3))·(|ofCategory|·*3·(|FunctionSpace|·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*6·*3))))·((*1·*2·*3·*4·*5·*5)·(AND·(|isDomain|·*4·(|BasicOperator|))·(|isDomain|·*5·(|Equation|·*3))·(|ofCategory|·*3·(|FunctionSpace|·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*6·*3))))·((*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*4·(|BasicOperator|))·(|isDomain|·*5·(|Equation|·*3))·(|isDomain|·*6·(|List|·*3))·(|ofCategory|·*3·(|FunctionSpace|·*7))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*7·*3))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*6))·(|isDomain|·*4·(|List|·*5))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|UnivariateTaylorSeriesCategory|·(|SparseUnivariatePolynomialExpressions|·*5)))·(|ofCategory|·*2·(|UnivariateTaylorSeriesCategory|·*5))·(|isD[·...·truncated·by·diffoscope;·len:·484,·SHA:·328f2726d0125b1fe4e996dfdbd1c3ff94b6eb0f92f9cadfcf2a55c9f1b0632f·...·])))))·52 (((*1·*2·*3·*4·*3·*3)·(AND·(|isDomain|·*3·(|Equation|·*6))·(|isDomain|·*4·(|BasicOperator|))·(|ofCategory|·*6·(|FunctionSpace|·*5))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*5·*6))))·((*1·*2·*3·*4·*3·*5)·(AND·(|isDomain|·*3·(|Equation|·*7))·(|isDomain|·*4·(|BasicOperator|))·(|isDomain|·*5·(|List|·*7))·(|ofCategory|·*7·(|FunctionSpace|·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*6·*7))))·((*1·*2·*3·*4·*5·*3)·(AND·(|isDomain|·*3·(|List|·(|Equation|·*7)))·(|isDomain|·*4·(|List|·(|BasicOperator|)))·(|isDomain|·*5·(|Equation|·*7))·(|ofCategory|·*7·(|FunctionSpace|·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*6·*7))))·((*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*3·(|List|·(|Equation|·*8)))·(|isDomain|·*4·(|List|·(|BasicOperator|)))·(|isDomain|·*5·(|Equation|·*8))·(|isDomain|·*6·(|List|·*8))·(|ofCategory|·*8·(|FunctionSpace|·*7))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*7·*8))))·((*1·*2·*3·*4·*5·*3)·(AND·(|isDomain|·*3·(|List|·*7))·(|isDomain|·*4·(|List|·(|BasicOperator|)))·(|isDomain|·*5·(|Equation|·*7))·(|ofCategory|·*7·(|FunctionSpace|·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*6·*7))))·((*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*3·(|List|·*8))·(|isDomain|·*4·(|List|·(|BasicOperator|)))·(|isDomain|·*6·(|List|·(|Equation|·*8)))·(|ofCategory|·*8·(|FunctionSpace|·*7))·(|isDomain|·*5·(|Equation|·*8))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*7·*8))))·((*1·*2·*3·*4·*3·*5)·(AND·(|isDomain|·*3·(|Equation|·*5))·(|isDomain|·*4·(|BasicOperator|))·(|ofCategory|·*5·(|FunctionSpace|·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*6·*5))))·((*1·*2·*3·*4·*5·*3)·(AND·(|isDomain|·*4·(|BasicOperator|))·(|isDomain|·*5·(|Equation|·*3))·(|ofCategory|·*3·(|FunctionSpace|·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*6·*3))))·((*1·*2·*3·*4·*5·*5)·(AND·(|isDomain|·*4·(|BasicOperator|))·(|isDomain|·*5·(|Equation|·*3))·(|ofCategory|·*3·(|FunctionSpace|·*6))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*6·*3))))·((*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*4·(|BasicOperator|))·(|isDomain|·*5·(|Equation|·*3))·(|isDomain|·*6·(|List|·*3))·(|ofCategory|·*3·(|FunctionSpace|·*7))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|ExpressionSpaceODESolver|·*7·*3))))·((*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*4·(|BasicOperator|))·(|isDomain|·*5·(|Symbol|))·(|isDomain|·*6·(|List|·*3))·(|ofCategory|·*3·(|FunctionSpace|·*7))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|InputForm|))))·(|ofCategory|·*2·(|Uni[·...·truncated·by·diffoscope;·len:·484,·SHA:·60eb9a26b459d7866036e82f003ce37d028a4ae631c572c210af4a7a8606b33e·...·])))))·
54 (((*1·*2·*3·*3)·(AND·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*4·(|IntegralDomain|))·(|isDomain|·*2·(|Record|·(|:|·|coef1|·*3)·(|:|·|coef2|·*3)·(|:|·|resultantReduit|·*4)))·(|isDomain|·*1·(|PseudoRemainderSequence|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4)))))·53 (((*1·*2·*3·*3)·(AND·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*4·(|IntegralDomain|))·(|isDomain|·*2·(|Record|·(|:|·|coef1|·*3)·(|:|·|coef2|·*3)·(|:|·|resultantReduit|·*4)))·(|isDomain|·*1·(|PseudoRemainderSequence|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4)))))·
 54 (((*1·*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|PositiveInteger|))·(|isDomain|·*1·(|SetOfMIntegersInOneToN|·*3·*4))·(|ofType|·*3·*2)·(|ofType|·*4·*2))))·
55 (((*1·*1·*1·*2)·(AND·(|isDomain|·*1·(|InnerSparseUnivariatePowerSeries|·*2))·(|ofCategory|·*2·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·*2·(|Ring|)))))·55 (((*1·*1·*1·*2)·(AND·(|isDomain|·*1·(|InnerSparseUnivariatePowerSeries|·*2))·(|ofCategory|·*2·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·*2·(|Ring|)))))·
 56 (((*1·*1·*1·*1)·(|isDomain|·*1·(|OutputForm|))))·
56 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|LazyStreamAggregate|·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*2·(|Boolean|)))))·57 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|LazyStreamAggregate|·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*2·(|Boolean|)))))·
57 (((*1·*2·*3·*4·*5·*6·*7)·(AND·(|isDomain|·*3·(|Matrix|·*11))·(|isDomain|·*4·(|List|·(|Fraction|·(|Polynomial|·*8))))·(|isDomain|·*5·(|NonNegativeInteger|))·(|isDomain|·*6·(|String|))·(|ofCategory|·*8·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*11·(|PolynomialCategory|·*8·*10·*9))·(|ofCategory|·*9·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*10·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Record|·(|:|·|rgl|·(|List|·(|Record|·(|:|·|eqzro|·(|List|·*11))·(|:|·|neqzro|·(|List|·*11))·(|:|·|wcond|·(|List|·(|Polynomial|·*8)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·*8))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·*8))))))))))·(|:|·|rgsz|·(|Integer|))))·(|isDomain|·*1·(|ParametricLinearEquations|·*8·*9·*10·*11))·(|isDomain|·*7·(|Integer|)))))·58 (((*1·*2·*3·*4·*5·*6·*7)·(AND·(|isDomain|·*3·(|Matrix|·*11))·(|isDomain|·*4·(|List|·(|Fraction|·(|Polynomial|·*8))))·(|isDomain|·*5·(|NonNegativeInteger|))·(|isDomain|·*6·(|String|))·(|ofCategory|·*8·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*11·(|PolynomialCategory|·*8·*10·*9))·(|ofCategory|·*9·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*10·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Record|·(|:|·|rgl|·(|List|·(|Record|·(|:|·|eqzro|·(|List|·*11))·(|:|·|neqzro|·(|List|·*11))·(|:|·|wcond|·(|List|·(|Polynomial|·*8)))·(|:|·|bsoln|·(|Record|·(|:|·|partsol|·(|Vector|·(|Fraction|·(|Polynomial|·*8))))·(|:|·|basis|·(|List|·(|Vector|·(|Fraction|·(|Polynomial|·*8))))))))))·(|:|·|rgsz|·(|Integer|))))·(|isDomain|·*1·(|ParametricLinearEquations|·*8·*9·*10·*11))·(|isDomain|·*7·(|Integer|)))))·
 59 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·
58 (((*1·*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|PositiveInteger|))·(|isDomain|·*1·(|SetOfMIntegersInOneToN|·*3·*4))·(|ofType|·*3·*2)·(|ofType|·*4·*2))))· 
59 (((*1·*1·*1·*1)·(|isDomain|·*1·(|OutputForm|))))· 
60 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|CardinalNumber|)))))·60 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|CardinalNumber|)))))·
61 (((*1·*2)·(AND·(|ofCategory|·*1·(|FiniteRankNonAssociativeAlgebra|·*3))·(|ofCategory|·*3·(|CommutativeRing|))·(|isDomain|·*2·(|Boolean|))))·((*1·*2)·(AND·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|FiniteRankNonAssociativeAlgebra&|·*3·*4))·(|ofCategory|·*3·(|FiniteRankNonAssociativeAlgebra|·*4)))))· 
62 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FileNameCategory|))·(|isDomain|·*2·(|String|)))))·61 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FileNameCategory|))·(|isDomain|·*2·(|String|)))))·
 62 (((*1·*2)·(AND·(|ofCategory|·*1·(|FiniteRankNonAssociativeAlgebra|·*3))·(|ofCategory|·*3·(|CommutativeRing|))·(|isDomain|·*2·(|Boolean|))))·((*1·*2)·(AND·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|FiniteRankNonAssociativeAlgebra&|·*3·*4))·(|ofCategory|·*3·(|FiniteRankNonAssociativeAlgebra|·*4)))))·
63 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|IndexedFlexibleArray|·*3·*4))·(|ofCategory|·*3·(|Type|))·(|ofType|·*4·*2)))·((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|FlexibleArray|·*3))·(|ofCategory|·*3·(|Type|)))))·63 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|IndexedFlexibleArray|·*3·*4))·(|ofCategory|·*3·(|Type|))·(|ofType|·*4·*2)))·((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|FlexibleArray|·*3))·(|ofCategory|·*3·(|Type|)))))·
64 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FunctionFieldCategory|·*3·*4·*5))·(|ofCategory|·*3·(|UniqueFactorizationDomain|))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·(|Fraction|·*4)))·(|isDomain|·*2·(|Boolean|)))))·64 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FunctionFieldCategory|·*3·*4·*5))·(|ofCategory|·*3·(|UniqueFactorizationDomain|))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·(|Fraction|·*4)))·(|isDomain|·*2·(|Boolean|)))))·
65 (((*1·*2·*3·*2·*3·*2·*3)·(AND·(|isDomain|·*2·(|PrimitiveArray|·(|DoubleFloat|)))·(|isDomain|·*3·(|SingleInteger|))·(|isDomain|·*1·(|BlasLevelOne|)))))·65 (((*1·*2·*3·*2·*3·*2·*3)·(AND·(|isDomain|·*2·(|PrimitiveArray|·(|DoubleFloat|)))·(|isDomain|·*3·(|SingleInteger|))·(|isDomain|·*1·(|BlasLevelOne|)))))·
66 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|isDomain|·*1·(|GraphImage|)))))·66 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|isDomain|·*1·(|GraphImage|)))))·
67 (((*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|Matrix|·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|StorageEfficientMatrixOperations|·*3)))))·67 (((*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|Matrix|·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|StorageEfficientMatrixOperations|·*3)))))·
 68 (((*1·*1)·(AND·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|PatternMatchListResult|·*2·*3·*4))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*4·(|ListAggregate|·*3))))·((*1·*1)·(AND·(|isDomain|·*1·(|PatternMatchResult|·*2·*3))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|)))))·
 69 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|OctonionCategory|·*2))·(|ofCategory|·*2·(|CommutativeRing|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|QuaternionCategory|·*2))·(|ofCategory|·*2·(|CommutativeRing|)))))·
68 (((*1·*1)·(AND·(|isDomain|·*1·(|PatternMatchResult|·*2·*3))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1)·(AND·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|PatternMatchListResult|·*2·*3·*4))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*4·(|ListAggregate|·*3)))))· 
69 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*1))·(|ofCategory|·*1·(|ThreeSpaceCategory|·*3))·(|ofCategory|·*3·(|Ring|))))·((*1·*2·*2·*1)·(|partial|·AND·(|isDomain|·*2·(|Fraction|·*1))·(|ofCategory|·*1·(|UnivariatePolynomialCategory|·*3))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*3·(|IntegralDomain|))))·((*1·*1·*1·*1)·(|partial|·AND·(|ofCategory|·*1·(|UnivariatePolynomialCategory|·*2))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*2·(|IntegralDomain|)))))· 
70 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|QuaternionCategory|·*2))·(|ofCategory|·*2·(|CommutativeRing|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|OctonionCategory|·*2))·(|ofCategory|·*2·(|CommutativeRing|)))))· 
71 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|IntegralDomain|))·(|isDomain|·*1·(|AlgebraicManipulations|·*3·*2))·(|ofCategory|·*2·(|Join|·(|Field|)·(|ExpressionSpace|)·(CATEGORY·|domain|·(SIGNATURE·|numer|·((|SparseMultivariatePolynomial|·*3·(|Kernel|·$))·$))·(SIGNATURE·|denom|·((|SparseMultivariatePolynomial|·*3·(|Kernel|·$))·$))·(SIGNATURE·|coerce|·($·(|SparseMultivariatePolynomial|·*3·(|Kernel|·$)))))))))·((*1·*2·*2·*2)·(AND·(|ofCategory|·*3·(|IntegralDomain|))·(|isDomain|·*1·(|AlgebraicManipulations|·*3·*2))·(|ofCategory|·*2·(|Join|·(|Field|)·(|ExpressionSpace|)·(CATEGORY·|domain|·(SIGNATURE·|numer|·((|SparseMultivariatePolynomial|·*3·(|Kernel|·$))·$))·(SIGNATURE·|denom|·((|SparseMultivariatePolynomial|·*3·(|Kernel|·$))·$))·(SIGNATURE·|coerce|·($·(|SparseMultivariatePolynomial|·*3·(|Kernel|·$)))))))))·((*1·*2·*2·*3)·(AND·(|isDomain|·*3·(|List|·*2))·(|ofCategory|·*2·(|Join|·(|Field|)·(|ExpressionSpace|)·(CATEGORY·|domain|·(SIGNATURE·|numer|·((|SparseMultivariatePolynomial|·*4·(|Kernel|·$))·$))·(SIGNATURE·|denom|·((|SparseMultivariatePolynomial|·*4·(|Kernel|·$))·$))·(SIGNATURE·|coerce|·($·(|SparseMultivariatePolynomial|·*4·(|Kernel|·$)))))))·(|ofCategory|·*4·(|IntegralDomain|))·(|isDomain|·*1·(|AlgebraicManipulations|·*4·*2))))·((*1·*2·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Kernel|·*2)))·(|ofCategory|·*2·(|Join|·(|Field|)·(|ExpressionSpace|)·(CATEGORY·|domain|·(SIGNATURE·|numer|·((|SparseMultivariatePolynomial|·*4·(|Kernel|·$))·$))·(SIGNATURE·|denom|·((|SparseMultivariatePolynomial|·*4·(|Kernel|·$))·$))·(SIGNATURE·|coerce|·($·(|SparseMultivariatePolynomial|·*4·(|Kernel|·$)))))))·(|ofCategory|·*4·(|IntegralDomain|))·(|isDomain|·*1·(|AlgebraicManipulations|·*4·*2)))))·70 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|IntegralDomain|))·(|isDomain|·*1·(|AlgebraicManipulations|·*3·*2))·(|ofCategory|·*2·(|Join|·(|Field|)·(|ExpressionSpace|)·(CATEGORY·|domain|·(SIGNATURE·|numer|·((|SparseMultivariatePolynomial|·*3·(|Kernel|·$))·$))·(SIGNATURE·|denom|·((|SparseMultivariatePolynomial|·*3·(|Kernel|·$))·$))·(SIGNATURE·|coerce|·($·(|SparseMultivariatePolynomial|·*3·(|Kernel|·$)))))))))·((*1·*2·*2·*2)·(AND·(|ofCategory|·*3·(|IntegralDomain|))·(|isDomain|·*1·(|AlgebraicManipulations|·*3·*2))·(|ofCategory|·*2·(|Join|·(|Field|)·(|ExpressionSpace|)·(CATEGORY·|domain|·(SIGNATURE·|numer|·((|SparseMultivariatePolynomial|·*3·(|Kernel|·$))·$))·(SIGNATURE·|denom|·((|SparseMultivariatePolynomial|·*3·(|Kernel|·$))·$))·(SIGNATURE·|coerce|·($·(|SparseMultivariatePolynomial|·*3·(|Kernel|·$)))))))))·((*1·*2·*2·*3)·(AND·(|isDomain|·*3·(|List|·*2))·(|ofCategory|·*2·(|Join|·(|Field|)·(|ExpressionSpace|)·(CATEGORY·|domain|·(SIGNATURE·|numer|·((|SparseMultivariatePolynomial|·*4·(|Kernel|·$))·$))·(SIGNATURE·|denom|·((|SparseMultivariatePolynomial|·*4·(|Kernel|·$))·$))·(SIGNATURE·|coerce|·($·(|SparseMultivariatePolynomial|·*4·(|Kernel|·$)))))))·(|ofCategory|·*4·(|IntegralDomain|))·(|isDomain|·*1·(|AlgebraicManipulations|·*4·*2))))·((*1·*2·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Kernel|·*2)))·(|ofCategory|·*2·(|Join|·(|Field|)·(|ExpressionSpace|)·(CATEGORY·|domain|·(SIGNATURE·|numer|·((|SparseMultivariatePolynomial|·*4·(|Kernel|·$))·$))·(SIGNATURE·|denom|·((|SparseMultivariatePolynomial|·*4·(|Kernel|·$))·$))·(SIGNATURE·|coerce|·($·(|SparseMultivariatePolynomial|·*4·(|Kernel|·$)))))))·(|ofCategory|·*4·(|IntegralDomain|))·(|isDomain|·*1·(|AlgebraicManipulations|·*4·*2)))))·
 71 (((*1·*2·*2·*1)·(|partial|·AND·(|isDomain|·*2·(|Fraction|·*1))·(|ofCategory|·*1·(|UnivariatePolynomialCategory|·*3))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*3·(|IntegralDomain|))))·((*1·*1·*1·*1)·(|partial|·AND·(|ofCategory|·*1·(|UnivariatePolynomialCategory|·*2))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*2·(|IntegralDomain|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*1))·(|ofCategory|·*1·(|ThreeSpaceCategory|·*3))·(|ofCategory|·*3·(|Ring|)))))·
72 (((*1·*2·*1)·(AND·(|ofType|·*3·(|List|·(|Symbol|)))·(|ofCategory|·*4·(|CommutativeRing|))·(|ofCategory|·*5·(|DirectProductCategory|·(|#|·*3)·(|NonNegativeInteger|)))·(|ofType|·*6·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|index|·*2)·(|:|·|exponent|·*5))·(|Record|·(|:|·|index|·*2)·(|:|·|exponent|·*5))))·(|ofCategory|·*2·(|OrderedSet|))·(|isDomain|·*1·(|GeneralModulePolynomial|·*3·*4·*2·*5·*6·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*5·(|OrderedVariableList|·*3))))))·72 (((*1·*2·*1)·(AND·(|ofType|·*3·(|List|·(|Symbol|)))·(|ofCategory|·*4·(|CommutativeRing|))·(|ofCategory|·*5·(|DirectProductCategory|·(|#|·*3)·(|NonNegativeInteger|)))·(|ofType|·*6·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|index|·*2)·(|:|·|exponent|·*5))·(|Record|·(|:|·|index|·*2)·(|:|·|exponent|·*5))))·(|ofCategory|·*2·(|OrderedSet|))·(|isDomain|·*1·(|GeneralModulePolynomial|·*3·*4·*2·*5·*6·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*5·(|OrderedVariableList|·*3))))))·
73 (((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|IntegerBits|)))))·73 (((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|IntegerBits|)))))·
74 (((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|Matrix|·*4))·(|isDomain|·*3·(|PositiveInteger|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|RepresentationPackage1|·*4))))·((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|Matrix|·*4)))·(|isDomain|·*3·(|PositiveInteger|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|RepresentationPackage1|·*4)))))·74 (((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|Matrix|·*4))·(|isDomain|·*3·(|PositiveInteger|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|RepresentationPackage1|·*4))))·((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|Matrix|·*4)))·(|isDomain|·*3·(|PositiveInteger|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|RepresentationPackage1|·*4)))))·
75 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Matrix|·*8))·(|ofCategory|·*8·(|PolynomialCategory|·*5·*7·*6))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*7·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|rank|·(|NonNegativeInteger|))·(|:|·|eqns|·(|List|·(|Record|·(|:|·|det|·*8)·(|:|·|rows|·(|List|·(|Integer|)))·(|:|·|cols|·(|List|·(|Integer|))))))·(|:|·|fgb|·(|List|·*8)))))·(|isDomain|·*1·(|ParametricLinearEquations|·*5·*6·*7·*8))·(|isDomain|·*4·(|NonNegativeInteger|)))))· 
76 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Pattern|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|SExpressionCategory|·*3·*4·*5·*6·*7))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|SetCategory|))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|ofCategory|·*7·(|SetCategory|))·(|isDomain|·*2·(|Boolean|)))))· 
77 (((*1·*2·*3·*4·*5·*5·*6)·(AND·(|isDomain|·*3·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)))·(|isDomain|·*4·(|Union|·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|))·"undefined"))·(|isDomain|·*5·(|Segment|·(|DoubleFloat|)))·(|isDomain|·*6·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|MeshCreationRoutinesForThreeDimensions|)))))·75 (((*1·*2·*3·*4·*5·*5·*6)·(AND·(|isDomain|·*3·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)))·(|isDomain|·*4·(|Union|·(|Mapping|·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|)·(|DoubleFloat|))·"undefined"))·(|isDomain|·*5·(|Segment|·(|DoubleFloat|)))·(|isDomain|·*6·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|ThreeSpace|·(|DoubleFloat|)))·(|isDomain|·*1·(|MeshCreationRoutinesForThreeDimensions|)))))·
78 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*3))·(|isDomain|·*1·(|EuclideanModularRing|·*3·*2·*4·*5·*6·*7))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofCategory|·*4·(|AbelianMonoid|))·(|ofType|·*5·(|Mapping|·*2·*2·*4))·(|ofType|·*6·(|Mapping|·(|Union|·*4·"failed")·*4·*4))·(|ofType|·*7·(|Mapping|·(|Union|·*2·"failed")·*2·*2·*4))))·((*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·*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|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Integer|)))·(|isDomain|·*1·(|ExtAlgBasis|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|RadixExpansion|·*3))·(|ofType|·*3·(|Integer|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·(|ofCategory|·*1·(|FortranMatrixCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranCode|))·(|ofCategory|·*1·(|FortranMatrixCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|FortranCode|)))·(|ofCategory|·*1·(|FortranMatrixCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Matrix|·(|MachineFloat|)))·(|ofCategory|·*1·(|FortranMatrixCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|FortranCode|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Matrix|·(|FortranExpression|·(|construct|·(QUOTE·X))·(|construct|)·(|MachineFloat|))))·(|isDomain|·*1·(|Asp77|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|PrimitiveArray|·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*1·(|Tuple|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|ScriptFormulaFormat|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Complex|·(|Float|)))·(|isDomain|·*1·(|MachineComplex|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Complex|·(|MachineInteger|)))·(|isDomain|·*1·(|MachineComplex|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Complex|·(|MachineFloat|)))·(|isDomain|·*1·(|MachineComplex|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Complex|·(|Integer|)))·(|isDomain|·*1·(|MachineComplex|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Complex|·(|Float|)))·(|isDomain|·*1·(|MachineComplex|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·(|MyUnivariatePolynomial|·*3·*4)))·(|ofType|·*3·(|Symbol|))·(|ofCategory|·*4·(|Join|·(|Ring|)·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|MyExpression|·*3·*4))))·((*1·*1·*2)·(AND·(|ofCategory|·*1·(|DifferentialVariableCategory|·*2))·(|ofCategory|·*2·(|OrderedSet|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·X))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp6|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*1·(|ProjectiveSpaceCategory|·*3))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|ProjectiveSpaceCategory|·*3))·(|ofCategory|·*3·(|Field|))·(|isDomain|·*2·(|List|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|isDomain|·*1·(|GraphImage|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|GraphImage|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FreeLieAlgebra|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*2·(|XRecursivePolynomial|·*3·*4))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FreeLieAlgebra|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*2·(|XDistributedPolynomial|·*3·*4))))·((*1·*1·*2)·(AND·(|ofCategory|·*1·(|FreeLieAlgebra|·*2·*3))·(|ofCategory|·*2·(|OrderedSet|))·(|ofCategory|·*3·(|CommutativeRing|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·X))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp55|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·*3)))·(|isDomain|·*1·(|RationalFunction|·*3))·(|ofCategory|·*3·(|IntegralDomain|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|ScriptFormulaFormat|))·(|isDomain|·*1·(|ScriptFormulaFormat1|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|OutputForm|))·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|MathMLFormat|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·(|ofCategory|·*1·(|FortranMatrixFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranCode|))·(|ofCategory|·*1·(|FortranMatrixFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|FortranCode|)))·(|ofCategory|·*1·(|FortranMatrixFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·XC))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp50|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Magma|·*3))·(|isDomain|·*1·(|LyndonWord|·*3))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OrderedFreeMonoid|·*3))·(|isDomain|·*1·(|LyndonWord|·*3))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·X))·(|MachineFloat|)))·(|isDomain|·*1·(|Asp49|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|·(QUOTE·X))·(|construct|·(QUOTE·Y))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp31|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Matrix|·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·X)·(QUOTE·HESS))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp20|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|TexFormat|))·(|isDomain|·*1·(|TexFormat1|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|·(QUOTE·JINT)·(QUOTE·X)·(QUOTE·ELAM))·(|construct|)·(|MachineFloat|))))·(|isDomain|·*1·(|Asp10|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Expression|·*5))·(|isDomain|·*1·(|FortranExpression|·*3·*4·*5))·(|ofType|·*3·(|List|·(|Symbol|)))·(|ofType|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*5·(|FortranMachineTypeCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·*3))·(|ofCategory|·*3·(|Field|))·(|ofType|·*6·(|Vector|·(|Matrix|·*3)))·(|isDomain|·*1·(|AlgebraGivenByStructuralConstants|·*3·*4·*5·*6))·(|ofType|·*4·(|PositiveInteger|))·(|ofType|·*5·(|List|·(|Symbol|)))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|None|))·(|isDomain|·*1·(|NoneFunctions1|·*3))·(|ofCategory|·*3·(|Type|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|SparseUnivariateLaurentSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*5·*3)))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Pi|))·(|isDomain|·*2·(|Expression|·*4))·(|isDomain|·*1·(|PiCoercions|·*4))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))))·((*1·*1·*2)·(AND·(|ofCategory|·*1·(|Algebra|·*2))·(|ofCategory|·*2·(|CommutativeRing|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Matrix|·*5))·(|isDomain|·*1·(|RectangularMatrix|·*3·*4·*5))·(|ofType|·*3·(|NonNegativeInteger|))·(|ofType|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Record|·(|:|·|coef|·*3)·(|:|·|monom|·*4))))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|Monoid|))·(|isDomain|·*1·(|MonoidRing|·*3·*4))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*1·(|NumericalODEProblem|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|NumericalODEProblem|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·*3))·(|isDomain|·*1·(|DataList|·*3))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|OrderedSet|))·(|isDomain|·*1·(|DataList|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|UnivariateTaylorSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*5·*3)))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|UnivariatePolynomial|·*4·*3))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*4·(|Symbol|))·(|ofType|·*5·*3)·(|isDomain|·*1·(|UnivariateTaylorSeries|·*3·*4·*5))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|OutputForm|))·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|HTMLFormat|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|·(QUOTE·X)·(QUOTE·Y))·(|construct|)·(|MachineFloat|))))·(|isDomain|·*1·(|Asp73|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|ThreeSpaceCategory|·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*2·(|OutputForm|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Table|·(|Symbol|)·(|FortranType|)))·(|isDomain|·*1·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|·(QUOTE·X)·(QUOTE·EPS))·(|construct|·(QUOTE·Y))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp41|·*3·*4·*5))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Symbol|))·(|ofType|·*5·(|Symbol|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|isDomain|·*1·(|StreamTaylorSeriesOperations|·*3))·(|ofCategory|·*3·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|MachineInteger|))·(|isDomain|·*1·(|MachineFloat|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|MachineFloat|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·|noa|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|init|·(|List|·(|DoubleFloat|)))·(|:|·|lb|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|cf|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|ub|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))))·(|:|·|lsa|·(|Record|·(|:|·|lfn|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|init|·(|List|·(|DoubleFloat|)))))))·(|isDomain|·*1·(|NumericalOptimizationProblem|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|lfn|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|init|·(|List|·(|DoubleFloat|)))))·(|isDomain|·*1·(|NumericalOptimizationProblem|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|init|·(|List|·(|DoubleFloat|)))·(|:|·|lb|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|cf|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|ub|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))))·(|isDomain|·*1·(|NumericalOptimizationProblem|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|NumericalOptimizationProblem|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|Permutation|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|List|·*3)))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|Permutation|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·(QUOTE·|x|)))·(|isDomain|·*1·(|UnivariateFormalPowerSeries|·*3))·(|ofCategory|·*3·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|UnivariatePolynomial|·(QUOTE·|x|)·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|UnivariateFormalPowerSeries|·*3))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FileNameCategory|))·(|isDomain|·*2·(|String|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|String|))·(|ofCategory|·*1·(|FileNameCategory|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|AnyFunctions1|·*3))·(|ofCategory|·*3·(|Type|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Queue|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|Symbol|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|ModMonic|·*3·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|OrdSetInts|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Segment|·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*1·(|UniversalSegment|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*1·(|XPolynomialRing|·*3·*2))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*2·(|OrderedMonoid|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*1·(|Stream|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|Variable|·*3))·(|ofType|·*3·*2)))·((*1·*1·*2)·(AND·(|isDomain|·*1·(|MakeCachableSet|·*2))·(|ofCategory|·*2·(|SetCategory|))))·((*1·*1·*2)·(AND·(|ofCategory|·*1·(|XFreeAlgebra|·*2·*3))·(|ofCategory|·*2·(|OrderedSet|))·(|ofCategory|·*3·(|Ring|))))·((*1·*2·*1)·(AND·(|ofCategory|·*2·(|PartialDifferentialRing|·*3))·(|isDomain|·*1·(|OrdinaryDifferentialRing|·*3·*2·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofType|·*4·*3)))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|SetCategory|))·(|ofType|·*4·*3)·(|isDomain|·*1·(|OrdinaryDifferentialRing|·*3·*2·*4))·(|ofCategory|·*2·(|PartialDifferentialRing|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Void|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Matrix|·*4))·(|isDomain|·*1·(|SparseEchelonMatrix|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Ring|))))·((*1·*2·*1)·(AND·(|ofCategory|·*2·(|CommutativeRing|))·(|isDomain|·*1·(|ModularField|·*2·*3·*4·*5·*6))·(|ofCategory|·*3·(|AbelianMonoid|))·(|ofType|·*4·(|Mapping|·*2·*2·*3))·(|ofType|·*5·(|Mapping|·(|Union|·*3·"failed")·*3·*3))·(|ofType|·*6·(|Mapping|·(|Union|·*2·"failed")·*2·*2·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranExpression|·(|construct|·(QUOTE·X))·(|construct|·(QUOTE·Y))·(|MachineFloat|)))·(|isDomain|·*1·(|Asp9|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|isDomain|·*1·(|DirichletRing|·*3))·(|ofCategory|·*3·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|DirichletRing|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·(|PositiveInteger|)))·(|isDomain|·*1·(|DirichletRing|·*3))·(|ofCategory|·*3·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Mapping|·*3·(|PositiveInteger|)))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|DirichletRing|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|XRecursivePolynomial|·*3·*4))·(|isDomain|·*1·(|XPBWPolynomial|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|CommutativeRing|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|XDistributedPolynomial|·*3·*4))·(|isDomain|·*1·(|XPBWPolynomial|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|CommutativeRing|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|LiePolynomial|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*1·(|XPBWPolynomial|·*3·*4))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·XC))·(|MachineFloat|)))·(|isDomain|·*1·(|Asp24|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*3))·(|ofType|·*3·(|Symbol|))·(|isDomain|·*1·(|UnivariateSkewPolynomial|·*3·*4·*5·*6))·(|ofCategory|·*4·(|Ring|))·(|ofType|·*5·(|Automorphism|·*4))·(|ofType|·*6·(|Mapping|·*4·*4))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·XC))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp19|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*1·(|ResidueRing|·*3·*4·*5·*2·*6))·(|ofCategory|·*2·(|PolynomialCategory|·*3·*4·*5))·(|ofType|·*6·(|List|·*2))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|SparseUnivariateTaylorSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*5·*3)))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|UnivariatePolynomial|·*4·*3))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*4·(|Symbol|))·(|ofType|·*5·*3)·(|isDomain|·*1·(|SparseUnivariateTaylorSeries|·*3·*4·*5))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|RadixExpansion|·16))·(|isDomain|·*1·(|HexadecimalExpansion|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|HexadecimalExpansion|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|CommutativeRing|))·(|isDomain|·*1·(|AssociatedJordanAlgebra|·*3·*2))·(|ofCategory|·*2·(|NonAssociativeAlgebra|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·(|Factored|·*3)))·(|ofCategory|·*3·(|EuclideanDomain|))·(|isDomain|·*1·(|PartialFraction|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·*3))·(|isDomain|·*1·(|PartialFraction|·*3))·(|ofCategory|·*3·(|EuclideanDomain|))))·((*1·*1·*2)·(AND·(|isDomain|·*1·(|PoincareBirkhoffWittLyndonBasis|·*2))·(|ofCategory|·*2·(|OrderedSet|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OrderedFreeMonoid|·*3))·(|isDomain|·*1·(|PoincareBirkhoffWittLyndonBasis|·*3))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·|nia|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|mdnia|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))))·(|isDomain|·*1·(|NumericalIntegrationProblem|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*1·(|NumericalIntegrationProblem|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*1·(|NumericalIntegrationProblem|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|NumericalIntegrationProblem|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedSet|))·(|isDomain|·*1·(|SparseMultivariateTaylorSeries|·*3·*4·*2))·(|ofCategory|·*2·(|PolynomialCategory|·*3·(|IndexedExponents|·*4)·*4))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*2·(|OrderedSet|))·(|isDomain|·*1·(|SparseMultivariateTaylorSeries|·*3·*2·*4))·(|ofCategory|·*4·(|PolynomialCategory|·*3·(|IndexedExponents|·*2)·*2))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|SparseMultivariatePolynomial|·(|Integer|)·(|Kernel|·(|AlgebraicNumber|))))·(|isDomain|·*1·(|AlgebraicNumber|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*1·(|AffineSpaceCategory|·*3))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|AffineSpaceCategory|·*3))·(|ofCategory|·*3·(|Field|))·(|isDomain|·*2·(|List|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|RadixExpansion|·10))·(|isDomain|·*1·(|DecimalExpansion|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|DecimalExpansion|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·X))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp35|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|PrimitiveArray|·(|PrimitiveArray|·(|PrimitiveArray|·*3))))·(|isDomain|·*1·(|ThreeDimensionalMatrix|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|PrimitiveArray|·(|PrimitiveArray|·(|PrimitiveArray|·*3))))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|ThreeDimensionalMatrix|·*3))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|ResolveLatticeCompletion|·*3))·(|ofCategory|·*3·(|Type|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Exit|))·(|isDomain|·*1·(|ResolveLatticeCompletion|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Tableau|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|UnivariatePuiseuxSeries|·*4·*5·*6))·(|ofCategory|·*4·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*3)))·(|ofType|·*5·(|Symbol|))·(|ofType|·*6·*4)·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))·(|GcdDomain|)))·(|isDomain|·*1·(|ExponentialExpansion|·*3·*4·*5·*6))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|Switch|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*1·(|UnivariatePuiseuxSeriesConstructorCategory|·*3·*2))·(|ofCategory|·*2·(|UnivariateLaurentSeriesCategory|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranCode|))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|FortranCode|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·(|Fraction|·*3))))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*1·(|FunctionSpace|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Polynomial|·(|Fraction|·*3)))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*1·(|FunctionSpace|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·*3))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*1·(|FunctionSpace|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|SparseMultivariatePolynomial|·*3·(|Kernel|·*1)))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*1·(|FunctionSpace|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|CartesianTensor|·*3·*4·*5)))·(|isDomain|·*1·(|CartesianTensor|·*3·*4·*5))·(|ofType|·*3·(|Integer|))·(|ofType|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|CommutativeRing|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*5))·(|ofCategory|·*5·(|CommutativeRing|))·(|isDomain|·*1·(|CartesianTensor|·*3·*4·*5))·(|ofType|·*3·(|Integer|))·(|ofType|·*4·(|NonNegativeInteger|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|SquareMatrix|·*4·*5))·(|ofType|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|CommutativeRing|))·(|isDomain|·*1·(|CartesianTensor|·*3·*4·*5))·(|ofType|·*3·(|Integer|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|DirectProduct|·*4·*5))·(|ofType|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|CommutativeRing|))·(|isDomain|·*1·(|CartesianTensor|·*3·*4·*5))·(|ofType|·*3·(|Integer|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·(|ofCategory|·*1·(|FortranVectorCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranCode|))·(|ofCategory|·*1·(|FortranVectorCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|FortranCode|)))·(|ofCategory|·*1·(|FortranVectorCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|MachineFloat|)))·(|ofCategory|·*1·(|FortranVectorCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OrderedFreeMonoid|·*3))·(|isDomain|·*1·(|Magma|·*3))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|TwoDimensionalViewport|))))·((*1·*2·*1)·(AND·(|ofCategory|·*2·(|CommutativeRing|))·(|isDomain|·*1·(|ModularRing|·*2·*3·*4·*5·*6))·(|ofCategory|·*3·(|AbelianMonoid|))·(|ofType|·*4·(|Mapping|·*2·*2·*3))·(|ofType|·*5·(|Mapping|·(|Union|·*3·"failed")·*3·*3))·(|ofType|·*6·(|Mapping|·(|Union|·*2·"failed")·*2·*2·*3))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Polynomial|·(|AlgebraicNumber|)))·(|isDomain|·*2·(|Expression|·(|Integer|)))·(|isDomain|·*1·(|PolynomialAN2Expression|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Fraction|·(|Polynomial|·(|AlgebraicNumber|))))·(|isDomain|·*2·(|Expression|·(|Integer|)))·(|isDomain|·*1·(|PolynomialAN2Expression|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Polynomial|·*4))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|MyUnivariatePolynomial|·*3·*4))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*3))·(|ofType|·*3·(|Symbol|))·(|isDomain|·*1·(|MyUnivariatePolynomial|·*3·*4))·(|ofCategory|·*4·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*1·(|MyUnivariatePolynomial|·*3·*2))·(|ofType|·*3·(|Symbol|))·(|ofCategory|·*2·(|Ring|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Expression|·(|Integer|)))·(|isDomain|·*2·(|Expression|·(|MachineInteger|)))·(|isDomain|·*1·(|MachineInteger|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|UnivariateLaurentSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*5·*3)))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|CommutativeRing|))·(|isDomain|·*1·(|AssociatedLieAlgebra|·*3·*2))·(|ofCategory|·*2·(|NonAssociativeAlgebra|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Matrix|·*4))·(|isDomain|·*1·(|SquareMatrix|·*3·*4))·(|ofType|·*3·(|NonNegativeInteger|))·(|ofCategory|·*4·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|OpenMathErrorKind|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|·(QUOTE·EPS))·(|construct|·(QUOTE·YA)·(QUOTE·YB))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp42|·*3·*4·*5))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Symbol|))·(|ofType|·*5·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|Fraction|·(|Polynomial|·*3))))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofType|·*6·(|Vector|·(|Matrix|·*3)))·(|isDomain|·*1·(|GenericNonAssociativeAlgebra|·*3·*4·*5·*6))·(|ofType|·*4·(|PositiveInteger|))·(|ofType|·*5·(|List|·(|Symbol|)))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*1·(|UnivariateLaurentSeriesConstructorCategory|·*3·*2))·(|ofCategory|·*2·(|UnivariateTaylorSeriesCategory|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*3))·(|ofType|·*3·(|Symbol|))·(|isDomain|·*1·(|UnivariatePolynomial|·*3·*4))·(|ofCategory|·*4·(|Ring|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Heap|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|ofCategory|·*1·(|Ring|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedSet|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofType|·*6·(|List|·*4))·(|isDomain|·*1·(|WeightedPolynomials|·*3·*4·*5·*2·*6·*7·*8))·(|ofCategory|·*2·(|PolynomialCategory|·*3·*5·*4))·(|ofType|·*7·(|List|·(|NonNegativeInteger|)))·(|ofType|·*8·(|NonNegativeInteger|))))·((*1·*2·*1)·(AND·(|ofCategory|·*2·(|PolynomialCategory|·*3·*5·*4))·(|isDomain|·*1·(|WeightedPolynomials|·*3·*4·*5·*2·*6·*7·*8))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedSet|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofType|·*6·(|List|·*4))·(|ofType|·*7·(|List|·(|NonNegativeInteger|)))·(|ofType|·*8·(|NonNegativeInteger|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(CATEGORY·|domain|·(SIGNATURE·|elt|·((|String|)·$·(|Symbol|)))·(SIGNATURE·|display|·((|Void|)·$))·(SIGNATURE·|fullDisplay|·((|Void|)·$)))))·(|isDomain|·*1·(|Database|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|SExpression|))·(|isDomain|·*1·(|FortranScalarType|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|FortranScalarType|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|FortranScalarType|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|FortranScalarType|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Equation|·(|Expression|·(|Complex|·(|Float|)))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Equation|·(|Expression|·(|Float|))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Equation|·(|Expression|·(|Integer|))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Expression|·(|Complex|·(|Float|))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Expression|·(|Float|)))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Expression|·(|Integer|)))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Equation|·(|Expression|·(|MachineComplex|))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Equation|·(|Expression|·(|MachineFloat|))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Equation|·(|Expression|·(|MachineInteger|))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Expression|·(|MachineComplex|)))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Expression|·(|MachineFloat|)))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Expression|·(|MachineInteger|)))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|FortranCode|)))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranCode|))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Tree|·*3))·(|isDomain|·*1·(|PendantTree|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Dequeue|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Color|))·(|isDomain|·*1·(|Palette|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Mapping|·*3))·(|isDomain|·*1·(|MappingPackage1|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|Integer|)))·(|isDomain|·*1·(|Partition|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|RadixExpansion|·2))·(|isDomain|·*1·(|BinaryExpansion|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|BinaryExpansion|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|TexFormat|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranScalarType|))·(|isDomain|·*1·(|FortranType|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|FortranType|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|GraphImage|))·(|isDomain|·*2·(|TwoDimensionalViewport|))·(|isDomain|·*1·(|ViewportPackage|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|SparseUnivariatePuiseuxSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*5·*3)))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|IndexCard|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|·(QUOTE·X))·(|construct|)·(|MachineFloat|))))·(|isDomain|·*1·(|Asp78|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*3)·(AND·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|ofCategory|·*2·(|FiniteAlgebraicExtensionField|·*4))·(|isDomain|·*1·(|FiniteFieldHomomorphisms|·*3·*4·*2))·(|ofCategory|·*3·(|FiniteAlgebraicExtensionField|·*4))))·((*1·*2·*3)·(AND·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|ofCategory|·*2·(|FiniteAlgebraicExtensionField|·*4))·(|isDomain|·*1·(|FiniteFieldHomomorphisms|·*2·*4·*3))·(|ofCategory|·*3·(|FiniteAlgebraicExtensionField|·*4))))·((*1·*1·*2)·(AND·(|ofCategory|·*1·(|LeftAlgebra|·*2))·(|ofCategory|·*2·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|UnivariateTaylorSeriesCZero|·*3·*4))·(|ofCategory|·*3·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|UnivariatePolynomial|·*4·*3))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|UnivariateTaylorSeriesCZero|·*3·*4))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|LocalPowerSeriesCategory|·*3))·(|ofCategory|·*3·(|Field|))·(|isDomain|·*2·(|Stream|·(|Record|·(|:|·|k|·(|Integer|))·(|:|·|c|·*3))))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Stream|·(|Record|·(|:|·|k|·(|Integer|))·(|:|·|c|·*3))))·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*1·(|LocalPowerSeriesCategory|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Record|·(|:|·|index|·*3)·(|:|·|exponent|·*4)))·(|isDomain|·*1·(|ModuleMonomial|·*3·*4·*5))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|SetCategory|))·(|ofType|·*5·(|Mapping|·(|Boolean|)·*2·*2))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|index|·*3)·(|:|·|exponent|·*4)))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*1·(|ModuleMonomial|·*3·*4·*5))·(|ofType|·*5·(|Mapping|·(|Boolean|)·*2·*2))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·X))·(|MachineFloat|)))·(|isDomain|·*1·(|Asp4|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|UnivariatePuiseuxSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*4·(|Symbol|))·(|ofType|·*5·*3)·(|isDomain|·*1·(|GeneralUnivariatePowerSeries|·*3·*4·*5))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|GeneralUnivariatePowerSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*5·*3)))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FourierComponent|·*4))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|AbelianGroup|)))·(|isDomain|·*1·(|FourierSeries|·*3·*4))·(|ofCategory|·*3·(|Join|·(|CommutativeRing|)·(|Algebra|·(|Fraction|·(|Integer|)))))))·((*1·*1·*2)·(AND·(|isDomain|·*1·(|FourierSeries|·*2·*3))·(|ofCategory|·*2·(|Join|·(|CommutativeRing|)·(|Algebra|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|AbelianGroup|)))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Polynomial|·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|TaylorSeries|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|TaylorSeries|·*3))·(|ofCategory|·*3·(|Ring|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|XPBWPolynomial|·*3·*4))·(|isDomain|·*1·(|LieExponentials|·*3·*4·*5))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Join|·(|CommutativeRing|)·(|Module|·(|Fraction|·(|Integer|)))))·(|ofType|·*5·(|PositiveInteger|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|XDistributedPolynomial|·*3·*4))·(|isDomain|·*1·(|LieExponentials|·*3·*4·*5))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Join|·(|CommutativeRing|)·(|Module|·(|Fraction|·(|Integer|)))))·(|ofType|·*5·(|PositiveInteger|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Matrix|·(|FortranExpression|·(|construct|·(QUOTE·X)·(QUOTE·Y))·(|construct|)·(|MachineFloat|))))·(|isDomain|·*1·(|Asp74|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|·(QUOTE·X))·(|construct|·(QUOTE·Y))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp7|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|CoercibleTo|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|ofCategory|·*1·(|NonAssociativeRing|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Matrix|·(|FortranExpression|·(|construct|·(QUOTE·XL)·(QUOTE·XR)·(QUOTE·ELAM))·(|construct|)·(|MachineFloat|))))·(|isDomain|·*1·(|Asp80|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranExpression|·(|construct|·(QUOTE·X))·(|construct|)·(|MachineFloat|)))·(|isDomain|·*1·(|Asp1|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·(|ofCategory|·*1·(|FortranVectorFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranCode|))·(|ofCategory|·*1·(|FortranVectorFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|FortranCode|)))·(|ofCategory|·*1·(|FortranVectorFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|SparseMultivariatePolynomial|·(|Integer|)·(|Kernel|·(|InnerAlgebraicNumber|))))·(|isDomain|·*1·(|InnerAlgebraicNumber|))))·((*1·*1·*2)·(AND·(|ofCategory|·*1·(|XAlgebra|·*2))·(|ofCategory|·*2·(|Ring|))))·((*1·*1·*2)·(AND·(|ofCategory|·*1·(|RetractableTo|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Vector|·(|Matrix|·*4)))·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*2·(|Vector|·(|Matrix|·(|Fraction|·(|Polynomial|·*4)))))·(|isDomain|·*1·(|CoerceVectorMatrixPackage|·*4))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Character|))·(|ofCategory|·*1·(|StringAggregate|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|pde|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|constraints|·(|List|·(|Record|·(|:|·|start|·(|DoubleFloat|))·(|:|·|finish|·(|DoubleFloat|))·(|:|·|grid|·(|NonNegativeInteger|))·(|:|·|boundaryType|·(|Integer|))·(|:|·|dStart|·(|Matrix|·(|DoubleFloat|)))·(|:|·|dFinish|·(|Matrix|·(|DoubleFloat|))))))·(|:|·|f|·(|List|·(|List|·(|Expression|·(|DoubleFloat|)))))·(|:|·|st|·(|String|))·(|:|·|tol|·(|DoubleFloat|))))·(|isDomain|·*1·(|NumericalPDEProblem|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|NumericalPDEProblem|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Integer|)))·(|ofCategory|·*1·(|BlowUpMethodCategory|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*1·(|MatrixCategory|·*3·*4·*2))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*2·(|FiniteLinearAggregate|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Permutation|·*3)))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|PermutationGroup|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|Permutation|·*3)))·(|isDomain|·*1·(|PermutationGroup|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|SegmentBinding|·(|Expression|·*4)))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|Float|))))·(|isDomain|·*2·(|SegmentBinding|·(|Float|)))·(|isDomain|·*1·(|DrawNumericHack|·*4))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*6))·(|ofCategory|·*6·(|PolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*1·(|PolynomialIdeals|·*3·*4·*5·*6))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|UnivariatePuiseuxSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*5·*3))))· 
79 (((*1·*2·*3·*4·*4·*4·*5·*4·*5·*5·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*5·(|DoubleFloat|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagInterpolationPackage|)))))·76 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|SExpressionCategory|·*3·*4·*5·*6·*7))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|SetCategory|))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|ofCategory|·*7·(|SetCategory|))·(|isDomain|·*2·(|Bool[·...·truncated·by·diffoscope;·len:·115,·SHA:·52bd84e8b6f237ad1258dc24cd9728cc6e9758f1cc08f3b7d4c2918a2c92f488·...·]|)))))·
 77 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·*2))·(|isDomain|·*4·(|Mapping|·(|Boolean|)·*2·*2))·(|isDomain|·*1·(|UserDefinedPartialOrdering|·*2))·(|ofCategory|·*2·(|SetCategory|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*2))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*2·(|OrderedSet|))·(|isDomain|·*1·(|UserDefinedPartialOrdering|·*2)))))·
 78 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*1·(|NumericalODEProblem|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|NumericalODEProblem|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Record|·(|:|·|coef|·*3)·(|:|·|monom|·*4))))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|Monoid|))·(|isDomain|·*1·(|MonoidRing|·*3·*4))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Tableau|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|Integer|)))·(|isDomain|·*1·(|Partition|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|isDomain|·*1·(|GraphImage|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|GraphImage|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·X))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp55|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·(|Factored|·*3)))·(|ofCategory|·*3·(|EuclideanDomain|))·(|isDomain|·*1·(|PartialFraction|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·*3))·(|isDomain|·*1·(|PartialFraction|·*3))·(|ofCategory|·*3·(|EuclideanDomain|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|RadixExpansion|·10))·(|isDomain|·*1·(|DecimalExpansion|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|DecimalExpansion|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|XPBWPolynomial|·*3·*4))·(|isDomain|·*1·(|LieExponentials|·*3·*4·*5))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Join|·(|CommutativeRing|)·(|Module|·(|Fraction|·(|Integer|)))))·(|ofType|·*5·(|PositiveInteger|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|XDistributedPolynomial|·*3·*4))·(|isDomain|·*1·(|LieExponentials|·*3·*4·*5))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Join|·(|CommutativeRing|)·(|Module|·(|Fraction|·(|Integer|)))))·(|ofType|·*5·(|PositiveInteger|))))·((*1·*1·*2)·(AND·(|ofCategory|·*1·(|XAlgebra|·*2))·(|ofCategory|·*2·(|Ring|))))·((*1·*1·*2)·(AND·(|ofCategory|·*1·(|RetractableTo|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|XRecursivePolynomial|·*3·*4))·(|isDomain|·*1·(|XPBWPolynomial|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|CommutativeRing|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|XDistributedPolynomial|·*3·*4))·(|isDomain|·*1·(|XPBWPolynomial|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|CommutativeRing|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|LiePolynomial|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*1·(|XPBWPolynomial|·*3·*4))))·((*1·*2·*1)·(AND·(|ofCategory|·*2·(|PartialDifferentialRing|·*3))·(|isDomain|·*1·(|OrdinaryDifferentialRing|·*3·*2·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofType|·*4·*3)))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|SetCategory|))·(|ofType|·*4·*3)·(|isDomain|·*1·(|OrdinaryDifferentialRing|·*3·*2·*4))·(|ofCategory|·*2·(|PartialDifferentialRing|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|CartesianTensor|·*3·*4·*5)))·(|isDomain|·*1·(|CartesianTensor|·*3·*4·*5))·(|ofType|·*3·(|Integer|))·(|ofType|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|CommutativeRing|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*5))·(|ofCategory|·*5·(|CommutativeRing|))·(|isDomain|·*1·(|CartesianTensor|·*3·*4·*5))·(|ofType|·*3·(|Integer|))·(|ofType|·*4·(|NonNegativeInteger|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|SquareMatrix|·*4·*5))·(|ofType|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|CommutativeRing|))·(|isDomain|·*1·(|CartesianTensor|·*3·*4·*5))·(|ofType|·*3·(|Integer|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|DirectProduct|·*4·*5))·(|ofType|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|CommutativeRing|))·(|isDomain|·*1·(|CartesianTensor|·*3·*4·*5))·(|ofType|·*3·(|Integer|))))·((*1·*2·*1)·(AND·(|ofCategory|·*2·(|CommutativeRing|))·(|isDomain|·*1·(|ModularField|·*2·*3·*4·*5·*6))·(|ofCategory|·*3·(|AbelianMonoid|))·(|ofType|·*4·(|Mapping|·*2·*2·*3))·(|ofType|·*5·(|Mapping|·(|Union|·*3·"failed")·*3·*3))·(|ofType|·*6·(|Mapping|·(|Union|·*2·"failed")·*2·*2·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·(|ofCategory|·*1·(|FortranMatrixFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranCode|))·(|ofCategory|·*1·(|FortranMatrixFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|FortranCode|)))·(|ofCategory|·*1·(|FortranMatrixFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Polynomial|·*4))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|MyUnivariatePolynomial|·*3·*4))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*3))·(|ofType|·*3·(|Symbol|))·(|isDomain|·*1·(|MyUnivariatePolynomial|·*3·*4))·(|ofCategory|·*4·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*1·(|MyUnivariatePolynomial|·*3·*2))·(|ofType|·*3·(|Symbol|))·(|ofCategory|·*2·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|ScriptFormulaFormat|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*1·(|MatrixCategory|·*3·*4·*2))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*2·(|FiniteLinearAggregate|·*3))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|isDomain|·*1·(|StreamTaylorSeriesOperations|·*3))·(|ofCategory|·*3·(|Ring|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Queue|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|ofCategory|·*1·(|Ring|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|RadixExpansion|·16))·(|isDomain|·*1·(|HexadecimalExpansion|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|HexadecimalExpansion|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Matrix|·*4))·(|isDomain|·*1·(|SquareMatrix|·*3·*4))·(|ofType|·*3·(|NonNegativeInteger|))·(|ofCategory|·*4·(|Ring|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|FortranCode|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranCode|))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|FortranCode|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·|nia|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|mdnia|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))))·(|isDomain|·*1·(|NumericalIntegrationProblem|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*1·(|NumericalIntegrationProblem|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*1·(|NumericalIntegrationProblem|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|NumericalIntegrationProblem|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|ModMonic|·*3·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|RadixExpansion|·*3))·(|ofType|·*3·(|Integer|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|·(QUOTE·X)·(QUOTE·Y))·(|construct|)·(|MachineFloat|))))·(|isDomain|·*1·(|Asp73|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Matrix|·*4))·(|isDomain|·*1·(|SparseEchelonMatrix|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|·(QUOTE·X))·(|construct|·(QUOTE·Y))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp31|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|·(QUOTE·JINT)·(QUOTE·X)·(QUOTE·ELAM))·(|construct|)·(|MachineFloat|))))·(|isDomain|·*1·(|Asp10|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·XC))·(|MachineFloat|)))·(|isDomain|·*1·(|Asp24|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Dequeue|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·(|Fraction|·*3))))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*1·(|FunctionSpace|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Polynomial|·(|Fraction|·*3)))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*1·(|FunctionSpace|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·*3))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*1·(|FunctionSpace|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|SparseMultivariatePolynomial|·*3·(|Kernel|·*1)))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*1·(|FunctionSpace|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Permutation|·*3)))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|PermutationGroup|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|Permutation|·*3)))·(|isDomain|·*1·(|PermutationGroup|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|SparseUnivariateTaylorSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*5·*3)))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|UnivariatePolynomial|·*4·*3))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*4·(|Symbol|))·(|ofType|·*5·*3)·(|isDomain|·*1·(|SparseUnivariateTaylorSeries|·*3·*4·*5))))·((*1·*2·*3)·(AND·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|ofCategory|·*2·(|FiniteAlgebraicExtensionField|·*4))·(|isDomain|·*1·(|FiniteFieldHomomorphisms|·*3·*4·*2))·(|ofCategory|·*3·(|FiniteAlgebraicExtensionField|·*4))))·((*1·*2·*3)·(AND·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|ofCategory|·*2·(|FiniteAlgebraicExtensionField|·*4))·(|isDomain|·*1·(|FiniteFieldHomomorphisms|·*2·*4·*3))·(|ofCategory|·*3·(|FiniteAlgebraicExtensionField|·*4))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|OutputForm|))·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|MathMLFormat|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranExpression|·(|construct|·(QUOTE·X))·(|construct|·(QUOTE·Y))·(|MachineFloat|)))·(|isDomain|·*1·(|Asp9|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|SparseMultivariatePolynomial|·(|Integer|)·(|Kernel|·(|InnerAlgebraicNumber|))))·(|isDomain|·*1·(|InnerAlgebraicNumber|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·X))·(|MachineFloat|)))·(|isDomain|·*1·(|Asp4|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*1·(|UnivariatePuiseuxSeriesConstructorCategory|·*3·*2))·(|ofCategory|·*2·(|UnivariateLaurentSeriesCategory|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|UnivariatePuiseuxSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*5·*3)))·((*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·*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|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Segment|·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*1·(|UniversalSegment|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*1·(|Stream|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Integer|)))·(|isDomain|·*1·(|ExtAlgBasis|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·(QUOTE·|x|)))·(|isDomain|·*1·(|UnivariateFormalPowerSeries|·*3))·(|ofCategory|·*3·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|UnivariatePolynomial|·(QUOTE·|x|)·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|UnivariateFormalPowerSeries|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|MachineInteger|))·(|isDomain|·*1·(|MachineFloat|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|MachineFloat|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·XC))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp19|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Polynomial|·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|TaylorSeries|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|TaylorSeries|·*3))·(|ofCategory|·*3·(|Ring|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Table|·(|Symbol|)·(|FortranType|)))·(|isDomain|·*1·(|SymbolTable|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Complex|·(|Float|)))·(|isDomain|·*1·(|MachineComplex|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Complex|·(|MachineInteger|)))·(|isDomain|·*1·(|MachineComplex|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Complex|·(|MachineFloat|)))·(|isDomain|·*1·(|MachineComplex|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Complex|·(|Integer|)))·(|isDomain|·*1·(|MachineComplex|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Complex|·(|Float|)))·(|isDomain|·*1·(|MachineComplex|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*1·(|UnivariateLaurentSeriesConstructorCategory|·*3·*2))·(|ofCategory|·*2·(|UnivariateTaylorSeriesCategory|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·*3))·(|isDomain|·*1·(|DataList|·*3))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|OrderedSet|))·(|isDomain|·*1·(|DataList|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OrderedFreeMonoid|·*3))·(|isDomain|·*1·(|Magma|·*3))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Integer|)))·(|ofCategory|·*1·(|BlowUpMethodCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Equation|·(|Expression|·(|Complex|·(|Float|)))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Equation|·(|Expression|·(|Float|))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Equation|·(|Expression|·(|Integer|))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Expression|·(|Complex|·(|Float|))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Expression|·(|Float|)))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Expression|·(|Integer|)))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Equation|·(|Expression|·(|MachineComplex|))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Equation|·(|Expression|·(|MachineFloat|))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Equation|·(|Expression|·(|MachineInteger|))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Expression|·(|MachineComplex|)))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Expression|·(|MachineFloat|)))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Expression|·(|MachineInteger|)))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|FortranCode|)))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranCode|))·(|isDomain|·*1·(|FortranProgram|·*3·*4·*5·*6))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Union|·(|:|·|fst|·(|FortranScalarType|))·(|:|·|void|·"void")))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|SymbolTable|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Matrix|·*5))·(|isDomain|·*1·(|RectangularMatrix|·*3·*4·*5))·(|ofType|·*3·(|NonNegativeInteger|))·(|ofType|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|Ring|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedSet|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofType|·*6·(|List|·*4))·(|isDomain|·*1·(|WeightedPolynomials|·*3·*4·*5·*2·*6·*7·*8))·(|ofCategory|·*2·(|PolynomialCategory|·*3·*5·*4))·(|ofType|·*7·(|List|·(|NonNegativeInteger|)))·(|ofType|·*8·(|NonNegativeInteger|))))·((*1·*2·*1)·(AND·(|ofCategory|·*2·(|PolynomialCategory|·*3·*5·*4))·(|isDomain|·*1·(|WeightedPolynomials|·*3·*4·*5·*2·*6·*7·*8))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedSet|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofType|·*6·(|List|·*4))·(|ofType|·*7·(|List|·(|NonNegativeInteger|)))·(|ofType|·*8·(|NonNegativeInteger|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|UnivariatePuiseuxSeries|·*4·*5·*6))·(|ofCategory|·*4·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*3)))·(|ofType|·*5·(|Symbol|))·(|ofType|·*6·*4)·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))·(|GcdDomain|)))·(|isDomain|·*1·(|ExponentialExpansion|·*3·*4·*5·*6))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|OpenMathErrorKind|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedSet|))·(|isDomain|·*1·(|SparseMultivariateTaylorSeries|·*3·*4·*2))·(|ofCategory|·*2·(|PolynomialCategory|·*3·(|IndexedExponents|·*4)·*4))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*2·(|OrderedSet|))·(|isDomain|·*1·(|SparseMultivariateTaylorSeries|·*3·*2·*4))·(|ofCategory|·*4·(|PolynomialCategory|·*3·(|IndexedExponents|·*2)·*2))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Color|))·(|isDomain|·*1·(|Palette|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·X))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp35|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Magma|·*3))·(|isDomain|·*1·(|LyndonWord|·*3))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OrderedFreeMonoid|·*3))·(|isDomain|·*1·(|LyndonWord|·*3))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Pi|))·(|isDomain|·*2·(|Expression|·*4))·(|isDomain|·*1·(|PiCoercions|·*4))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(CATEGORY·|domain|·(SIGNATURE·|elt|·((|String|)·$·(|Symbol|)))·(SIGNATURE·|display|·((|Void|)·$))·(SIGNATURE·|fullDisplay|·((|Void|)·$)))))·(|isDomain|·*1·(|Database|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*1·(|ProjectiveSpaceCategory|·*3))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|ProjectiveSpaceCategory|·*3))·(|ofCategory|·*3·(|Field|))·(|isDomain|·*2·(|List|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Matrix|·(|FortranExpression|·(|construct|·(QUOTE·X)·(QUOTE·Y))·(|construct|)·(|MachineFloat|))))·(|isDomain|·*1·(|Asp74|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·X))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp6|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*3))·(|ofType|·*3·(|Symbol|))·(|isDomain|·*1·(|UnivariatePolynomial|·*3·*4))·(|ofCategory|·*4·(|Ring|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Any|))·(|isDomain|·*1·(|AnyFunctions1|·*3))·(|ofCategory|·*3·(|Type|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|·(QUOTE·X)·(QUOTE·EPS))·(|construct|·(QUOTE·Y))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp41|·*3·*4·*5))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Symbol|))·(|ofType|·*5·(|Symbol|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|ThreeSpaceCategory|·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*2·(|OutputForm|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|LocalPowerSeriesCategory|·*3))·(|ofCategory|·*3·(|Field|))·(|isDomain|·*2·(|Stream|·(|Record|·(|:|·|k|·(|Integer|))·(|:|·|c|·*3))))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Stream|·(|Record|·(|:|·|k|·(|Integer|))·(|:|·|c|·*3))))·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*1·(|LocalPowerSeriesCategory|·*3))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FreeLieAlgebra|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*2·(|XRecursivePolynomial|·*3·*4))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FreeLieAlgebra|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*2·(|XDistributedPolynomial|·*3·*4))))·((*1·*1·*2)·(AND·(|ofCategory|·*1·(|FreeLieAlgebra|·*2·*3))·(|ofCategory|·*2·(|OrderedSet|))·(|ofCategory|·*3·(|CommutativeRing|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|OutputForm|))·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|HTMLFormat|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|UnivariateTaylorSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*5·*3)))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|UnivariatePolynomial|·*4·*3))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*4·(|Symbol|))·(|ofType|·*5·*3)·(|isDomain|·*1·(|UnivariateTaylorSeries|·*3·*4·*5))))·((*1·*1·*2)·(AND·(|ofCategory|·*1·(|DifferentialVariableCategory|·*2))·(|ofCategory|·*2·(|OrderedSet|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|OrdSetInts|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|UnivariatePuiseuxSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*4·(|Symbol|))·(|ofType|·*5·*3)·(|isDomain|·*1·(|GeneralUnivariatePowerSeries|·*3·*4·*5))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|GeneralUnivariatePowerSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*5·*3)))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranScalarType|))·(|isDomain|·*1·(|FortranType|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|FortranType|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·(|ofCategory|·*1·(|FortranMatrixCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranCode|))·(|ofCategory|·*1·(|FortranMatrixCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|FortranCode|)))·(|ofCategory|·*1·(|FortranMatrixCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Matrix|·(|MachineFloat|)))·(|ofCategory|·*1·(|FortranMatrixCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·|noa|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|init|·(|List|·(|DoubleFloat|)))·(|:|·|lb|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|cf|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|ub|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))))·(|:|·|lsa|·(|Record|·(|:|·|lfn|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|init|·(|List|·(|DoubleFloat|)))))))·(|isDomain|·*1·(|NumericalOptimizationProblem|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|lfn|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|init|·(|List|·(|DoubleFloat|)))))·(|isDomain|·*1·(|NumericalOptimizationProblem|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|init|·(|List|·(|DoubleFloat|)))·(|:|·|lb|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|cf|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|ub|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))))·(|isDomain|·*1·(|NumericalOptimizationProblem|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|NumericalOptimizationProblem|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|Permutation|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|List|·*3)))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|Permutation|·*3))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Vector|·(|Matrix|·*4)))·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*2·(|Vector|·(|Matrix|·(|Fraction|·(|Polynomial|·*4)))))·(|isDomain|·*1·(|CoerceVectorMatrixPackage|·*4))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|ResolveLatticeCompletion|·*3))·(|ofCategory|·*3·(|Type|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Exit|))·(|isDomain|·*1·(|ResolveLatticeCompletion|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·(|MyUnivariatePolynomial|·*3·*4)))·(|ofType|·*3·(|Symbol|))·(|ofCategory|·*4·(|Join|·(|Ring|)·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|MyExpression|·*3·*4))))·((*1·*1·*2)·(AND·(|isDomain|·*1·(|PoincareBirkhoffWittLyndonBasis|·*2))·(|ofCategory|·*2·(|OrderedSet|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OrderedFreeMonoid|·*3))·(|isDomain|·*1·(|PoincareBirkhoffWittLyndonBasis|·*3))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Expression|·*5))·(|isDomain|·*1·(|FortranExpression|·*3·*4·*5))·(|ofType|·*3·(|List|·(|Symbol|)))·(|ofType|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*5·(|FortranMachineTypeCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Void|))))·((*1·*1·*2)·(AND·(|ofCategory|·*1·(|Algebra|·*2))·(|ofCategory|·*2·(|CommutativeRing|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranExpression|·(|construct|·(QUOTE·X))·(|construct|)·(|MachineFloat|)))·(|isDomain|·*1·(|Asp1|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·X))·(|MachineFloat|)))·(|isDomain|·*1·(|Asp49|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Polynomial|·(|AlgebraicNumber|)))·(|isDomain|·*2·(|Expression|·(|Integer|)))·(|isDomain|·*1·(|PolynomialAN2Expression|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Fraction|·(|Polynomial|·(|AlgebraicNumber|))))·(|isDomain|·*2·(|Expression|·(|Integer|)))·(|isDomain|·*1·(|PolynomialAN2Expression|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*1·(|ResidueRing|·*3·*4·*5·*2·*6))·(|ofCategory|·*2·(|PolynomialCategory|·*3·*4·*5))·(|ofType|·*6·(|List|·*2))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FileNameCategory|))·(|isDomain|·*2·(|String|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|String|))·(|ofCategory|·*1·(|FileNameCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|pde|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|constraints|·(|List|·(|Record|·(|:|·|start|·(|DoubleFloat|))·(|:|·|finish|·(|DoubleFloat|))·(|:|·|grid|·(|NonNegativeInteger|))·(|:|·|boundaryType|·(|Integer|))·(|:|·|dStart|·(|Matrix|·(|DoubleFloat|)))·(|:|·|dFinish|·(|Matrix|·(|DoubleFloat|))))))·(|:|·|f|·(|List|·(|List|·(|Expression|·(|DoubleFloat|)))))·(|:|·|st|·(|String|))·(|:|·|tol|·(|DoubleFloat|))))·(|isDomain|·*1·(|NumericalPDEProblem|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|NumericalPDEProblem|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|CommutativeRing|))·(|isDomain|·*1·(|AssociatedJordanAlgebra|·*3·*2))·(|ofCategory|·*2·(|NonAssociativeAlgebra|·*3))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Expression|·(|Integer|)))·(|isDomain|·*2·(|Expression|·(|MachineInteger|)))·(|isDomain|·*1·(|MachineInteger|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*6))·(|ofCategory|·*6·(|PolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*1·(|PolynomialIdeals|·*3·*4·*5·*6))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|RadixExpansion|·2))·(|isDomain|·*1·(|BinaryExpansion|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|BinaryExpansion|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·(|ofCategory|·*1·(|FortranVectorCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranCode|))·(|ofCategory|·*1·(|FortranVectorCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|FortranCode|)))·(|ofCategory|·*1·(|FortranVectorCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|MachineFloat|)))·(|ofCategory|·*1·(|FortranVectorCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|ofCategory|·*1·(|NonAssociativeRing|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Mapping|·*3))·(|isDomain|·*1·(|MappingPackage1|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|SparseUnivariateLaurentSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*5·*3)))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|SegmentBinding|·(|Expression|·*4)))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|IntegralDomain|)·(|ConvertibleTo|·(|Float|))))·(|isDomain|·*2·(|SegmentBinding|·(|Float|)))·(|isDomain|·*1·(|DrawNumericHack|·*4))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|TexFormat|))))·((*1·*2·*1)·(AND·(|ofCategory|·*2·(|CommutativeRing|))·(|isDomain|·*1·(|ModularRing|·*2·*3·*4·*5·*6))·(|ofCategory|·*3·(|AbelianMonoid|))·(|ofType|·*4·(|Mapping|·*2·*2·*3))·(|ofType|·*5·(|Mapping|·(|Union|·*3·"failed")·*3·*3))·(|ofType|·*6·(|Mapping|·(|Union|·*2·"failed")·*2·*2·*3))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|None|))·(|isDomain|·*1·(|NoneFunctions1|·*3))·(|ofCategory|·*3·(|Type|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|SparseUnivariatePuiseuxSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*5·*3)))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Matrix|·(|FortranExpression|·(|construct|·(QUOTE·X))·(|construct|)·(|MachineFloat|))))·(|isDomain|·*1·(|Asp77|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|·(QUOTE·X))·(|construct|)·(|MachineFloat|))))·(|isDomain|·*1·(|Asp78|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|Symbol|))))·((*1·*1·*2)·(AND·(|ofCategory|·*1·(|XFreeAlgebra|·*2·*3))·(|ofCategory|·*2·(|OrderedSet|))·(|ofCategory|·*3·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*1·(|XPolynomialRing|·*3·*2))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*2·(|OrderedMonoid|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|Switch|))))·((*1·*1·*2)·(AND·(|ofCategory|·*3·(|CommutativeRing|))·(|isDomain|·*1·(|AssociatedLieAlgebra|·*3·*2))·(|ofCategory|·*2·(|NonAssociativeAlgebra|·*3))))·((*1·*1·*2)·(AND·(|ofCategory|·*1·(|LeftAlgebra|·*2))·(|ofCategory|·*2·(|Ring|))))·((*1·*2·*1)·(AND·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*3))·(|isDomain|·*1·(|EuclideanModularRing|·*3·*2·*4·*5·*6·*7))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofCategory|·*4·(|AbelianMonoid|))·(|ofType|·*5·(|Mapping|·*2·*2·*4))·(|ofType|·*6·(|Mapping|·(|Union|·*4·"failed")·*4·*4))·(|ofType|·*7·(|Mapping|·(|Union|·*2·"failed")·*2·*2·*4))))·((*1·*1·*2)·(AND·(|isDomain|·*1·(|MakeCachableSet|·*2))·(|ofCategory|·*2·(|SetCategory|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|CoercibleTo|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·*3))·(|ofCategory|·*3·(|Field|))·(|ofType|·*6·(|Vector|·(|Matrix|·*3)))·(|isDomain|·*1·(|AlgebraGivenByStructuralConstants|·*3·*4·*5·*6))·(|ofType|·*4·(|PositiveInteger|))·(|ofType|·*5·(|List|·(|Symbol|)))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|UnivariateLaurentSeries|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*5·*3)))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FourierComponent|·*4))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|AbelianGroup|)))·(|isDomain|·*1·(|FourierSeries|·*3·*4))·(|ofCategory|·*3·(|Join|·(|CommutativeRing|)·(|Algebra|·(|Fraction|·(|Integer|)))))))·((*1·*1·*2)·(AND·(|isDomain|·*1·(|FourierSeries|·*2·*3))·(|ofCategory|·*2·(|Join|·(|CommutativeRing|)·(|Algebra|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|AbelianGroup|)))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·*3)))·(|isDomain|·*1·(|RationalFunction|·*3))·(|ofCategory|·*3·(|IntegralDomain|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*3))·(|ofType|·*3·(|Symbol|))·(|isDomain|·*1·(|UnivariateSkewPolynomial|·*3·*4·*5·*6))·(|ofCategory|·*4·(|Ring|))·(|ofType|·*5·(|Automorphism|·*4))·(|ofType|·*6·(|Mapping|·*4·*4))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Matrix|·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·X)·(QUOTE·HESS))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp20|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Matrix|·(|FortranExpression|·(|construct|·(QUOTE·XL)·(QUOTE·XR)·(QUOTE·ELAM))·(|construct|)·(|MachineFloat|))))·(|isDomain|·*1·(|Asp80|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|PrimitiveArray|·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*1·(|Tuple|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|IndexCard|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|·(QUOTE·EPS))·(|construct|·(QUOTE·YA)·(QUOTE·YB))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp42|·*3·*4·*5))·(|ofType|·*3·(|Symbol|))·(|ofType|·*4·(|Symbol|))·(|ofType|·*5·(|Symbol|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|TwoDimensionalViewport|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|Heap|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Tree|·*3))·(|isDomain|·*1·(|PendantTree|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Record|·(|:|·|index|·*3)·(|:|·|exponent|·*4)))·(|isDomain|·*1·(|ModuleMonomial|·*3·*4·*5))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|SetCategory|))·(|ofType|·*5·(|Mapping|·(|Boolean|)·*2·*2))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|index|·*3)·(|:|·|exponent|·*4)))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*1·(|ModuleMonomial|·*3·*4·*5))·(|ofType|·*5·(|Mapping|·(|Boolean|)·*2·*2))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|isDomain|·*1·(|DirichletRing|·*3))·(|ofCategory|·*3·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|DirichletRing|·*3))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·(|PositiveInteger|)))·(|isDomain|·*1·(|DirichletRing|·*3))·(|ofCategory|·*3·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Mapping|·*3·(|PositiveInteger|)))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|DirichletRing|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Character|))·(|ofCategory|·*1·(|StringAggregate|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|Fraction|·(|Polynomial|·*3))))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofType|·*6·(|Vector|·(|Matrix|·*3)))·(|isDomain|·*1·(|GenericNonAssociativeAlgebra|·*3·*4·*5·*6))·(|ofType|·*4·(|PositiveInteger|))·(|ofType|·*5·(|List|·(|Symbol|)))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|)·(|construct|·(QUOTE·XC))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp50|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|PrimitiveArray|·(|PrimitiveArray|·(|PrimitiveArray|·*3))))·(|isDomain|·*1·(|ThreeDimensionalMatrix|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|PrimitiveArray|·(|PrimitiveArray|·(|PrimitiveArray|·*3))))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|ThreeDimensionalMatrix|·*3))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|SparseMultivariatePolynomial|·(|Integer|)·(|Kernel|·(|AlgebraicNumber|))))·(|isDomain|·*1·(|AlgebraicNumber|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Variable|·*4))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|UnivariateTaylorSeriesCZero|·*3·*4))·(|ofCategory|·*3·(|Ring|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|UnivariatePolynomial|·*4·*3))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*4·(|Symbol|))·(|isDomain|·*1·(|UnivariateTaylorSeriesCZero|·*3·*4))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|SExpression|))·(|isDomain|·*1·(|FortranScalarType|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|FortranScalarType|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|FortranScalarType|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|FortranScalarType|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·(|ofCategory|·*1·(|FortranVectorFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranCode|))·(|ofCategory|·*1·(|FortranVectorFunctionCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|FortranCode|)))·(|ofCategory|·*1·(|FortranVectorFunctionCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|Variable|·*3))·(|ofType|·*3·*2)))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Vector|·(|FortranExpression|·(|construct|·(QUOTE·X))·(|construct|·(QUOTE·Y))·(|MachineFloat|))))·(|isDomain|·*1·(|Asp7|·*3))·(|ofType|·*3·(|Symbol|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*1·(|AffineSpaceCategory|·*3))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|AffineSpaceCategory|·*3))·(|ofCategory|·*3·(|Field|))·(|isDomain|·*2·(|List|·*3))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|TexFormat|))·(|isDomain|·*1·(|TexFormat1|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|ScriptFormulaFormat|))·(|isDomain|·*1·(|ScriptFormulaFormat1|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|GraphImage|))·(|isDomain|·*2·(|TwoDimensionalViewport|))·(|isDomain|·*1·(|ViewportPackage|)))))·
80 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Record|·(|:|·|key|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|entry|·(|Record|·(|:|·|endPointContinuity|·(|Union|·(|:|·|continuous|·"Continuous·at·the·end·points")·(|:|·|lowerSingular|·"There·is·a·singularity·at·the·lower·end·point")·(|:|·|upperSingular|·"There·is·a·singularity·at·the·upper·end·point")·(|:|·|bothSingular|·"There·are·singularities·at·both·end·points")·(|:|·|notEvaluated|·"End·point·continuity·not·yet·evaluated")))·(|:|·|singularitiesStream|·(|Union|·(|:|·|str|·(|Stream|·(|DoubleFloat|)))·(|:|·|notEvaluated|·"Internal·singularities·not·yet·evaluated")))·(|:|·|range|·(|Union|·(|:|·|finite|·"The·range·is·finite")·(|:|·|lowerInfinite|·"The·bottom·of·range·is·infinite")·(|:|·|upperInfinite|·"The·top·of·range·is·infinite")·(|:|·|bothInfinite|·"Both·top·and·bottom·points·are·infinite")·(|:|·|notEvaluated|·"Range·not·yet·evaluated"))))))))·(|isDomain|·*1·(|IntegrationFunctionsTable|)))))·79 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Record|·(|:|·|key|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|entry|·(|Record|·(|:|·|endPointContinuity|·(|Union|·(|:|·|continuous|·"Continuous·at·the·end·points")·(|:|·|lowerSingular|·"There·is·a·singularity·at·the·lower·end·point")·(|:|·|upperSingular|·"There·is·a·singularity·at·the·upper·end·point")·(|:|·|bothSingular|·"There·are·singularities·at·both·end·points")·(|:|·|notEvaluated|·"End·point·continuity·not·yet·evaluated")))·(|:|·|singularitiesStream|·(|Union|·(|:|·|str|·(|Stream|·(|DoubleFloat|)))·(|:|·|notEvaluated|·"Internal·singularities·not·yet·evaluated")))·(|:|·|range|·(|Union|·(|:|·|finite|·"The·range·is·finite")·(|:|·|lowerInfinite|·"The·bottom·of·range·is·infinite")·(|:|·|upperInfinite|·"The·top·of·range·is·infinite")·(|:|·|bothInfinite|·"Both·top·and·bottom·points·are·infinite")·(|:|·|notEvaluated|·"Range·not·yet·evaluated"))))))))·(|isDomain|·*1·(|IntegrationFunctionsTable|)))))·
 80 (((*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|FortranScalarType|))·(|isDomain|·*2·(|List|·(|Union|·(|:|·|name|·(|Symbol|))·(|:|·|bounds|·(|List|·(|Union|·(|:|·S·(|Symbol|))·(|:|·P·(|Polynomial|·(|Integer|)))))))))·(|isDomain|·*1·(|SymbolTable|)))))·
 81 (((*1·*2·*3·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Queue|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*3·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Dequeue|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|Permutation|·*4))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|PermutationGroup|·*4))))·((*1·*2·*3·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*3·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|SetOfMIntegersInOneToN|·*4·*5))·(|ofType|·*4·*3)·(|ofType|·*5·*3)))·((*1·*2·*3·*1)·(AND·(|has|·*1·(ATTRIBUTE·|finiteAggregate|))·(|ofCategory|·*1·(|HomogeneousAggregate|·*3))·(|ofCategory|·*3·(|Type|))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*2·(|Boolean|))))·((*1·*2·*3·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Heap|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|OrderedSet|)))))·
81 (((*1·*2·*3·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*3·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Queue|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*3·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|SetOfMIntegersInOneToN|·*4·*5))·(|ofType|·*4·*3)·(|ofType|·*5·*3)))·((*1·*2·*3·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Heap|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*2·*3·*1)·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Dequeue|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*3·*1)·(AND·(|has|·*1·(ATTRIBUTE·|finiteAggregate|))·(|ofCategory|·*1·(|HomogeneousAggregate|·*3))·(|ofCategory|·*3·(|Type|))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*2·(|Boolean|))))·((*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|Permutation|·*4))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|PermutationGroup|·*4)))))· 
82 (((*1·*2·*3·*4·*5·*3)·(AND·(|isDomain|·*4·(|Mapping|·*7·*7))·(|isDomain|·*5·(|Mapping|·(|Union|·(|Record|·(|:|·|ratpart|·*6)·(|:|·|coeff|·*6))·"failed")·*6))·(|ofCategory|·*6·(|Field|))·(|ofCategory|·*7·(|UnivariatePolynomialCategory|·*6))·(|isDomain|·*2·(|Union|·(|Record|·(|:|·|answer|·(|Fraction|·*7))·(|:|·|a0|·*6))·(|Record|·(|:|·|ratpart|·(|Fraction|·*7))·(|:|·|coeff|·(|Fraction|·*7)))·"failed"))·(|isDomain|·*1·(|TranscendentalIntegration|·*6·*7))·(|isDomain|·*3·(|Fraction|·*7)))))· 
83 (((*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|Plot3D|)))))· 
84 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Union|·(|:|·|noa|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|init|·(|List|·(|DoubleFloat|)))·(|:|·|lb|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|cf|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|ub|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))))·(|:|·|lsa|·(|Record|·(|:|·|lfn|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|init|·(|List|·(|DoubleFloat|)))))))·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|e04AgentsPackage|)))))·82 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Union|·(|:|·|noa|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|init|·(|List|·(|DoubleFloat|)))·(|:|·|lb|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|cf|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|ub|·(|List|·(|OrderedCompletion|·(|DoubleFloat|))))))·(|:|·|lsa|·(|Record|·(|:|·|lfn|·(|List|·(|Expression|·(|DoubleFloat|))))·(|:|·|init|·(|List|·(|DoubleFloat|)))))))·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|e04AgentsPackage|)))))·
 83 (((*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|Plot3D|)))))·
 84 (((*1·*2·*3·*4·*5·*3)·(AND·(|isDomain|·*4·(|Mapping|·*7·*7))·(|isDomain|·*5·(|Mapping|·(|Union|·(|Record|·(|:|·|ratpart|·*6)·(|:|·|coeff|·*6))·"failed")·*6))·(|ofCategory|·*6·(|Field|))·(|ofCategory|·*7·(|UnivariatePolynomialCategory|·*6))·(|isDomain|·*2·(|Union|·(|Record|·(|:|·|answer|·(|Fraction|·*7))·(|:|·|a0|·*6))·(|Record|·(|:|·|ratpart|·(|Fraction|·*7))·(|:|·|coeff|·(|Fraction|·*7)))·"failed"))·(|isDomain|·*1·(|TranscendentalIntegration|·*6·*7))·(|isDomain|·*3·(|Fraction|·*7)))))·
85 (((*1·*1·*1·*2)·(AND·(|isDomain|·*1·(|MoebiusTransform|·*2))·(|ofCategory|·*2·(|Field|))))·((*1·*1·*2)·(AND·(|isDomain|·*1·(|MoebiusTransform|·*2))·(|ofCategory|·*2·(|Field|))))·((*1·*1·*2·*2·*2)·(AND·(|isDomain|·*1·(|DenavitHartenbergMatrix|·*2))·(|ofCategory|·*2·([·...·truncated·by·diffoscope;·len:·51,·SHA:·031da16cec72c5a1eaae9189be0f2c2982084f54edae5f91a5b3c19b132a3881·...·]))))·((*1·*2·*1·*3·*4·*4)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|Float|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|TwoDimensionalViewport|)))))·85 (((*1·*1·*2·*2·*2)·(AND·(|isDomain|·*1·(|DenavitHartenbergMatrix|·*2))·(|ofCategory|·*2·(|Join|·(|Field|)·(|TranscendentalFunctionCategory|)))))·((*1·*1·*1·*2)·(AND·(|isDomain|·*1·(|MoebiusTransform|·*2))·(|ofCategory|·*2·(|Field|))))·((*1·*1·*2)·(AND·(|isDomain|·*1[·...·truncated·by·diffoscope;·len:·51,·SHA:·971f70ff35f7a6b3dcd21ef68a316b16d0a5bb45f893204db8684bf0f7dedc25·...·]))))·((*1·*2·*1·*3·*4·*4)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|Float|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|TwoDimensionalViewport|)))))·
86 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|SubSpaceComponentProperty|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|TubePlot|·*3))·(|ofCategory|·*3·(|PlottableSpaceCurveCategory|)))))·86 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|SubSpaceComponentProperty|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|TubePlot|·*3))·(|ofCategory|·*3·(|PlottableSpaceCurveCategory|)))))·
87 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))))·(|ofCategory|·*5·(|FunctionSpace|·*4))·(|isDomain|·*2·(|Union|·(|:|·|overq|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|))))·(|:|·|overan|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|)))·(|:|·|failed|·(|Boolean|))))·(|isDomain|·*1·(|FunctionSpaceUnivariatePolynomialFactor|·*4·*5·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*5)))))·87 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))))·(|ofCategory|·*5·(|FunctionSpace|·*4))·(|isDomain|·*2·(|Union|·(|:|·|overq|·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|))))·(|:|·|overan|·(|SparseUnivariatePolynomial|·(|AlgebraicNumber|)))·(|:|·|failed|·(|Boolean|))))·(|isDomain|·*1·(|FunctionSpaceUnivariatePolynomialFactor|·*4·*5·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*5)))))·
88 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·*2))·(|isDomain|·*4·(|Mapping|·(|Boolean|)·*2·*2))·(|isDomain|·*1·(|UserDefinedPartialOrdering|·*2))·(|ofCategory|·*2·(|SetCategory|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*2))·(|ofCategory|·*2·(|SetCategory|))·(|ofCatego[·...·truncated·by·diffoscope;·len:·70,·SHA:·607111d7f4bb39ddd55333f561b5783e2d7177dee7abe636ae088bb76be894ab·...·])))))·88 (((*1·*2·*3·*4·*4·*4·*5·*4·*5·*5·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*5·(|DoubleFloat|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagInterpolationPackage|)))))·
89 (((*1·*1·*1)·(AND·(|ofCategory|·*1·(|DifferentialPolynomialCategory|·*2·*3·*4·*5))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|DifferentialVariableCategory|·*3))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|)))))·89 (((*1·*1·*1)·(AND·(|ofCategory|·*1·(|DifferentialPolynomialCategory|·*2·*3·*4·*5))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|DifferentialVariableCategory|·*3))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|)))))·
90 (((*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|FortranScalarType|))·(|isDomain|·*2·(|List|·(|Union|·(|:|·|name|·(|Symbol|))·(|:|·|bounds|·(|List|·(|Union|·(|:|·S·(|Symbol|))·(|:|·P·(|Polynomial|·(|Integer|)))))))))·(|isDomain|·*1·(|SymbolTable|)))))·90 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Matrix|·*8))·(|ofCategory|·*8·(|PolynomialCategory|·*5·*7·*6))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*7·(|OrderedA[·...·truncated·by·diffoscope;·len:·324,·SHA:·6ce9f8808fe20f2c89839044e4fcb532ec711618a21bd01294f1eb70d09e1881·...·]|)))))·
 91 (((*1·*2·*2)·(|partial|·AND·(|ofCategory|·*1·(|PartialTranscendentalFunctions|·*2))·(|ofCategory|·*2·(|TranscendentalFunctionCategory|)))))·
91 (((*1·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*2·(|Record|·(|:|·|stiffness|·(|Float|))·(|:|·|stability|·(|Float|))·(|:|·|expense|·(|Float|))·(|:|·|accuracy|·(|Float|))·(|:|·|intermediateResults|·(|Float|))))·(|isDomain|·*1·(|ODEIntensityFunctionsTable|)))))·92 (((*1·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*2·(|Record|·(|:|·|stiffness|·(|Float|))·(|:|·|stability|·(|Float|))·(|:|·|expense|·(|Float|))·(|:|·|accuracy|·(|Float|))·(|:|·|intermediateResults|·(|Float|))))·(|isDomain|·*1·(|ODEIntensityFunctionsTable|)))))·
92 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Matrix|·*4))·(|ofCategory|·*4·(|Field|))·(|isDomain|·*2·(|SparseUnivariatePolynomial|·*4))·(|isDomain|·*1·(|InnerNumericEigenPackage|·*4·*5·*6))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|Join|·(|Field|)·(|OrderedRing|))))))·93 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Matrix|·*4))·(|ofCategory|·*4·(|Field|))·(|isDomain|·*2·(|SparseUnivariatePolynomial|·*4))·(|isDomain|·*1·(|InnerNumericEigenPackage|·*4·*5·*6))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|Join|·(|Field|)·(|OrderedRing|))))))·
93 (((*1·*2·*2)·(|partial|·AND·(|ofCategory|·*1·(|PartialTranscendentalFunctions|·*2))·(|ofCategory|·*2·(|TranscendentalFunctionCategory|)))))· 
94 (((*1·*1·*1·*1)·(|partial|·|ofCategory|·*1·(|CancellationAbelianMonoid|))))·94 (((*1·*1·*1·*1)·(|partial|·|ofCategory|·*1·(|CancellationAbelianMonoid|))))·
95 (((*1·*2)·(AND·(|isDomain|·*2·(|Stack|·(|String|)))·(|isDomain|·*1·(|FortranOutputStackPackage|)))))·95 (((*1·*2)·(AND·(|isDomain|·*2·(|Stack|·(|String|)))·(|isDomain|·*1·(|FortranOutputStackPackage|)))))·
96 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|Palette|))·(|isDomain|·*1·(|DrawOption|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|DrawOption|)))))·96 (((*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|CombinatorialOpsCategory|))·(|isDomain|·*2·(|Symbol|))))·((*1·*1·*1)·(|ofCategory|·*1·(|CombinatorialOpsCategory|)))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|CombinatorialF[·...·truncated·by·diffoscope;·len:·250,·SHA:·e44f77c9305c95cefe7b47e873580fb48e25ffed8a1b573e0b14244dddb817a6·...·])))))·
97 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Integer|)))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|HeuGcd|·*4))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*2)))))·97 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Integer|)))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|HeuGcd|·*4))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*2)))))·
98 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|EuclideanDomain|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))·(|isDomain|·*1·(|SmithNormalForm|·*3·*4·*5·*2))·(|ofCategory|·*2·(|MatrixCategory|·*3·*4·*5))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|SparseUnivariatePolynomial|·(|Integer|)))·(|isDomain|·*1·(|PolynomialNumberTheoryFunctions|))·(|isDomain|·*3·(|Integer|)))))· 
99 (((*1·*2·*3·*4)·(AND·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|ofCategory|·*7·(|IntegralDomain|))·(|ofCategory|·*3·(|PolynomialCategory|·*7·*5·*6))·(|isDomain|·*2·(|Record|·(|:|·|exponent|·(|NonNegativeInteger|))·(|:|·|coef|·*3)·(|:|·|radicand|·(|List|·*3))))·(|isDomain|·*1·(|PolynomialRoots|·*5·*6·*7·*3·*8))·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*8·(|Join|·(|Field|)·(CATEGORY·|domain|·(SIGNATURE·|numer|·(*3·$))·(SIGNATURE·|denom|·(*3·$))·(SIGNATURE·|coerce|·($·*3))))))))·98 (((*1·*2·*3·*4)·(AND·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|ofCategory|·*7·(|IntegralDomain|))·(|ofCategory|·*3·(|PolynomialCategory|·*7·*5·*6))·(|isDomain|·*2·(|Record|·(|:|·|exponent|·(|NonNegativeInteger|))·(|:|·|coef|·*3)·(|:|·|radicand|·(|List|·*3))))·(|isDomain|·*1·(|PolynomialRoots|·*5·*6·*7·*3·*8))·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*8·(|Join|·(|Field|)·(CATEGORY·|domain|·(SIGNATURE·|numer|·(*3·$))·(SIGNATURE·|denom|·(*3·$))·(SIGNATURE·|coerce|·($·*3))))))))·
100 (((*1·*1·*2)·(AND·(|isDomain|·*1·(|Reference|·*2))·(|ofCategory|·*2·(|Type|)))))·99 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|EuclideanDomain|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))·(|isDomain|·*1·(|SmithNormalForm|·*3·*4·*5·*2))·(|ofCategory|·*2·(|MatrixCategory|·*3·*4·*5))))·((*1·*2·*3)·(AND·[·...·truncated·by·diffoscope;·len:·135,·SHA:·a64d4a6e3c0cfd0c6b4fc84f2fdbf9d78c06b994b58ee80ef7c8ced335691742·...·]|)))))·
 100 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|Palette|))·(|isDomain|·*1·(|DrawOption|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|DrawOption|)))))·
101 (((*1·*1·*2·*3·*4)·(AND·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*2·(|CommutativeRing|))·(|ofCategory|·*4·(|DirectProductCategory|·(|#|·*5)·(|NonNegativeInteger|)))·(|ofType|·*6·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|index|·*3)·(|:|·|exponent|·*4))·(|Record|·(|:|·|index|·*3)·(|:|·|exponent|·*4))))·(|isDomain|·*1·(|GeneralModulePolynomial|·*5·*2·*3·*4·*6·*7))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*7·(|PolynomialCategory|·*2·*4·(|OrderedVariableList|·*5))))))·101 (((*1·*1·*2·*3·*4)·(AND·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*2·(|CommutativeRing|))·(|ofCategory|·*4·(|DirectProductCategory|·(|#|·*5)·(|NonNegativeInteger|)))·(|ofType|·*6·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|index|·*3)·(|:|·|exponent|·*4))·(|Record|·(|:|·|index|·*3)·(|:|·|exponent|·*4))))·(|isDomain|·*1·(|GeneralModulePolynomial|·*5·*2·*3·*4·*6·*7))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*7·(|PolynomialCategory|·*2·*4·(|OrderedVariableList|·*5))))))·
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ackermann.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/algaggr.input.dvi.gz
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algaggr.input.dvi
    
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00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c
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algbrbf.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 258 lines modifiedOffset 12, 258 lines modified
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000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.
00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
00000120:·9f17·888b·8d92·00d7·fb53·4e6f·95ac·7276··.........SNo..rv00000120:·9f17·888b·8d92·00d5·7382·4465·6365·6d90··........s.Decem.
00000130:·9365·6d93·6290·538e·6572·9603·eaa8·372c··.em.b.S.er....7,00000130:·ac72·6290·538e·6572·9603·eaa8·3131·2c93··.rb.S.er....11,.
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00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
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 00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................
00000180:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm
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00000200:·656e·9374·738e·8e9f·1e00·008d·8d92·0103··en.ts...........000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......
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algfacob.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/alist.input.dvi
    
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Offset 12, 241 lines modifiedOffset 12, 241 lines modified
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./usr/share/doc/axiom-doc/src/input/allfact.input.dvi.gz
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allfact.input.dvi
    
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array2.input.dvi
    
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asec.input.dvi
    
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Offset 12, 596 lines modifiedOffset 12, 596 lines modified
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 00000270:·496e·908c·cc74·726f·9073·3364·7563·7469··In...tro.s3ducti
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 000002a0:·0000·0006·636d·6d69·3130·c978·93c6·6290··....cmmi10.x..b.
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asinatan.input.dvi
    
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30.1 KB
./usr/share/doc/axiom-doc/src/input/assign.input.dvi
    
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Offset 12, 224 lines modifiedOffset 12, 224 lines modified
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Offset 12, 67 lines modifiedOffset 12, 67 lines modified
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Offset 12, 119 lines modifiedOffset 12, 119 lines modified
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 00000180:·3e00·00f3·31df·a44e·0000·0900·0000·0900··>...1..N........
 00000190:·0000·0563·6d74·7439·dc29·7365·7496·04b9··...cmtt9.)set...
 000001a0:·9662·7265·616b·9372·6573·756d·658e·a40b··.break.resume...
 000001b0:·0000·8d91·3e00·0029·7379·7396·04b9·9672··....>..)sys....r
 000001c0:·6d93·2d66·9109·732c·6265·7a6f·7574·2e6f··m.-f..s,bezout.o
 000001d0:·7574·7075·748e·a18d·913e·0000·2973·706f··utput....>..)spo
 000001e0:·6f6c·9104·b996·6265·7a6f·7574·2e6f·7574··ol....bezout.out
 000001f0:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set..
 00000200:·b996·6d65·7373·6167·6593·7465·7374·936f··..message.test.o
000001b0:·0b00·008d·913e·0000·2973·7973·9604·b996··.....>..)sys....00000210:·6e8e·a18d·913e·0000·2973·6574·9604·b996··n....>..)set....
 00000220:·6d65·7373·6167·6593·6175·746f·936f·6666··message.auto.off
000001c0:·726d·932d·6691·0973·2c62·657a·6f75·742e··rm.-f..s,bezout. 
000001d0:·6f75·7470·7574·8ea1·8d91·3e00·0029·7370··output....>..)sp 
000001e0:·6f6f·6c91·04b9·9662·657a·6f75·742e·6f75··ool....bezout.ou 
000001f0:·7470·7574·8ea1·8d91·3e00·0029·7365·7496··tput....>..)set. 
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00000210:·6f6e·8ea1·8d91·3e00·0029·7365·7496·04b9··on....>..)set... 
00000220:·966d·6573·7361·6765·9361·7574·6f93·6f66··.message.auto.of 
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00000270:·2849·6e74·6567·6572·2c53·5550·2849·4e54··(Integer,SUP(INT 
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 00000260:·703a·3d42·657a·6f75·744d·6174·7269·7828··p:=BezoutMatrix(
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 00000280:·2c55·3332·4d61·7472·6978·2c55·3332·5665··,U32Matrix,U32Ve
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 00000300:·2c55·3332·4d61·7472·6978·2c55·3332·5665··,U32Matrix,U32Ve
 00000310:·6374·6f72·2c8e·a18d·913e·0000·2d2d·5291··ctor,....>..--R.
 00000320:·0973·2c55·3332·5665·6374·6f72·298e·a18d··.s,U32Vector)...
 00000330:·913e·0000·2d2d·5292·0133·1f16·5479·7065··.>..--R..3..Type
 00000340:·3a91·04b9·9644·6f6d·6169·6e8e·a18d·913e··:....Domain....>
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 00000360:·0000·2d2d·5396·04b9·9632·936f·6693·348e··..--S....2.of.4.
 00000370:·a18d·913e·0000·703a·3d28·785e·332b·3129··...>..p:=(x^3+1)
 00000380:·3a3a·5355·5028·494e·5429·8ea1·8d91·3e00··::SUP(INT)....>.
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 000003c0:·8ea1·8d91·3e00·002d·2d52·9200·aa19·1854··....>..--R.....T
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 000003e0:·6976·6172·6961·7465·506f·6c79·6e6f·6d69··ivariatePolynomi
 000003f0:·616c·2849·6e74·6567·6572·298e·a18d·913e··al(Integer)....>
 00000400:·0000·2d2d·4591·04b9·9632·8ea1·a18d·913e··..--E....2.....>
 00000410:·0000·2d2d·5396·04b9·9633·936f·6693·348e··..--S....3.of.4.
 00000420:·a18d·913e·0000·713a·3d28·785e·322b·782b··...>..q:=(x^2+x+
 00000430:·3129·3a3a·5355·5028·494e·5429·8ea1·8d91··1)::SUP(INT)....
 00000440:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000450:·912a·8646·328e·a18d·913e·0000·2d2d·5291··.*.F2....>..--R.
 00000460:·0e2c·c228·3329·9609·732c·3f93·2b96·04b9··.,.(3)..s,?.+...
 00000470:·963f·932b·9331·8ea1·8d91·3e00·002d·2d52··.?.+.1....>..--R
 00000480:·9200·aa19·1854·7970·653a·9104·b996·5370··.....Type:....Sp
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00000310:·6563·746f·722c·8ea1·8d91·3e00·002d·2d52··ector,....>..--R 
00000320:·9109·732c·5533·3256·6563·746f·7229·8ea1··..s,U32Vector).. 
00000330:·8d91·3e00·002d·2d52·9201·331f·1654·7970··..>..--R..3..Typ 
00000340:·653a·9104·b996·446f·6d61·696e·8ea1·8d91··e:....Domain.... 
00000350:·3e00·002d·2d45·9104·b996·318e·a1a1·8d91··>..--E....1..... 
00000360:·3e00·002d·2d53·9604·b996·3293·6f66·9334··>..--S....2.of.4 
00000370:·8ea1·8d91·3e00·0070·3a3d·2878·5e33·2b31··....>..p:=(x^3+1 
00000380:·293a·3a53·5550·2849·4e54·298e·a18d·913e··)::SUP(INT)....> 
00000390:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R. 
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000003b0:·2cc2·2832·2996·0973·2c3f·932b·9104·b996··,.(2)..s,?.+.... 
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 000004d0:·936f·6693·348e·a18d·913e·0000·7379·6c76··.of.4....>..sylv
 000004e0:·6573·7465·724d·6174·7269·7828·702c·7129··esterMatrix(p,q)
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000003e0:·6e69·7661·7269·6174·6550·6f6c·796e·6f6d··nivariatePolynom 
000003f0:·6961·6c28·496e·7465·6765·7229·8ea1·8d91··ial(Integer).... 
00000400:·3e00·002d·2d45·9104·b996·328e·a1a1·8d91··>..--E....2..... 
00000410:·3e00·002d·2d53·9604·b996·3393·6f66·9334··>..--S....3.of.4 
00000420:·8ea1·8d91·3e00·0071·3a3d·2878·5e32·2b78··....>..q:=(x^2+x 
00000430:·2b31·293a·3a53·5550·2849·4e54·298e·a18d··+1)::SUP(INT)... 
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00000460:·910e·2cc2·2833·2996·0973·2c3f·932b·9604··..,.(3)..s,?.+.. 
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000004c0:·338e·a1a1·8d91·3e00·002d·2d53·9604·b996··3.....>..--S.... 
000004d0:·3493·6f66·9334·8ea1·8d91·3e00·0073·796c··4.of.4....>..syl 
000004e0:·7665·7374·6572·4d61·7472·6978·2870·2c71··vesterMatrix(p,q 
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00000520:·8d8d·9201·0380·00f3·1b4b·f160·7900·0a00··.........K.`y...00000520:·8d92·0103·8000·f31b·4bf1·6079·000a·0000··........K.`y....
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./usr/share/doc/axiom-doc/src/input/binary.input.dvi
    
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9be1··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9be1··..?.............
00000090:·c4f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·c4f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 217 lines modifiedOffset 12, 217 lines modified
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00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.
00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
00000120:·9f17·888b·8d92·00d7·fb53·4e6f·95ac·7276··.........SNo..rv00000120:·9f17·888b·8d92·00d5·7382·4465·6365·6d90··........s.Decem.
00000130:·9365·6d93·6290·538e·6572·9603·eaa8·372c··.em.b.S.er....7,00000130:·ac72·6290·538e·6572·9603·eaa8·3131·2c93··.rb.S.er....11,.
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00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
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000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t 
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000002a0:·937c·8ea9·115d·a28d·913e·0000·f335·dfa4··.|...]...>...5..000002a0:·7c8e·a911·5da2·8d91·3e00·00f3·35df·a44e··|...]...>...5..N
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000002d0:·9654·6865·934e·756d·6572·6963·616c·9341··.The.Numerical.A 
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 000002d0:·5468·6593·4e75·6d65·7269·6361·6c93·416c··The.Numerical.Al
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 00000310:·76e7·cf7c·9603·d554·2a93·7c8e·a68d·913e··v..|...T*.|....>
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 00000370:·6573·7493·6f6e·8ea1·8d91·3e00·0029·7365··est.on....>..)se
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 000003c0:·8d91·3e00·0072·9604·b996·3a3d·9362·696e··..>..r....:=.bin
000003d0:·6e61·7279·2832·322f·3729·8ea1·8d91·3e00··nary(22/7)....>.000003d0:·6172·7928·3232·2f37·298e·a18d·913e·0000··ary(22/7)....>..
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 00000420:·2d2d·5292·0108·98d0·5479·7065·3a91·04b9··--R.....Type:...
 00000430:·9642·696e·6172·7945·7870·616e·7369·6f6e··.BinaryExpansion
 00000440:·8ea1·8d91·3e00·002d·2d45·9104·b996·318e··....>..--E....1.
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00000540:·2833·298e·a18d·913e·0000·2d2d·5291·2113··(3)....>..--R.!. 
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bini.input.dvi
    
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Offset 12, 5087 lines modifiedOffset 12, 5087 lines modified
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000000d0:·7075·7491·0537·7462·696e·692e·696e·7075··put..7tbini.inpu000000d0:·7075·7491·0537·7462·696e·692e·696e·7075··put..7tbini.inpu
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00000100:·636d·7231·32d2·442e·9603·eaa8·4269·6e69··cmr12.D.....Bini00000100:·636d·7231·32d2·442e·9603·eaa8·4269·6e69··cmr12.D.....Bini
00000110:·9361·6e64·9342·2e93·4d6f·7572·7261·696e··.and.B..Mourrain00000110:·9361·6e64·9342·2e93·4d6f·7572·7261·696e··.and.B..Mourrain
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00000130:·6f95·ac72·7693·656d·9362·9053·8e65·7296··o..rv.em.b.S.er. 
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00000150:·9200·f1a1·4bf3·3174·0c89·3a00·0900·0000··....K.1t..:..... 
00000160:·0900·0000·0563·6d62·7839·dc41·6273·7472··.....cmbx9.Abstr 
00000170:·6163·748e·9f0f·acd1·8d91·64df·fcf3·306f··act.......d...0o00000130:·6563·656d·90ac·7262·9053·8e65·7296·03ea··ecem..rb.S.er...
 00000140:·a831·312c·9332·3032·358e·9f24·0001·8d92··.11,.2025..$....
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 000002c0:·a40b·0000·8d91·3e00·0029·7370·6f6f·6c91··......>..)spool.
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 00000330:·6593·6175·746f·936f·6666·8ea1·8d91·3e00··e.auto.off....>.
 00000340:·0029·636c·6561·7291·04b9·9661·6c6c·8ea1··.)clear....all..
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 00000370:·6493·4d6f·7572·7261·696e·9364·650c·6e65··d.Mourrain.de.ne
 00000380:·9361·9368·6965·7261·7263·95b8·e368·9379··.a.hierarc...h.y
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 000003c0:·8d91·4773·2ce0·3191·04b9·9643·6f6d·706c··..Gs,.1....Compl
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 000003f0:·7574·6961·6e5f·4d61·7472·6978·8ea1·8d91··utian_Matrix....
 00000400:·5a59·8431·9104·b996·5461·626c·655f·6f66··ZY.1....Table_of
 00000410:·5f4d·756c·7469·706c·6963·6174·696f·6e8e··_Multiplication.
 00000420:·a18d·9163·ccb0·3191·04b9·9652·5552·8ea1··...c..1....RUR..
 00000430:·8d91·6d3f·dc31·9104·b996·5573·7065·6e73··..m?.1....Uspens
00000420:·8ea1·8d91·63cc·b031·9104·b996·5255·528e··....c..1....RUR.00000440:·6b79·8ea1·8d91·76b3·0831·9104·b996·5265··ky....v..1....Re
00000430:·a18d·916d·3fdc·3191·04b9·9655·7370·656e··...m?.1....Uspen00000450:·616c·5f53·6f6c·7665·8ea1·8d91·76b3·0832··al_Solve....v..2
 00000460:·9104·b996·436f·756e·745f·7468·655f·7265··....Count_the_re
 00000470:·616c·5f73·6f6c·7574·696f·6e73·8ea1·8d91··al_solutions....
 00000480:·6d3f·dc32·9104·b996·556e·695f·536f·6c76··m?.2....Uni_Solv
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 000004a0:·7665·8ea1·8d91·63cc·b032·9104·b996·4865··ve....c..2....He
 000004b0:·726d·6974·658e·a18d·916d·3fdc·3191·04b9··rmite....m?.1...
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 000004f0:·a18d·9163·ccb0·3391·04b9·9645·6967·656e··...c..3....Eigen
00000480:·916d·3fdc·3291·04b9·9655·6e69·5f53·6f6c··.m?.2....Uni_Sol 
00000490:·7665·8ea1·8d91·76b3·0831·9104·b996·536f··ve....v..1....So 
000004a0:·6c76·658e·a18d·9163·ccb0·3291·04b9·9648··lve....c..2....H 
000004b0:·6572·6d69·7465·8ea1·8d91·6d3f·dc31·9104··ermite....m?.1..00000500:·7665·6374·6f72·8ea1·8d91·6d3f·dc31·9104··vector....m?.1..
000004c0:·b996·5265·616c·5f53·6f6c·7665·8ea1·8d91··..Real_Solve.... 
000004d0:·6d3f·dc32·9104·b996·436f·756e·745f·7468··m?.2....Count_th 
000004e0:·655f·7265·616c·5f73·6f6c·7574·696f·6e73··e_real_solutions00000510:·b996·536f·6c76·658e·a18d·916d·3fdc·3291··..Solve....m?.2.
 00000520:·04b9·9652·6561·6c5f·536f·6c76·658e·a18d··...Real_Solve...
 00000530:·915a·5984·3291·04b9·9652·6573·6964·7565··.ZY.2....Residue
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 00000550:·655f·6f66·5f4d·756c·7469·706c·6963·6174··e_of_Multiplicat
 00000560:·696f·6e8e·a18d·916d·3fdc·3191·04b9·9652··ion....m?.1....R
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 00000580:·7065·6e73·6b79·8ea1·8d92·0080·2634·3191··pensky......&41.
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00000530:·8d91·5a59·8432·9104·b996·5265·7369·6475··..ZY.2....Residu 
00000540:·658e·a18d·9163·ccb0·3191·04b9·9654·6162··e....c..1....Tab 
00000550:·6c65·5f6f·665f·4d75·6c74·6970·6c69·6361··le_of_Multiplica 
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./usr/share/doc/axiom-doc/src/input/biquat.input.dvi.gz
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biquat.input.dvi
    
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Offset 12, 2063 lines modifiedOffset 12, 2063 lines modified
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 00000430:·7298·6193·7375·6d93·6f66·986d·6f6e·6579··r.a.sum.of.money
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./usr/share/doc/axiom-doc/src/input/bop.input.dvi.gz
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bop.input.dvi
    
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Offset 12, 256 lines modifiedOffset 12, 256 lines modified
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Offset 12, 227 lines modifiedOffset 12, 227 lines modified
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 000002d0:·6865·934e·756d·6572·6963·616c·9341·6c67··he.Numerical.Alg
 000002e0:·6f72·6974·686d·7393·4772·6f75·7093·4c69··orithms.Group.Li
 000002f0:·6d69·7465·6493·3139·3931·2e8e·9f12·5da1··mited.1991....].
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 00000330:·7265·7375·6d65·8ea4·0b00·008d·913e·0000··resume.......>..
 00000340:·2973·706f·6f6c·9104·b996·6273·7472·6565··)spool....bstree
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 000003b0:·2d2d·5396·04b9·9631·936f·6693·3132·8ea1··--S....1.of.12..
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00000470:·8ea1·8d91·3e00·0074·9604·b996·3a3d·9362··....>..t....:=.b 
00000480:·696e·6172·7953·6561·7263·6854·7265·6593··inarySearchTree. 
00000490:·6c76·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··lv....>..--R.... 
000004a0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R 
000004b0:·910e·2cc2·2832·2991·0973·2c5b·5b5b·312c··..,.(2)..s,[[[1, 
000004c0:·322c·2e5d·2c33·2c5b·342c·352c·5b35·2c36··2,.],3,[4,5,[5,6 
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000004e0:·002d·2d52·9200·b38c·4454·7970·653a·9104··.--R....DType:.. 
000004f0:·b996·4269·6e61·7279·5365·6172·6368·5472··..BinarySearchTr 
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00000510:·6572·298e·a18d·913e·0000·2d2d·4591·04b9··er)....>..--E... 
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00000530:·9633·936f·6693·3132·8ea1·8d91·3e00·0065··.3.of.12....>..e 
00000540:·6d70·7479·6273·7496·04b9·963a·3d93·656d··mptybst....:=.em 
00000550:·7074·7928·2924·4253·5452·4545·2849·4e54··pty()$BSTREE(INT 
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00000580:·0e2c·c228·3329·9109·732c·5b5d·8ea1·8d91··.,.(3)..s,[]....00000400:·0e2c·c228·3129·9109·732c·5b38·2c33·2c35··.,.(1)..s,[8,3,5
 00000410:·2c34·2c36·2c32·2c31·2c35·2c37·5d8e·a18d··,4,6,2,1,5,7]...
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 00000540:·7074·7962·7374·9604·b996·3a3d·9365·6d70··ptybst....:=.emp
 00000550:·7479·2829·2442·5354·5245·4528·494e·5429··ty()$BSTREE(INT)
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Max diff block lines reached; 17644/31208 bytes (56.54%) of diff not shown.
21.9 KB
./usr/share/doc/axiom-doc/src/input/bug100.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 162 lines modifiedOffset 12, 162 lines modified
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000000d0:·7075·7491·0537·7462·7567·3130·302e·696e··put..7tbug100.in000000d0:·7075·7491·0537·7462·7567·3130·302e·696e··put..7tbug100.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........
000000f0:·b0cf·f327·58ab·510b·000c·0000·000c·0000··...'X.Q.........000000f0:·b0cf·f327·58ab·510b·000c·0000·000c·0000··...'X.Q.........
00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..
00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......
00000120:·1788·8b8d·9200·d7fb·534e·6f95·ac72·7693··........SNo..rv.00000120:·1788·8b8d·9200·d573·8244·6563·656d·90ac··.......s.Decem..
00000130:·656d·9362·9053·8e65·7296·03ea·a837·2c93··em.b.S.er....7,.00000130:·7262·9053·8e65·7296·03ea·a831·312c·9332··rb.S.er....11,.2
00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.00000140:·3032·358e·9f24·0001·8d92·00f1·a14b·f331··025..$.......K.1
00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract... 
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
 00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·1b4b··...............K
00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr
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000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te 
00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............000001f0:·636d·6278·3132·de43·6f6e·958c·cc74·656e··cmbx12.Con...ten
 00000200:·9374·738e·8e9f·1e00·008d·8d92·0103·8000··.ts.............
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00000240:·0000·0199·a002·7900·008d·a0fd·a300·00a0··......y......... 
00000250:·023f·0000·8da0·fde4·0000·8d91·4d00·00c6··.?..........M... 
00000260:·5468·6973·9604·02a8·636f·9047·1d64·659b··This....co.G.de. 
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00000310:·8d91·76e7·cf7c·9603·d554·2a93·7c8e·a68d··..v..|...T*.|...000002c0:·39e0·2d2d·436f·7079·7269·6768·7496·04b9··9.--Copyright...
 000002d0:·9654·6865·934e·756d·6572·6963·616c·9341··.The.Numerical.A
 000002e0:·6c67·6f72·6974·686d·7393·4772·6f75·7093··lgorithms.Group.
 000002f0:·4c69·6d69·7465·6493·3139·3931·2e8e·9f12··Limited.1991....
 00000300:·5da1·8d91·76e7·cfdf·7c7c·7c2d·8ea1·a18d··]...v...|||-....
 00000310:·9176·e7cf·7c96·03d5·542a·937c·8ea6·8d91··.v..|...T*.|....
00000320:·913e·0000·e029·7365·7496·04b9·9662·7265··.>...)set....bre00000320:·3e00·00e0·2973·6574·9604·b996·6272·6561··>...)set....brea
00000330:·616b·9372·6573·756d·658e·a40b·0000·8d91··ak.resume.......00000330:·6b93·7265·7375·6d65·8ea4·0b00·008d·913e··k.resume.......>
00000340:·3e00·0029·7370·6f6f·6c91·04b9·9662·7567··>..)spool....bug00000340:·0000·2973·706f·6f6c·9104·b996·6275·6731··..)spool....bug1
00000350:·3130·3036·392e·6f75·7470·7574·8ea1·8d91··10069.output....00000350:·3030·3639·2e6f·7574·7075·748e·a18d·913e··0069.output....>
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00000370:·6765·9374·6573·7493·6f6e·8ea1·8d91·3e00··ge.test.on....>.00000370:·6593·7465·7374·936f·6e8e·a18d·913e·0000··e.test.on....>..
00000380:·0029·7365·7496·04b9·966d·6573·7361·6765··.)set....message 
00000390:·9361·7574·6f93·6f66·668e·a18d·913e·0000··.auto.off....>.. 
000003a0:·2963·6c65·6172·9104·b996·616c·6c8e·a1a1··)clear....all...00000380:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message.
 00000390:·6175·746f·936f·6666·8ea1·8d91·3e00·0029··auto.off....>..)
 000003a0:·636c·6561·7291·04b9·9661·6c6c·8ea1·a18d··clear....all....
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000003c0:·616b·9372·6573·756d·658e·a1a1·8d91·3e00··ak.resume.....>.000003c0:·6b93·7265·7375·6d65·8ea1·a18d·913e·0000··k.resume.....>..
000003d0:·002d·2d53·9604·b996·3191·0973·2c6f·6693··.--S....1..s,of. 
000003e0:·388e·a18d·913e·0000·636f·7428·302e·3029··8....>..cot(0.0)000003d0:·2d2d·5396·04b9·9631·9109·732c·6f66·9338··--S....1..s,of.8
 000003e0:·8ea1·8d91·3e00·0063·6f74·2830·2e30·298e··....>..cot(0.0).
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 00000400:·2d2d·528e·a18d·913e·0000·2d2d·5244·616c··--R....>..--RDal
 00000410:·7991·04b9·9642·7567·8ea1·8d91·3e00·002d··y....Bug....>..-
 00000420:·2d52·910e·2cc2·3e3e·9604·b996·4572·726f··-R..,.>>....Erro
 00000430:·7293·6465·7465·6374·6564·9377·6974·6869··r.detected.withi
 00000440:·6e93·6c69·6272·6172·7993·636f·6465·3a8e··n.library.code:.
 00000450:·a18d·913e·0000·2d2d·5291·0e2c·c263·7363··...>..--R..,.csc
 00000460:·3a96·04b9·966e·6f93·7265·6369·7072·6f63··:....no.reciproc
 00000470:·616c·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··al....>..--R....
 00000480:·3e00·002d·2d52·910e·2cc2·436f·6e74·696e··>..--R..,.Contin
 00000490:·7569·6e67·9604·b996·746f·9372·6561·6493··uing....to.read.
 000004a0:·7468·6593·6669·6c65·2e2e·2e8e·a18d·913e··the.file.......>
 000004b0:·0000·2d2d·528e·a18d·913e·0000·2d2d·4591··..--R....>..--E.
 000004c0:·04b9·9631·8ea1·a18d·913e·0000·2d2d·5396··...1.....>..--S.
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 000004e0:·6373·6328·302e·3029·8ea1·8d91·3e00·002d··csc(0.0)....>..-
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 00000500:·3e00·002d·2d52·4461·6c79·9104·b996·4275··>..--RDaly....Bu
 00000510:·678e·a18d·913e·0000·2d2d·5291·0e2c·c23e··g....>..--R..,.>
 00000520:·3e96·04b9·9645·7272·6f72·9364·6574·6563··>....Error.detec
 00000530:·7465·6493·7769·7468·696e·936c·6962·7261··ted.within.libra
 00000540:·7279·9363·6f64·653a·8ea1·8d91·3e00·002d··ry.code:....>..-
 00000550:·2d52·910e·2cc2·6373·633a·9604·b996·6e6f··-R..,.csc:....no
 00000560:·9372·6563·6970·726f·6361·6c8e·a18d·913e··.reciprocal....>
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00000410:·6c79·9104·b996·4275·678e·a18d·913e·0000··ly....Bug....>.. 
00000420:·2d2d·5291·0e2c·c23e·3e96·04b9·9645·7272··--R..,.>>....Err 
00000430:·6f72·9364·6574·6563·7465·6493·7769·7468··or.detected.with 
00000440:·696e·936c·6962·7261·7279·9363·6f64·653a··in.library.code: 
00000450:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·6373··....>..--R..,.cs 
00000460:·633a·9604·b996·6e6f·9372·6563·6970·726f··c:....no.recipro 
00000470:·6361·6c8e·a18d·913e·0000·2d2d·528e·a18d··cal....>..--R... 
00000480:·913e·0000·2d2d·5291·0e2c·c243·6f6e·7469··.>..--R..,.Conti 
00000490:·6e75·696e·6796·04b9·9674·6f93·7265·6164··nuing....to.read 
000004a0:·9374·6865·9366·696c·652e·2e2e·8ea1·8d91··.the.file....... 
000004b0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d45··>..--R....>..--E 
000004c0:·9104·b996·318e·a1a1·8d91·3e00·002d·2d53··....1.....>..--S 
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000004e0:·0063·7363·2830·2e30·298e·a18d·913e·0000··.csc(0.0)....>.. 
000004f0:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...00000570:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.
00000500:·913e·0000·2d2d·5244·616c·7991·04b9·9642··.>..--RDaly....B00000580:·0e2c·c243·6f6e·7469·6e75·696e·6796·04b9··.,.Continuing...
 00000590:·9674·6f93·7265·6164·9374·6865·9366·696c··.to.read.the.fil
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00000520:·3e3e·9604·b996·4572·726f·7293·6465·7465··>>....Error.dete 
00000530:·6374·6564·9377·6974·6869·6e93·6c69·6272··cted.within.libr 
00000540:·6172·7993·636f·6465·3a8e·a18d·913e·0000··ary.code:....>.. 
00000550:·2d2d·5291·0e2c·c263·7363·3a96·04b9·966e··--R..,.csc:....n 
Max diff block lines reached; 15996/29146 bytes (54.88%) of diff not shown.
15.1 KB
./usr/share/doc/axiom-doc/src/input/bug101.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000090:·e2f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·e2f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 111 lines modifiedOffset 12, 111 lines modified
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000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7462·7567·3130·312e·696e··put..7tbug101.in000000d0:·7075·7491·0537·7462·7567·3130·312e·696e··put..7tbug101.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........
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00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..
00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......
00000120:·1788·8b8d·9200·d7fb·534e·6f95·ac72·7693··........SNo..rv.00000120:·1788·8b8d·9200·d573·8244·6563·656d·90ac··.......s.Decem..
00000130:·656d·9362·9053·8e65·7296·03ea·a837·2c93··em.b.S.er....7,.00000130:·7262·9053·8e65·7296·03ea·a831·312c·9332··rb.S.er....11,.2
00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.00000140:·3032·358e·9f24·0001·8d92·00f1·a14b·f331··025..$.......K.1
00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract... 
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
 00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·1b4b··...............K
00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr
00000190:·7231·30c6·318e·8e8e·8c8b·0000·0002·0000··r10.1...........00000190:·3130·c631·8e8e·8e8c·8b00·0000·0200·0000··10.1............
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000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te 
00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............000001f0:·636d·6278·3132·de43·6f6e·958c·cc74·656e··cmbx12.Con...ten
 00000200:·9374·738e·8e9f·1e00·008d·8d92·0103·8000··.ts.............
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00000250:·023f·0000·8da0·fde4·0000·8d91·4d00·00c6··.?..........M...00000240:·0001·98a0·0279·0000·8da0·fda3·0000·a002··.....y..........
 00000250:·3f00·008d·a0fd·e400·008d·914d·0000·c654··?..........M...T
00000260:·5468·6591·0355·5563·616c·6c8e·a913·0000··The..UUcall.....00000260:·6865·9103·5555·6361·6c6c·8ea9·1300·008d··he..UUcall......
00000270:·8d91·3e00·00f3·34df·a44e·0000·0900·0000··..>...4..N......00000270:·913e·0000·f334·dfa4·4e00·0009·0000·0009··.>...4..N.......
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 000002a0:·0000·8d91·3e00·00c6·6361·7573·6573·9603··....>...causes..
 000002b0:·5555·616e·9369·6e0c·6e69·7465·936c·6f9a··UUan.in.nite.lo.
 000002c0:·471d·6f70·9362·9865·7495·b8e3·7793·6565··G.op.b.et...w.ee
 000002d0:·6e9b·0355·556c·0c6e·9374·6567·7261·7465··n..UUl.n.tegrate
 000002e0:·9861·6e64·986d·6f6e·6f6d·6961·6c49·6e93··.and.monomialIn.
 000002f0:·7465·6772·6174·652e·8ea4·0c00·008d·914d··tegrate........M
 00000300:·0000·5791·ff2a·aa61·6c64·656b·9603·5555··..W..*.aldek..UU
 00000310:·6d6f·9a47·1d64·690c·6564·9374·6865·9363··mo.G.di.ed.the.c
 00000320:·6f98·6465·9374·6f93·6661·696c·9361·6e64··o.de.to.fail.and
 00000330:·9372·6574·7572·6e93·756e·6576·91ff·71c7··.return.unev..q.
 00000340:·616c·7561·7465·642e·8ea1·8d91·4d00·0041··aluated.....M..A
 00000350:·9603·5555·6d6f·7265·9372·6561·736f·6e61··..UUmore.reasona
 00000360:·626c·6593·7265·7475·726e·9376·91ff·71c7··ble.return.v..q.
 00000370:·616c·7565·2c93·6e6f·7493·7375·7070·9047··alue,.not.supp.G
 00000380:·1d6f·7274·6564·9362·9ab8·e379·9341·7869··.orted.b...y.Axi
 00000390:·6f6d·2c93·7798·6f75·6c64·9362·9047·1d65··om,.w.ould.b.G.e
 000003a0:·3a8e·a68d·9147·732c·df2d·6c6f·6728·7729··:....Gs,.-log(w)
 000003b0:·2d67·616d·6d61·8ea4·0b00·008d·9147·732c··-gamma.......Gs,
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 00000400:·937c·8ea6·8d91·3e00·00df·2973·6574·9604··.|....>...)set..
 00000410:·b996·6272·6561·6b93·7265·7375·6d65·8ea1··..break.resume..
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 00000430:·7567·3130·312e·6f75·7470·7574·8ea1·8d91··ug101.output....
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 00000450:·6765·9374·6573·7493·6f6e·8ea1·8d91·3e00··ge.test.on....>.
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 00000490:·8d91·3e00·002d·2d53·9604·b996·3193·6f66··..>..--S....1.of
 000004a0:·9332·8ea1·8d91·3e00·006c·6170·6c61·6365··.2....>..laplace
 000004b0:·286c·6f67·287a·292c·7a2c·7729·8ea1·8d91··(log(z),z,w)....
 000004c0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 000004d0:·910e·2cc2·2831·2991·0973·2c6c·6170·6c61··..,.(1)..s,lapla
00000290:·6365·286c·6f67·287a·292c·7a2c·7729·8e9f··ce(log(z),z,w)..000004e0:·6365·286c·6f67·287a·292c·7a2c·7729·8ea1··ce(log(z),z,w)..
 000004f0:·8d91·3e00·002d·2d52·9200·f5b2·7854·7970··..>..--R....xTyp
 00000500:·653a·9104·b996·4578·7072·6573·7369·6f6e··e:....Expression
 00000510:·2849·6e74·6567·6572·298e·a18d·913e·0000··(Integer)....>..
 00000520:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>..
 00000530:·2d2d·5396·04b9·9632·936f·6693·328e·a18d··--S....2.of.2...
 00000540:·913e·0000·6c61·706c·6163·6528·6c6f·6728··.>..laplace(log(
 00000550:·7a29·2c77·2c7a·298e·a18d·913e·0000·2d2d··z),w,z)....>..--
 00000560:·528e·a18d·913e·0000·2d2d·5291·25cc·b06c··R....>..--R.%..l
 00000570:·6f67·287a·298e·a18d·913e·0000·2d2d·5291··og(z)....>..--R.
 00000580:·0e2c·c228·3229·9109·732c·2d2d·2d2d·2d2d··.,.(2)..s,------
 00000590:·8ea1·8d91·3e00·002d·2d52·9133·f972·7a8e··....>..--R.3.rz.
000002a0:·1400·008d·913e·0000·c663·6175·7365·7396··.....>...causes. 
000002b0:·0355·5561·6e93·696e·0c6e·6974·6593·6c6f··.UUan.in.nite.lo 
000002c0:·9a47·1d6f·7093·6298·6574·95b8·e377·9365··.G.op.b.et...w.e 
000002d0:·656e·9b03·5555·6c0c·6e93·7465·6772·6174··en..UUl.n.tegrat 
000002e0:·6598·616e·6498·6d6f·6e6f·6d69·616c·496e··e.and.monomialIn 
000002f0:·9374·6567·7261·7465·2e8e·a40c·0000·8d91··.tegrate........ 
00000300:·4d00·0057·91ff·2aaa·616c·6465·6b96·0355··M..W..*.aldek..U 
00000310:·556d·6f9a·471d·6469·0c65·6493·7468·6593··Umo.G.di.ed.the. 
00000320:·636f·9864·6593·746f·9366·6169·6c93·616e··co.de.to.fail.an 
00000330:·6493·7265·7475·726e·9375·6e65·7691·ff71··d.return.unev..q 
00000340:·c761·6c75·6174·6564·2e8e·a18d·914d·0000··.aluated.....M.. 
00000350:·4196·0355·556d·6f72·6593·7265·6173·6f6e··A..UUmore.reason 
00000360:·6162·6c65·9372·6574·7572·6e93·7691·ff71··able.return.v..q 
00000370:·c761·6c75·652c·936e·6f74·9373·7570·7090··.alue,.not.supp. 
00000380:·471d·6f72·7465·6493·629a·b8e3·7993·4178··G.orted.b...y.Ax 
00000390:·696f·6d2c·9377·986f·756c·6493·6290·471d··iom,.w.ould.b.G. 
000003a0:·653a·8ea6·8d91·4773·2cdf·2d6c·6f67·2877··e:....Gs,.-log(w 
000003b0:·292d·6761·6d6d·618e·a40b·0000·8d91·4773··)-gamma.......Gs 
000003c0:·2c2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·8ea1··,-------------.. 
000003d0:·8d91·5f13·1a77·8e9f·1400·009f·0c00·008d··.._..w.......... 
000003e0:·9176·e7cf·f335·1af2·2256·000a·0000·000a··.v...5.."V...... 
000003f0:·0000·0006·636d·6278·3130·e07c·9603·d554··....cmbx10.|...T 
00000400:·2a93·7c8e·a68d·913e·0000·df29·7365·7496··*.|....>...)set. 
00000410:·04b9·9662·7265·616b·9372·6573·756d·658e··...break.resume. 
00000420:·a18d·913e·0000·2973·706f·6f6c·9104·b996··...>..)spool.... 
00000430:·6275·6731·3031·2e6f·7574·7075·748e·a18d··bug101.output... 
00000440:·913e·0000·2973·6574·9604·b996·6d65·7373··.>..)set....mess 
00000450:·6167·6593·7465·7374·936f·6e8e·a18d·913e··age.test.on....> 
00000460:·0000·2973·6574·9604·b996·6d65·7373·6167··..)set....messag 
00000470:·6593·6175·746f·936f·6666·8ea1·8d91·3e00··e.auto.off....>. 
00000480:·0029·636c·6561·7291·04b9·9661·6c6c·8ea1··.)clear....all.. 
00000490:·a18d·913e·0000·2d2d·5396·04b9·9631·936f··...>..--S....1.o 
000004a0:·6693·328e·a18d·913e·0000·6c61·706c·6163··f.2....>..laplac 
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21.7 KB
./usr/share/doc/axiom-doc/src/input/bug103.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000090:·e2f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·e2f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 161 lines modifiedOffset 12, 161 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7462·7567·3130·332e·696e··put..7tbug103.in000000d0:·7075·7491·0537·7462·7567·3130·332e·696e··put..7tbug103.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........
000000f0:·b0cf·f327·58ab·510b·000c·0000·000c·0000··...'X.Q.........000000f0:·b0cf·f327·58ab·510b·000c·0000·000c·0000··...'X.Q.........
00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..
00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......
00000120:·1788·8b8d·9200·d7fb·534e·6f95·ac72·7693··........SNo..rv.00000120:·1788·8b8d·9200·d573·8244·6563·656d·90ac··.......s.Decem..
00000130:·656d·9362·9053·8e65·7296·03ea·a837·2c93··em.b.S.er....7,.00000130:·7262·9053·8e65·7296·03ea·a831·312c·9332··rb.S.er....11,.2
00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.00000140:·3032·358e·9f24·0001·8d92·00f1·a14b·f331··025..$.......K.1
00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract... 
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
 00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·1b4b··...............K
00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr
00000190:·7231·30c6·318e·8e8e·8c8b·0000·0002·0000··r10.1...........00000190:·3130·c631·8e8e·8e8c·8b00·0000·0200·0000··10.1............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y....... 
000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.000001c0:·0000·0000·2aa0·0279·0000·8da0·fda3·0000··....*..y........
 000001d0:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..
000001e0:·00f3·33c2·d64e·a000·0e66·6600·0c00·0000··..3..N...ff.....000001e0:·f333·c2d6·4ea0·000e·6666·000c·0000·0006··.3..N...ff......
000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te 
00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............000001f0:·636d·6278·3132·de43·6f6e·958c·cc74·656e··cmbx12.Con...ten
 00000200:·9374·738e·8e9f·1e00·008d·8d92·0103·8000··.ts.............
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00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0199·a002·7900·008d·a0fd·a300·00a0··......y......... 
00000250:·023f·0000·8da0·fde4·0000·8d91·4d00·00c6··.?..........M...00000240:·0001·98a0·0279·0000·8da0·fda3·0000·a002··.....y..........
 00000250:·3f00·008d·a0fd·e400·008d·914d·0000·c654··?..........M...T
00000260:·5468·6591·0355·5563·616c·6c8e·a413·0000··The..UUcall.....00000260:·6865·9103·5555·6361·6c6c·8ea4·1300·008d··he..UUcall......
00000270:·8d91·4773·2cf3·34df·a44e·0000·0900·0000··..Gs,.4..N......00000270:·9147·732c·f334·dfa4·4e00·0009·0000·0009··.Gs,.4..N.......
00000280:·0900·0000·0563·6d74·7439·df73·6f6c·7665··.....cmtt9.solve00000280:·0000·0005·636d·7474·39df·736f·6c76·6528··....cmtt9.solve(
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000002a0:·00c6·6661·696c·7391·0355·5577·6974·683a··..fails..UUwith:000002a0:·c666·6169·6c73·9103·5555·7769·7468·3a8e··.fails..UUwith:.
000002b0:·8ea1·8d91·4c2c·c2df·3e3e·9604·b996·4572··....L,..>>....Er000002b0:·a18d·914c·2cc2·df3e·3e96·04b9·9645·7272··...L,..>>....Err
000002c0:·726f·7293·6465·7465·6374·6564·9377·6974··ror.detected.wit 
000002d0:·6869·6e93·6c69·6272·6172·7993·636f·6465··hin.library.code000002c0:·6f72·9364·6574·6563·7465·6493·7769·7468··or.detected.with
 000002d0:·696e·936c·6962·7261·7279·9363·6f64·653a··in.library.code:
000002e0:·3a8e·9f0b·0000·8d91·4c2c·c228·3196·04b9··:.......L,.(1...000002e0:·8e9f·0b00·008d·914c·2cc2·2831·9604·b996··.......L,.(1....
000002f0:·962e·9366·6169·6c65·6429·9363·616e·6e6f··...failed).canno 
00000300:·7493·6265·9363·6f65·7263·6564·9374·6f93··t.be.coerced.to. 
00000310:·6d6f·6465·9328·506f·6c79·6e6f·6d69·616c··mode.(Polynomial000002f0:·2e93·6661·696c·6564·2993·6361·6e6e·6f74··..failed).cannot
 00000300:·9362·6593·636f·6572·6365·6493·746f·936d··.be.coerced.to.m
 00000310:·6f64·6593·2850·6f6c·796e·6f6d·6961·6c93··ode.(Polynomial.
00000320:·9328·496e·7465·6765·7229·298e·a68d·914d··.(Integer))....M00000320:·2849·6e74·6567·6572·2929·8ea6·8d91·4d00··(Integer))....M.
00000330:·0000·c654·6865·9603·146d·6275·6793·0c78··...The...mbug..x00000330:·00c6·5468·6596·0314·6d62·7567·930c·782c··..The...mbug..x,
 00000340:·9b03·2168·7072·6f70·9047·1d6f·7365·6493··..!hprop.G.osed.
 00000350:·6295·b8e3·7991·0314·6c57·696c·6c69·616d··b...y...lWilliam
 00000360:·2c98·6393·6861·6e67·6573·9603·146d·f324··,.c.hanges...m.$
 00000370:·dfea·3c78·000a·0000·000a·0000·0006·636d··..<x..........cm
 00000380:·7474·3130·cf65·7871·756f·93c6·696e·9345··tt10.exquo..in.E
 00000390:·7563·6c69·6465·616e·446f·6d61·696e·9374··uclideanDomain.t
 000003a0:·6f91·0314·6c61·6464·9374·6865·93cf·7a65··o...ladd.the..ze
 000003b0:·726f·3f8e·9f0c·0000·8d91·3e00·0078·9103··ro?.......>..x..
 000003c0:·5555·c674·6573·742e·8ea1·8d91·5a59·84df··UU.test.....ZY..
 000003d0:·7896·04b9·9665·7871·756f·9379·933d·3d8e··x....exquo.y.==.
 000003e0:·a40b·0000·8d91·6886·467a·6572·6f3f·9604··......h.Fzero?..
 000003f0:·b996·7893·3d3e·9330·8ea1·8d91·6886·467a··..x.=>.0....h.Fz
 00000400:·6572·6f3f·9604·b996·7993·3d3e·9322·6661··ero?....y.=>."fa
 00000410:·696c·6564·228e·a18d·9168·8646·7172·3a3d··iled"....h.Fqr:=
 00000420:·6469·7669·6465·2878·2c79·298e·a18d·9168··divide(x,y)....h
 00000430:·8646·7a65·726f·3f28·7172·2e72·656d·6169··.Fzero?(qr.remai
 00000440:·6e64·6572·2996·04b9·963d·3e93·7172·2e71··nder)....=>.qr.q
 00000450:·756f·7469·656e·748e·a18d·9168·8646·2266··uotient....h.F"f
 00000460:·6169·6c65·6422·8ea6·8d91·3e00·00c6·5468··ailed"....>...Th
 00000470:·6973·9603·5555·639a·b8e3·6861·6e67·6593··is..UUc...hange.
 00000480:·7798·6173·936d·6164·6593·6275·7493·646f··w.as.made.but.do
 00000490:·9a47·1d65·7393·6e6f·7493·610b·6563·7493··.G.es.not.a.ect.
 000004a0:·7468·6593·6298·6568·6190·b8e3·7669·6f72··the.b.eha...vior
 000004b0:·936f·6693·7468·6593·6275·672e·8ea4·0c00··.of.the.bug.....
 000004c0:·008d·914d·0000·5468·6973·9603·41e6·0c78··...M..This..A..x
00000340:·2c9b·0321·6870·726f·7090·471d·6f73·6564··,..!hprop.G.osed000004d0:·2c9b·0345·c970·726f·7090·471d·6f73·6564··,..E.prop.G.osed
00000350:·9362·95b8·e379·9103·146c·5769·6c6c·6961··.b...y...lWillia 
00000360:·6d2c·9863·9368·616e·6765·7396·0314·6df3··m,.c.hanges...m. 
00000370:·24df·ea3c·7800·0a00·0000·0a00·0000·0663··$..<x..........c 
00000380:·6d74·7431·30cf·6578·7175·6f93·c669·6e93··mtt10.exquo..in. 
00000390:·4575·636c·6964·6561·6e44·6f6d·6169·6e93··EuclideanDomain. 
000003a0:·746f·9103·146c·6164·6493·7468·6593·cf7a··to...ladd.the..z 
000003b0:·6572·6f3f·8e9f·0c00·008d·913e·0000·7891··ero?.......>..x. 
000003c0:·0355·55c6·7465·7374·2e8e·a18d·915a·5984··.UU.test.....ZY. 
000003d0:·df78·9604·b996·6578·7175·6f93·7993·3d3d··.x....exquo.y.== 
000003e0:·8ea4·0b00·008d·9168·8646·7a65·726f·3f96··.......h.Fzero?. 
000003f0:·04b9·9678·933d·3e93·308e·a18d·9168·8646··...x.=>.0....h.F 
00000400:·7a65·726f·3f96·04b9·9679·933d·3e93·2266··zero?....y.=>."f 
00000410:·6169·6c65·6422·8ea1·8d91·6886·4671·723a··ailed"....h.Fqr: 
00000420:·3d64·6976·6964·6528·782c·7929·8ea1·8d91··=divide(x,y).... 
00000430:·6886·467a·6572·6f3f·2871·722e·7265·6d61··h.Fzero?(qr.rema 
00000440:·696e·6465·7229·9604·b996·3d3e·9371·722e··inder)....=>.qr. 
00000450:·7175·6f74·6965·6e74·8ea1·8d91·6886·4622··quotient....h.F" 
00000460:·6661·696c·6564·228e·a68d·913e·0000·c654··failed"....>...T 
00000470:·6869·7396·0355·5563·9ab8·e368·616e·6765··his..UUc...hange 
00000480:·9377·9861·7393·6d61·6465·9362·7574·9364··.w.as.made.but.d 
00000490:·6f9a·471d·6573·936e·6f74·9361·0b65·6374··o.G.es.not.a.ect 
000004a0:·9374·6865·9362·9865·6861·90b8·e376·696f··.the.b.eha...vio 
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./usr/share/doc/axiom-doc/src/input/bug10312.input.dvi
    
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Offset 12, 116 lines modifiedOffset 12, 115 lines modified
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00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
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./usr/share/doc/axiom-doc/src/input/bug6357.input.dvi
    
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000000d0:·7075·7491·0537·7462·7567·3633·3537·2e69··put..7tbug6357.i000000d0:·7075·7491·0537·7462·7567·3633·3537·2e69··put..7tbug6357.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
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00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
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 000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te
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 00000250:·023f·0000·8da0·fde4·0000·8d8d·913e·0000··.?...........>..
00000260:·00de·318e·9156·4ccb·4c69·6365·6e73·658e··..1..VL.License.00000260:·de31·8e91·564c·cb4c·6963·656e·7365·8e9f··.1..VL.License..
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000002c0:·39e0·2d2d·436f·7079·7269·6768·7496·04b9··9.--Copyright... 
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 000002d0:·5468·6593·4e75·6d65·7269·6361·6c93·416c··The.Numerical.Al
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000002f0:·4c69·6d69·7465·6493·3139·3931·2e8e·9f14··Limited.1991....000002f0:·696d·6974·6564·9331·3939·312e·8e9f·1400··imited.1991.....
00000300:·0000·8d91·76e7·cfdf·7c7c·7c2d·8ea1·a18d··....v...|||-.... 
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00000320:·3e00·00e0·2973·6574·9604·b996·6272·6561··>...)set....brea 
00000330:·6b93·7265·7375·6d65·8ea4·0b00·008d·913e··k.resume.......> 
00000340:·0000·2973·706f·6f6c·9104·b996·6275·6736··..)spool....bug600000300:·008d·9176·e7cf·df7c·7c7c·2d8e·a1a1·8d91··...v...|||-.....
 00000310:·76e7·cf7c·9603·d554·2a93·7c8e·a68d·913e··v..|...T*.|....>
 00000320:·0000·e029·7365·7496·04b9·9662·7265·616b··...)set....break
 00000330:·9372·6573·756d·658e·a40b·0000·8d91·3e00··.resume.......>.
 00000340:·0029·7370·6f6f·6c91·04b9·9662·7567·3633··.)spool....bug63
00000350:·3335·372e·6f75·7470·7574·8ea1·8d91·3e00··357.output....>.00000350:·3537·2e6f·7574·7075·748e·a18d·913e·0000··57.output....>..
 00000360:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message.
00000360:·0029·7365·7496·04b9·966d·6573·7361·6765··.)set....message 
00000370:·9374·6573·7493·6f6e·8ea1·8d91·3e00·0029··.test.on....>..) 
00000380:·7365·7496·04b9·966d·6573·7361·6765·9361··set....message.a 
00000390:·7574·6f93·6f66·668e·a18d·913e·0000·2963··uto.off....>..)c00000370:·7465·7374·936f·6e8e·a18d·913e·0000·2973··test.on....>..)s
000003a0:·6c65·6172·9104·b996·616c·6c8e·a1a1·8d91··lear....all..... 
000003b0:·3e00·002d·2d96·04b9·9654·6865·936f·7269··>..--....The.ori 
000003c0:·6769·6e61·6c93·6175·7468·6f72·9361·7373··ginal.author.ass 
000003d0:·756d·6564·9328·726f·7567·686c·7929·9374··umed.(roughly).t 
000003e0:·6861·7493·7371·7274·2831·2f78·293d·312f··hat.sqrt(1/x)=1/00000380:·6574·9604·b996·6d65·7373·6167·6593·6175··et....message.au
 00000390:·746f·936f·6666·8ea1·8d91·3e00·0029·636c··to.off....>..)cl
 000003a0:·6561·7291·04b9·9661·6c6c·8ea1·a18d·913e··ear....all.....>
 000003b0:·0000·2d2d·9604·b996·5468·6593·6f72·6967··..--....The.orig
 000003c0:·696e·616c·9361·7574·686f·7293·6173·7375··inal.author.assu
 000003d0:·6d65·6493·2872·6f75·6768·6c79·2993·7468··med.(roughly).th
 000003e0:·6174·9373·7172·7428·312f·7829·3d31·2f73··at.sqrt(1/x)=1/s
000003f0:·7371·7274·2878·292c·8ea1·8d91·3e00·002d··sqrt(x),....>..-000003f0:·7172·7428·7829·2c8e·a18d·913e·0000·2d2d··qrt(x),....>..--
 00000400:·9604·b996·7768·6963·6893·6973·9377·726f··....which.is.wro
 00000410:·6e67·9328·666f·7293·6578·616d·706c·652c··ng.(for.example,
 00000420:·8ea1·8d91·3e00·002d·2d96·04b9·9673·7172··....>..--....sqr
 00000430:·7428·2d31·2f32·2993·3d93·2569·2f73·7172··t(-1/2).=.%i/sqr
00000400:·2d96·04b9·9677·6869·6368·9369·7393·7772··-....which.is.wr 
00000410:·6f6e·6793·2866·6f72·9365·7861·6d70·6c65··ong.(for.example 
00000420:·2c8e·a18d·913e·0000·2d2d·9604·b996·7371··,....>..--....sq 
00000430:·7274·282d·312f·3229·933d·9325·692f·7371··rt(-1/2).=.%i/sq 
00000440:·7274·2832·2993·213d·9331·2f28·2569·2a73··rt(2).!=.1/(%i*s 
00000450:·7172·7428·3229·2993·3d93·2d25·692f·7371··qrt(2)).=.-%i/sq00000440:·7428·3229·9321·3d93·312f·2825·692a·7371··t(2).!=.1/(%i*sq
 00000450:·7274·2832·2929·933d·932d·2569·2f73·7172··rt(2)).=.-%i/sqr
00000460:·7274·2832·298e·a18d·913e·0000·2d2d·5396··rt(2)....>..--S.00000460:·7428·3229·8ea1·8d91·3e00·002d·2d53·9604··t(2)....>..--S..
00000470:·04b9·9631·936f·6693·328e·a18d·913e·0000··...1.of.2....>.. 
00000480:·7371·7274·282d·312f·3229·8ea1·8d91·3e00··sqrt(-1/2)....>.00000470:·b996·3193·6f66·9332·8ea1·8d91·3e00·0073··..1.of.2....>..s
 00000480:·7172·7428·2d31·2f32·298e·a18d·913e·0000··qrt(-1/2)....>..
 00000490:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...
 000004a0:·913e·0000·2d2d·5291·2a86·462b·2d2d·2d2b··.>..--R.*.F+---+
 000004b0:·8ea1·8d91·3e00·002d·2d52·9125·ccb0·5c7c··....>..--R.%..\|
 000004c0:·2d91·04b9·9631·8ea1·8d91·3e00·002d·2d52··-....1....>..--R
 000004d0:·910e·2cc2·2831·2991·0973·2c2d·2d2d·2d2d··..,.(1)..s,-----
 000004e0:·2d8e·a18d·913e·0000·2d2d·5291·2f3f·dc2b··-....>..--R./?.+
 000004f0:·2d2b·8ea1·8d91·3e00·002d·2d52·912a·8646··-+....>..--R.*.F
 00000500:·5c7c·328e·a18d·913e·0000·2d2d·5292·0108··\|2....>..--R...
 00000510:·98d0·5479·7065·3a91·04b9·9641·6c67·6562··..Type:....Algeb
 00000520:·7261·6963·4e75·6d62·6572·8ea1·8d91·3e00··raicNumber....>.
 00000530:·002d·2d45·9104·b996·318e·a1a1·8d91·3e00··.--E....1.....>.
 00000540:·002d·2d53·9604·b996·3293·6f66·9332·8ea1··.--S....2.of.2..
 00000550:·8d91·3e00·0073·7172·7428·2d31·2f61·6273··..>..sqrt(-1/abs
 00000560:·2878·2929·2d31·2f73·7172·7428·2d61·6273··(x))-1/sqrt(-abs
00000490:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..00000570:·2878·2929·8ea1·8d91·3e00·002d·2d52·8ea1··(x))....>..--R..
 00000580:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 00000590:·2d52·915e·7fb8·2b2d·2d2d·2d2d·2d2d·2d2b··-R.^..+--------+
000004a0:·8d91·3e00·002d·2d52·912a·8646·2b2d·2d2d··..>..--R.*.F+---000005a0:·8ea1·8d91·3e00·002d·2d52·912a·8646·2b2d··....>..--R.*.F+-
 000005b0:·2d2d·2d2d·2d2d·2d2b·9104·b996·7c91·179f··-------+....|...
000004b0:·2b8e·a18d·913e·0000·2d2d·5291·25cc·b05c··+....>..--R.%..\ 
000004c0:·7c2d·9104·b996·318e·a18d·913e·0000·2d2d··|-....1....>..-- 
000004d0:·5291·0e2c·c228·3129·9109·732c·2d2d·2d2d··R..,.(1)..s,---- 
000004e0:·2d2d·8ea1·8d91·3e00·002d·2d52·912f·3fdc··--....>..--R./?.000005c0:·ee31·8ea1·8d91·3e00·002d·2d52·9125·ccb0··.1....>..--R.%..
 000005d0:·5c7c·2d96·04b9·9661·6273·2878·299b·0973··\|-....abs(x)..s
000004f0:·2b2d·2b8e·a18d·913e·0000·2d2d·5291·2a86··+-+....>..--R.*. 
00000500:·465c·7c32·8ea1·8d91·3e00·002d·2d52·9201··F\|2....>..--R.. 
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./usr/share/doc/axiom-doc/src/input/bug9057.input.dvi.gz
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bug9057.input.dvi
    
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00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·94c2··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·94c2··..?.............
00000090:·7ef3·26de·9119·c600·1147·ae00·1147·ae00··~.&......G...G..00000090:·7ef3·26de·9119·c600·1147·ae00·1147·ae00··~.&......G...G..
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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:·7075·7491·0537·7462·7567·3930·3537·2e69··put..7tbug9057.i000000d0:·7075·7491·0537·7462·7567·3930·3537·2e69··put..7tbug9057.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t 
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 000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te
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000002b0:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt000002b0:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt9
000002c0:·39e0·2d2d·436f·7079·7269·6768·7496·04b9··9.--Copyright... 
000002d0:·9654·6865·934e·756d·6572·6963·616c·9341··.The.Numerical.A 
000002e0:·6c67·6f72·6974·686d·7393·4772·6f75·7093··lgorithms.Group.000002c0:·e02d·2d43·6f70·7972·6967·6874·9604·b996··.--Copyright....
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00000340:·0000·2973·706f·6f6c·9104·b996·6275·6739··..)spool....bug900000300:·a18d·9176·e7cf·df7c·7c7c·2d8e·a1a1·8d91··...v...|||-.....
 00000310:·76e7·cf7c·9603·d554·2a93·7c8e·a68d·913e··v..|...T*.|....>
 00000320:·0000·e029·7365·7496·04b9·9662·7265·616b··...)set....break
 00000330:·9372·6573·756d·658e·a40b·0000·8d91·3e00··.resume.......>.
 00000340:·0029·7370·6f6f·6c91·04b9·9662·7567·3930··.)spool....bug90
00000350:·3035·372e·6f75·7470·7574·8ea1·8d91·3e00··057.output....>.00000350:·3537·2e6f·7574·7075·748e·a18d·913e·0000··57.output....>..
 00000360:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message.
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00000390:·7574·6f93·6f66·668e·a18d·913e·0000·2963··uto.off....>..)c00000370:·7465·7374·936f·6e8e·a18d·913e·0000·2973··test.on....>..)s
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000003c0:·8ea1·8d91·3e00·0067·3a3d·6f70·6572·6174··....>..g:=operat00000380:·6574·9604·b996·6d65·7373·6167·6593·6175··et....message.au
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 00000440:·9604·b996·3293·6f66·9339·8ea1·8d91·3e00··....2.of.9....>.
 00000450:·0066·3d3d·6e2b·2d3e·7375·6d28·6728·6a29··.f==n+->sum(g(j)
 00000460:·2c6a·3d31·2e2e·6e29·8ea1·8d91·3e00·002d··,j=1..n)....>..-
000003e0:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....00000470:·2d52·8ea1·8d91·3e00·002d·2d52·9201·3c92··-R....>..--R..<.
 00000480:·4254·7970·653a·9104·b996·566f·6964·8ea1··BType:....Void..
 00000490:·8d91·3e00·002d·2d45·9104·b996·328e·a1a1··..>..--E....2...
 000004a0:·8d91·3e00·002d·2d53·9604·b996·3393·6f66··..>..--S....3.of
 000004b0:·9339·8ea1·8d91·3e00·0066·2831·298e·a18d··.9....>..f(1)...
000003f0:·3e00·002d·2d52·910e·2cc2·2831·2991·0973··>..--R..,.(1)..s 
00000400:·2c67·8ea1·8d91·3e00·002d·2d52·9201·120b··,g....>..--R.... 
00000410:·fc54·7970·653a·9104·b996·4261·7369·634f··.Type:....BasicO 
00000420:·7065·7261·746f·728e·a18d·913e·0000·2d2d··perator....>..-- 
00000430:·4591·04b9·9631·8ea1·a18d·913e·0000·2d2d··E....1.....>..-- 
00000440:·5396·04b9·9632·936f·6693·398e·a18d·913e··S....2.of.9....> 
00000450:·0000·663d·3d6e·2b2d·3e73·756d·2867·286a··..f==n+->sum(g(j 
00000460:·292c·6a3d·312e·2e6e·298e·a18d·913e·0000··),j=1..n)....>.. 
00000470:·2d2d·528e·a18d·913e·0000·2d2d·5292·013c··--R....>..--R..< 
00000480:·9242·5479·7065·3a91·04b9·9656·6f69·648e··.BType:....Void. 
00000490:·a18d·913e·0000·2d2d·4591·04b9·9632·8ea1··...>..--E....2.. 
000004a0:·a18d·913e·0000·2d2d·5396·04b9·9633·936f··...>..--S....3.o 
000004b0:·6693·398e·a18d·913e·0000·6628·3129·8ea1··f.9....>..f(1).. 
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 000004e0:·b996·6675·6e63·7469·6f6e·9366·9377·6974··..function.f.wit
 000004f0:·6893·7479·7065·9350·6f73·6974·6976·6549··h.type.PositiveI
 00000500:·6e74·6567·6572·932d·3e93·4578·7072·6573··nteger.->.Expres
 00000510:·7369·6f6e·2849·6e74·6567·6572·8ea1·8d91··sion(Integer....
 00000520:·3e00·002d·2d52·911c·5984·298e·a18d·913e··>..--R..Y.)....>
000004d0:·2d52·910e·2cc2·436f·6d70·696c·696e·6796··-R..,.Compiling. 
000004e0:·04b9·9666·756e·6374·696f·6e93·6693·7769··...function.f.wi 
000004f0:·7468·9374·7970·6593·506f·7369·7469·7665··th.type.Positive 
00000500:·496e·7465·6765·7293·2d3e·9345·7870·7265··Integer.->.Expre 
00000510:·7373·696f·6e28·496e·7465·6765·728e·a18d··ssion(Integer... 
00000520:·913e·0000·2d2d·5291·1c59·8429·8ea1·8d91··.>..--R..Y.).... 
00000530:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R 
00000540:·910e·2cc2·2833·2991·0973·2c67·2831·298e··..,.(3)..s,g(1). 
00000550:·a18d·913e·0000·2d2d·5292·00f5·b278·5479··...>..--R....xTy 
00000560:·7065·3a91·04b9·9645·7870·7265·7373·696f··pe:....Expressio 
00000570:·6e28·496e·7465·6765·7229·8ea1·8d91·3e00··n(Integer)....>. 
00000580:·002d·2d45·9104·b996·338e·a1a1·8d91·3e00··.--E....3.....>. 
00000590:·002d·2d53·9604·b996·3493·6f66·9339·8ea1··.--S....4.of.9.. 
000005a0:·8d91·3e00·0066·3d3d·6e2b·2d3e·7072·6f64··..>..f==n+->prod 
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./usr/share/doc/axiom-doc/src/input/bugs.input.dvi.gz
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bugs.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 1106 lines modifiedOffset 12, 1106 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7462·7567·732e·696e·7075··put..7tbugs.inpu000000d0:·7075·7491·0537·7462·7567·732e·696e·7075··put..7tbugs.inpu
000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............
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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·1788··....Daly........00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........
00000120:·8b8d·9200·d7fb·534e·6f95·ac72·7693·656d··......SNo..rv.em00000120:·8b8d·9200·d573·8244·6563·656d·90ac·7262··.....s.Decem..rb
00000130:·9362·9053·8e65·7296·03ea·a837·2c93·3230··.b.S.er....7,.2000000130:·9053·8e65·7296·03ea·a831·312c·9332·3032··.S.er....11,.202
00000140:·3234·8e9f·2400·018d·9200·f1a1·4bf3·3174··24..$.......K.1t00000140:·358e·9f24·0001·8d92·00f1·a14b·f331·740c··5..$.......K.1t.
00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx
00000160:·7839·dc41·6273·7472·6163·748e·9f0f·acd1··x9.Abstract..... 
00000170:·8e9f·1e00·008d·8d92·0103·8000·f31b·4bf1··..............K.00000160:·39dc·4162·7374·7261·6374·8e9f·0fac·d18e··9.Abstract......
 00000170:·9f1e·0000·8d8d·9201·0380·00f3·1b4b·f160··.............K.`
00000180:·6079·000a·0000·000a·0000·0005·636d·7231··`y..........cmr100000180:·7900·0a00·0000·0a00·0000·0563·6d72·3130··y..........cmr10
00000190:·30c6·318e·8e8e·8c8b·0000·0002·0000·0000··0.1.............00000190:·c631·8e8e·8e8c·8b00·0000·0200·0000·0000··.1..............
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000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y......... 
000001d0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...000001c0:·0000·2aa0·0279·0000·8da0·fda3·0000·a002··..*..y..........
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cad.input.dvi
    
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000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7463·616c·6375·6c75·7332··put..7tcalculus2000000d0:·7075·7491·0537·7463·616c·6375·6c75·7332··put..7tcalculus2
000000e0:·2e69·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d··.input..".......000000e0:·2e69·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d··.input..".......
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00000100:·0c00·0000·0563·6d72·3132·d254·696d·6f74··.....cmr12.Timot00000100:·0c00·0000·0563·6d72·3132·d254·696d·6f74··.....cmr12.Timot
00000110:·6890·ac72·7991·03ea·a844·616c·798e·8e8e··h..ry....Daly...00000110:·6890·ac72·7991·03ea·a844·616c·798e·8e8e··h..ry....Daly...
00000120:·8e8e·9f17·888b·8d92·00d7·fb53·4e6f·95ac··...........SNo..00000120:·8e8e·9f17·888b·8d92·00d5·7382·4465·6365··..........s.Dece
00000130:·7276·9365·6d93·6290·538e·6572·9603·eaa8··rv.em.b.S.er....00000130:·6d90·ac72·6290·538e·6572·9603·eaa8·3131··m..rb.S.er....11
00000140:·372c·9332·3032·348e·9f24·0001·8d92·00f1··7,.2024..$......00000140:·2c93·3230·3235·8e9f·2400·018d·9200·f1a1··,.2025..$.......
00000150:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........
00000160:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract 
00000170:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................ 
00000180:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract.
 00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................
 00000180:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........
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000001a0:·0200·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·0000·2aa0·0279·0000·8da0··........*..y.... 
000001d0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?......... 
000001e0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff.. 
000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con.. 
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 000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?..........
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 000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
 00000200:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........
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00000240:·0000·0000·0001·9ca0·0279·0000·8da0·fda3··.........y...... 
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 00000250:·00a0·023f·0000·8da0·fde4·0000·8d8d·913e··...?...........>
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000002a0:·7365·937c·8ea9·115d·a28d·913e·0000·f335··se.|...]...>...5000002a0:·6593·7c8e·a911·5da2·8d91·3e00·00f3·35df··e.|...]...>...5.
000002b0:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm000002b0:·a44e·0000·0900·0000·0900·0000·0563·6d74··.N...........cmt
000002c0:·7474·39e0·2d2d·436f·7079·7269·6768·7496··tt9.--Copyright. 
000002d0:·04b9·9654·6865·934e·756d·6572·6963·616c··...The.Numerical 
000002e0:·9341·6c67·6f72·6974·686d·7393·4772·6f75··.Algorithms.Grou000002c0:·7439·e02d·2d43·6f70·7972·6967·6874·9604··t9.--Copyright..
 000002d0:·b996·5468·6593·4e75·6d65·7269·6361·6c93··..The.Numerical.
 000002e0:·416c·676f·7269·7468·6d73·9347·726f·7570··Algorithms.Group
000002f0:·7093·4c69·6d69·7465·6493·3139·3931·2e8e··p.Limited.1991..000002f0:·934c·696d·6974·6564·9331·3939·312e·8e9f··.Limited.1991...
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00000310:·a18d·9176·e7cf·7c96·03d5·542a·937c·8ea6··...v..|...T*.|.. 
00000320:·8d91·3e00·00e0·2973·6574·9604·b996·6272··..>...)set....br 
00000330:·6561·6b93·7265·7375·6d65·8ea4·0b00·008d··eak.resume...... 
00000340:·913e·0000·2973·706f·6f6c·9104·b996·6361··.>..)spool....ca 
00000350:·6c63·756c·7573·322e·6f75·7470·7574·8ea1··lculus2.output.. 
00000360:·8d91·3e00·0029·7365·7496·04b9·966d·6573··..>..)set....mes00000320:·913e·0000·e029·7365·7496·04b9·9662·7265··.>...)set....bre
 00000330:·616b·9372·6573·756d·658e·a40b·0000·8d91··ak.resume.......
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 00000350:·6375·6c75·7332·2e6f·7574·7075·748e·a18d··culus2.output...
 00000360:·913e·0000·2973·6574·9604·b996·6d65·7373··.>..)set....mess
00000370:·7361·6765·9374·6573·7493·6f6e·8ea1·8d91··sage.test.on....00000370:·6167·6593·7465·7374·936f·6e8e·a18d·913e··age.test.on....>
00000380:·3e00·0029·7365·7496·04b9·966d·6573·7361··>..)set....messa 
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000003a0:·0000·2963·6c65·6172·9104·b996·616c·6c8e··..)clear....all. 
000003b0:·a1a1·8d91·3e00·002d·2d96·04b9·9649·6e70··....>..--....Inp 
000003c0:·7574·9366·6f72·9370·6167·6593·466f·726d··ut.for.page.Form 
000003d0:·616c·4465·7269·7661·7469·7665·5061·6765··alDerivativePage 
000003e0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9631··.....>..--S....1 
000003f0:·936f·6693·3131·328e·a18d·913e·0000·6469··.of.112....>..di 
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 00000390:·6593·6175·746f·936f·6666·8ea1·8d91·3e00··e.auto.off....>.
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 000003b0:·a18d·913e·0000·2d2d·9604·b996·496e·7075··...>..--....Inpu
 000003c0:·7493·666f·7293·7061·6765·9346·6f72·6d61··t.for.page.Forma
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 000003f0:·6f66·9331·3132·8ea1·8d91·3e00·0064·6966··of.112....>..dif
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00000430:·2d52·910e·2cc2·2831·2991·0973·2c30·8ea1··-R..,.(1)..s,0.. 
00000440:·8d91·3e00·002d·2d52·9200·f5b2·7854·7970··..>..--R....xTyp 
00000450:·653a·9104·b996·506f·6c79·6e6f·6d69·616c··e:....Polynomial00000430:·5291·0e2c·c228·3129·9109·732c·308e·a18d··R..,.(1)..s,0...
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 00000450:·3a91·04b9·9650·6f6c·796e·6f6d·6961·6c28··:....Polynomial(
00000460:·2849·6e74·6567·6572·298e·a18d·913e·0000··(Integer)....>..00000460:·496e·7465·6765·7229·8ea1·8d91·3e00·002d··Integer)....>..-
 00000470:·2d45·9104·b996·318e·a1a1·8d91·3e00·002d··-E....1.....>..-
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 00000490:·8d91·3e00·0066·9604·b996·3a3d·936f·7065··..>..f....:=.ope
00000470:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>.. 
00000480:·2d2d·5396·04b9·9632·936f·6693·3131·328e··--S....2.of.112. 
00000490:·a18d·913e·0000·6696·04b9·963a·3d93·6f70··...>..f....:=.op 
000004a0:·6572·6174·6f72·9366·8ea1·8d91·3e00·002d··erator.f....>..- 
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000004c0:·3e00·002d·2d52·910e·2cc2·2832·2991·0973··>..--R..,.(2)..s 
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000004e0:·fc54·7970·653a·9104·b996·4261·7369·634f··.Type:....BasicO 
000004f0:·7065·7261·746f·728e·a18d·913e·0000·2d2d··perator....>..--000004a0:·7261·746f·7293·668e·a18d·913e·0000·2d2d··rator.f....>..--
00000500:·4591·04b9·9632·8ea1·a18d·913e·0000·2d2d··E....2.....>..-- 
00000510:·5396·04b9·9633·936f·6693·3131·328e·a18d··S....3.of.112... 
00000520:·913e·0000·7896·04b9·963a·3d93·6f70·6572··.>..x....:=.oper000004b0:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
 000004c0:·0000·2d2d·5291·0e2c·c228·3229·9109·732c··..--R..,.(2)..s,
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 000004e0:·5479·7065·3a91·04b9·9642·6173·6963·4f70··Type:....BasicOp
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 00000500:·9104·b996·328e·a1a1·8d91·3e00·002d·2d53··....2.....>..--S
 00000510:·9604·b996·3393·6f66·9331·3132·8ea1·8d91··....3.of.112....
 00000520:·3e00·0078·9604·b996·3a3d·936f·7065·7261··>..x....:=.opera
 00000530:·746f·7293·788e·a18d·913e·0000·2d2d·528e··tor.x....>..--R.
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 00000550:·2d2d·5291·0e2c·c228·3329·9109·732c·788e··--R..,.(3)..s,x.
 00000560:·a18d·913e·0000·2d2d·5292·0112·0bfc·5479··...>..--R.....Ty
 00000570:·7065·3a91·04b9·9642·6173·6963·4f70·6572··pe:....BasicOper
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 000005b0:·0079·9604·b996·3a3d·936f·7065·7261·746f··.y....:=.operato
00000540:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>. 
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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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00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
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00000090:·e1f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·e1f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 293 lines modifiedOffset 12, 293 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7463·6172·642e·696e·7075··put..7tcard.inpu000000d0:·7075·7491·0537·7463·6172·642e·696e·7075··put..7tcard.inpu
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·1788··....Daly........00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........
00000120:·8b8d·9200·d7fb·534e·6f95·ac72·7693·656d··......SNo..rv.em00000120:·8b8d·9200·d573·8244·6563·656d·90ac·7262··.....s.Decem..rb
00000130:·9362·9053·8e65·7296·03ea·a837·2c93·3230··.b.S.er....7,.2000000130:·9053·8e65·7296·03ea·a831·312c·9332·3032··.S.er....11,.202
00000140:·3234·8e9f·2400·018d·9200·f1a1·4bf3·3174··24..$.......K.1t00000140:·358e·9f24·0001·8d92·00f1·a14b·f331·740c··5..$.......K.1t.
00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx
00000160:·7839·dc41·6273·7472·6163·748e·9f0f·acd1··x9.Abstract..... 
00000170:·8e9f·1e00·008d·8d92·0103·8000·f31b·4bf1··..............K.00000160:·39dc·4162·7374·7261·6374·8e9f·0fac·d18e··9.Abstract......
 00000170:·9f1e·0000·8d8d·9201·0380·00f3·1b4b·f160··.............K.`
00000180:·6079·000a·0000·000a·0000·0005·636d·7231··`y..........cmr100000180:·7900·0a00·0000·0a00·0000·0563·6d72·3130··y..........cmr10
00000190:·30c6·318e·8e8e·8c8b·0000·0002·0000·0000··0.1.............00000190:·c631·8e8e·8e8c·8b00·0000·0200·0000·0000··.1..............
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./usr/share/doc/axiom-doc/src/input/cardinal.input.dvi.gz
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cardinal.input.dvi
    
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Offset 12, 256 lines modifiedOffset 12, 256 lines modified
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./usr/share/doc/axiom-doc/src/input/cclass.input.dvi.gz
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cclass.input.dvi
    
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Offset 12, 257 lines modifiedOffset 12, 257 lines modified
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./usr/share/doc/axiom-doc/src/input/cdraw.input.dvi.gz
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cdraw.input.dvi
    
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Offset 12, 224 lines modifiedOffset 12, 224 lines modified
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Offset 12, 1398 lines modifiedOffset 12, 1398 lines modified
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 000003b0:·9361·6464·8ea1·8d91·5a59·8452·6570·9604··.add....ZY.Rep..
 000003c0:·b996·3a3d·9352·6563·6f72·6428·6b3a·4b65··..:=.Record(k:Ke
 000003d0:·792c·653a·456e·7472·7929·8ea1·8d91·5a59··y,e:Entry)....ZY
 000003e0:·8478·2c79·3a91·04b9·9625·8ea1·8d91·5a59··.x,y:....%....ZY
 000003f0:·8463·6f6e·7374·7275·6374·2861·2c62·2996··.construct(a,b).
 00000400:·04b9·963d·3d93·636f·6e73·7472·7563·7428··...==.construct(
00000410:·2861·2c62·2924·5265·7093·4093·258e·a18d··(a,b)$Rep.@.%...00000410:·612c·6229·2452·6570·9340·9325·8ea1·8d91··a,b)$Rep.@.%....
 00000420:·5a59·8465·6c74·2878·2c22·6b65·7922·293a··ZY.elt(x,"key"):
00000420:·915a·5984·656c·7428·782c·226b·6579·2229··.ZY.elt(x,"key") 
00000430:·3a4b·6579·9604·b996·3d3d·9328·7893·4093··:Key....==.(x.@. 
00000440:·5265·7029·2e6b·8ea1·8d91·5a59·8465·6c74··Rep).k....ZY.elt 
00000450:·2878·2c22·656e·7472·7922·293a·456e·7472··(x,"entry"):Entr 
00000460:·7996·04b9·963d·3d93·2878·9340·9352·6570··y....==.(x.@.Rep00000430:·4b65·7996·04b9·963d·3d93·2878·9340·9352··Key....==.(x.@.R
00000470:·292e·658e·a18d·915a·5984·7896·04b9·963c··).e....ZY.x....< 
00000480:·9379·933d·3d93·782e·6b65·7993·3c93·792e··.y.==.x.key.<.y. 
00000490:·6b65·798e·a18d·915a·5984·7896·04b9·963d··key....ZY.x....= 
000004a0:·9379·933d·3d93·782e·6b65·7993·3d93·792e··.y.==.x.key.=.y. 
000004b0:·6b65·798e·a18d·915a·5984·6861·7368·9604··key....ZY.hash.. 
000004c0:·b996·7893·3d3d·9368·6173·6828·782e·6b65··..x.==.hash(x.ke00000440:·6570·292e·6b8e·a18d·915a·5984·656c·7428··ep).k....ZY.elt(
 00000450:·782c·2265·6e74·7279·2229·3a45·6e74·7279··x,"entry"):Entry
 00000460:·9604·b996·3d3d·9328·7893·4093·5265·7029··....==.(x.@.Rep)
 00000470:·2e65·8ea1·8d91·5a59·8478·9604·b996·3c93··.e....ZY.x....<.
 00000480:·7993·3d3d·9378·2e6b·6579·933c·9379·2e6b··y.==.x.key.<.y.k
 00000490:·6579·8ea1·8d91·5a59·8478·9604·b996·3d93··ey....ZY.x....=.
 000004a0:·7993·3d3d·9378·2e6b·6579·933d·9379·2e6b··y.==.x.key.=.y.k
000004d0:·7929·8ea1·8d91·5a59·8469·6696·04b9·9645··y)....ZY.if....E000004b0:·6579·8ea1·8d91·5a59·8468·6173·6896·04b9··ey....ZY.hash...
000004e0:·6e74·7279·9368·6173·9343·6f65·7263·6962··ntry.has.Coercib 
000004f0:·6c65·546f·934f·7574·7075·7446·6f72·6d93··leTo.OutputForm. 
00000500:·7468·656e·8ea1·8d91·63cc·b063·6f65·7263··then....c..coerc 
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 000004d0:·298e·a18d·915a·5984·6966·9604·b996·456e··)....ZY.if....En
 000004e0:·7472·7993·6861·7393·436f·6572·6369·626c··try.has.Coercibl
 000004f0:·6554·6f93·4f75·7470·7574·466f·726d·9374··eTo.OutputForm.t
 00000500:·6865·6e8e·a18d·9163·ccb0·636f·6572·6365··hen....c..coerce
 00000510:·2878·293a·4f75·7470·7574·466f·726d·9104··(x):OutputForm..
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00000550:·6e74·7279·293a·3a4f·7574·7075·7446·6f72··ntry)::OutputFor 
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Max diff block lines reached; 30421/46055 bytes (66.05%) of diff not shown.
90.6 KB
./usr/share/doc/axiom-doc/src/input/clif.input.dvi.gz
90.5 KB
clif.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 676 lines modifiedOffset 12, 676 lines modified
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00000260:·8e91·564c·cb4c·6963·656e·7365·8e9f·15e7··..VL.License.... 
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00000350:·7470·7574·8ea1·8d91·3e00·0029·7365·7496··tput....>..)set. 
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 00000330:·7375·6d65·8ea4·0b00·008d·913e·0000·2973··sume.......>..)s
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 000003b0:·b996·496e·7075·7493·6765·6e65·7261·7465··..Input.generate
 000003c0:·6493·6672·6f6d·9375·6778·436c·6966·666f··d.from.ugxCliffo
 000003d0:·7264·436f·6d70·6c65·7850·6167·658e·a18d··rdComplexPage...
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 000003f0:·3336·8ea1·8d91·3e00·004b·9604·b996·3a3d··36....>..K....:=
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 00000410:·6d69·616c·9349·6e74·6567·6572·8ea1·8d91··mial.Integer....
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000003c0:·6564·9366·726f·6d93·7567·7843·6c69·6666··ed.from.ugxCliff 
000003d0:·6f72·6443·6f6d·706c·6578·5061·6765·8ea1··ordComplexPage.. 
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00000410:·6f6d·6961·6c93·496e·7465·6765·728e·a18d··omial.Integer... 
00000420:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
00000430:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.( 
00000440:·3129·9109·732c·4672·6163·7469·6f6e·2850··1)..s,Fraction(P 
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00000460:·7229·298e·a18d·913e·0000·2d2d·5292·0133··r))....>..--R..3 
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000004a0:·936f·6693·3336·8ea1·8d91·3e00·006d·9604··.of.36....>..m.. 
000004b0:·b996·3a3d·936d·6174·7269·7893·5b5b·2d31··..:=.matrix.[[-1 
000004c0:·5d5d·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··]]....>..--R.... 
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000004e0:·910e·2cc2·2832·2991·0973·2c5b·2d91·04b9··..,.(2)..s,[-...00000430:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2831··....>..--R..,.(1
 00000440:·2991·0973·2c46·7261·6374·696f·6e28·506f··)..s,Fraction(Po
 00000450:·6c79·6e6f·6d69·616c·2849·6e74·6567·6572··lynomial(Integer
 00000460:·2929·8ea1·8d91·3e00·002d·2d52·9201·331f··))....>..--R..3.
 00000470:·1654·7970·653a·9104·b996·446f·6d61·696e··.Type:....Domain
 00000480:·8ea1·8d91·3e00·002d·2d45·9104·b996·318e··....>..--E....1.
 00000490:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2.
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 00000540:·8d91·3e00·0043·9604·b996·3a3d·9343·6c69··..>..C....:=.Cli
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00000530:·002d·2d53·9604·b996·3393·6f66·9333·368e··.--S....3.of.36. 
00000540:·a18d·913e·0000·4396·04b9·963a·3d93·436c··...>..C....:=.Cl 
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clifford.input.dvi
    
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000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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000001d0:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........> 
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000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t 
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00000260:·00de·318e·9156·4ccb·4f76·908c·cc65·7276··..1..VL.Ov...erv 
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00000280:·690b·6f72·6441·6c67·6562·7261·286e·2c91··i.ordAlgebra(n,. 
00000290:·03ec·ee4b·2c96·03ce·9d51·2991·03ce·7d64··...K,....Q)...}d 
000002a0:·650c·6e65·739b·03ce·9c61·9376·90b8·e365··e.nes....a.v...e 
000002b0:·6374·6f72·9873·7061·6365·936f·6698·6469··ctor.space.of.di 
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 00000290:·ecee·4b2c·9603·ce9d·5129·9103·ce7d·6465··..K,....Q)...}de
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 000002f0:·6572·9103·ce9d·4b2c·9867·6976·9365·6e91··er....K,.giv.en.
 00000300:·03ce·9d61·9871·7561·6472·6174·6963·8ea9··...a.quadratic..
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 00000320:·5193·6f6e·93f3·1e0b·a062·3e00·0a00·0000··Q.on.....b>.....
 00000330:·0a00·0000·0663·6d6d·6931·30c9·4b8d·9100··.....cmmi10.K...
 00000340:·b71c·9ffc·5eff·c86e·8e91·0628·9ac6·2e8e··....^..n...(....
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00000390:·9366·6f72·934b·5e6e·9374·6865·6e8e·a40b··.for.K^n.then...00000370:·6696·04b9·9665·5b69·5d91·0973·2c31·3c3d··f....e[i]..s,1<=
 00000380:·693c·3d6e·9369·7393·6193·6261·7369·7393··i<=n.is.a.basis.
 00000390:·666f·7293·4b5e·6e93·7468·656e·8ea4·0b00··for.K^n.then....
000003a0:·0000·8d91·559f·ee31·2c96·04b9·9665·5b69··....U..1,....e[i000003a0:·008d·9155·9fee·312c·9604·b996·655b·695d··...U..1,....e[i]
000003b0:·5d93·313c·3d69·3c3d·6e2c·9365·5b69·315d··].1<=i<=n,.e[i1] 
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000003d0:·3d6e·2c2e·2e2e·2c65·5b31·5d2a·655b·325d··=n,...,e[1]*e[2] 
000003e0:·2a2e·2e2a·655b·6e5d·8ea1·8d91·4773·2c69··*..*e[n]....Gs,i 
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00000400:·9374·6865·9343·6c69·6666·6f72·6493·416c··.the.Clifford.Al 
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00000460:·5b6a·5d2a·655b·695d·9109·732c·6993·5e3d··[j]*e[i]..s,i.^= 
00000470:·936a·2c8e·a18d·9155·9fee·655b·695d·2a65··.j,....U..e[i]*e 
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 000003c0:·655b·6932·5d93·313c·3d69·313c·6932·3c3d··e[i2].1<=i1<i2<=
 000003d0:·6e2c·2e2e·2e2c·655b·315d·2a65·5b32·5d2a··n,...,e[1]*e[2]*
 000003e0:·2e2e·2a65·5b6e·5d8e·a18d·9147·732c·6973··..*e[n]....Gs,is
 000003f0:·9604·b996·6193·6261·7369·7393·666f·7293··....a.basis.for.
 00000400:·7468·6593·436c·6966·666f·7264·9341·6c67··the.Clifford.Alg
 00000410:·6562·7261·2e8e·a1a1·8d91·4773·2c54·6865··ebra......Gs,The
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 00000440:·6c61·7469·6f6e·738e·a18d·9155·9fee·655b··lations....U..e[
 00000450:·695d·2a65·5b6a·5d96·04b9·963d·932d·655b··i]*e[j]....=.-e[
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 00000470:·6a2c·8ea1·8d91·559f·ee65·5b69·5d2a·655b··j,....U..e[i]*e[
 00000480:·695d·9604·b996·3d93·5128·655b·695d·298e··i]....=.Q(e[i]).
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000004b0:·6493·416c·6765·6272·6173·9361·7265·3a91··d.Algebras.are:. 
000004c0:·0507·ef67·6175·7373·6961·6e73·2c96·03b3··...gaussians,... 
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000004e0:·7465·7269·6f72·9603·a069·616c·6765·6272··terior...ialgebr 
000004f0:·6173·9361·6e64·9373·7069·6e93·616c·6765··as.and.spin.alge000004a0:·6573·9603·a069·6f66·9343·6c69·0b6f·7264··es...iof.Cli.ord
 000004b0:·9341·6c67·6562·7261·7393·6172·653a·9105··.Algebras.are:..
 000004c0:·07ef·6761·7573·7369·616e·732c·9603·b32e··..gaussians,....
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 000004f0:·7393·616e·6493·7370·696e·9361·6c67·652d··s.and.spin.alge-
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 00000520:·7261·7469·6f6e·616c·9366·756e·6374·696f··rational.functio
 00000530:·6e73·9361·7393·7468·6593·6772·6f75·6e64··ns.as.the.ground
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Offset 12, 192 lines modifiedOffset 12, 192 lines modified
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00000180:·0380·00f3·1b4b·f160·7900·0a00·0000·0a00··.....K.`y.......00000140:·3131·2c93·3230·3235·8e9f·2400·018d·9200··11,.2025..$.....
 00000150:·f1a1·4bf3·3174·0c89·3a00·0900·0000·0900··..K.1t..:.......
 00000160:·0000·0563·6d62·7839·dc41·6273·7472·6163··...cmbx9.Abstrac
 00000170:·748e·9f0f·acd1·8e9f·1e00·008d·8d92·0103··t...............
 00000180:·8000·f31b·4bf1·6079·000a·0000·000a·0000··....K.`y........
00000190:·0000·0563·6d72·3130·c631·8e8e·8e8c·8b00··...cmr10.1......00000190:·0005·636d·7231·30c6·318e·8e8e·8c8b·0000··..cmr10.1.......
000001a0:·0000·0200·0000·0000·0000·0000·0000·0000··................000001a0:·0002·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·0000·0000·2aa0·0279·0000··..........*..y..000001c0:·0000·0000·0000·0000·002a·a002·7900·008d··.........*..y...
000001d0:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?....... 
000001e0:·008d·913e·0000·f333·c2d6·4ea0·000e·6666··...>...3..N...ff 
000001f0:·000c·0000·0006·636d·6278·3132·de43·6f6e··......cmbx12.Con 
00000200:·958c·cc74·656e·9374·738e·8e9f·1e00·008d··...ten.ts.......000001d0:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........
 000001e0:·8d91·3e00·00f3·33c2·d64e·a000·0e66·6600··..>...3..N...ff.
 000001f0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con.
 00000200:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........
00000210:·8d92·0103·8000·c632·8e8e·8e8c·8b00·0000··.......2........00000210:·9201·0380·00c6·328e·8e8e·8c8b·0000·0003··......2.........
00000220:·0300·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0000·0000·0001·9ea0·0279·0000·8da0··...........y....00000240:·0000·0000·0000·019d·a002·7900·008d·a0fd··..........y.....
00000250:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?......... 
00000260:·8d91·3e00·00de·318e·9156·4ccb·4c69·6365··..>...1..VL.Lice 
00000270:·6e73·658e·9f15·e71b·a40c·0000·8d91·76e7··nse...........v.00000250:·a300·00a0·023f·0000·8da0·fde4·0000·8d8d··.....?..........
 00000260:·913e·0000·de31·8e91·564c·cb4c·6963·656e··.>...1..VL.Licen
 00000270:·7365·8e9f·15e7·1ba4·0c00·008d·9176·e7cf··se...........v..
00000280:·cff3·341a·f222·5600·0a00·0000·0a00·0000··..4.."V.........00000280:·f334·1af2·2256·000a·0000·000a·0000·0006··.4.."V..........
00000290:·0663·6d62·7831·30df·7c96·03d5·546c·6963··.cmbx10.|...Tlic00000290:·636d·6278·3130·df7c·9603·d554·6c69·6365··cmbx10.|...Tlice
000002a0:·656e·7365·937c·8ea9·115d·a28d·913e·0000··ense.|...]...>..000002a0:·6e73·6593·7c8e·a911·5da2·8d91·3e00·00f3··nse.|...]...>...
000002b0:·f335·dfa4·4e00·0009·0000·0009·0000·0005··.5..N...........000002b0:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c
000002c0:·636d·7474·39e0·2d2d·436f·7079·7269·6768··cmtt9.--Copyrigh 
000002d0:·7496·04b9·9654·6865·934e·756d·6572·6963··t....The.Numeric 
000002e0:·616c·9341·6c67·6f72·6974·686d·7393·4772··al.Algorithms.Gr000002c0:·6d74·7439·e02d·2d43·6f70·7972·6967·6874··mtt9.--Copyright
 000002d0:·9604·b996·5468·6593·4e75·6d65·7269·6361··....The.Numerica
 000002e0:·6c93·416c·676f·7269·7468·6d73·9347·726f··l.Algorithms.Gro
000002f0:·6f75·7093·4c69·6d69·7465·6493·3139·3931··oup.Limited.1991000002f0:·7570·934c·696d·6974·6564·9331·3939·312e··up.Limited.1991.
00000300:·2e8e·9f12·5da1·8d91·76e7·cfdf·7c7c·7c2d··....]...v...|||- 
00000310:·8ea1·a18d·9176·e7cf·7c96·03d5·542a·937c··.....v..|...T*.|00000300:·8e9f·125d·a18d·9176·e7cf·df7c·7c7c·2d8e··...]...v...|||-.
 00000310:·a1a1·8d91·76e7·cf7c·9603·d554·2a93·7c8e··....v..|...T*.|.
00000320:·8ea6·8d91·3e00·00e0·2973·6574·9604·b996··....>...)set....00000320:·a68d·913e·0000·e029·7365·7496·04b9·9662··...>...)set....b
00000330:·6272·6561·6b93·7265·7375·6d65·8ea4·0b00··break.resume.... 
00000340:·008d·913e·0000·2973·706f·6f6c·9104·b996··...>..)spool.... 
00000350:·636f·6572·6365·6c73·2e6f·7574·7075·748e··coercels.output. 
00000360:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me00000330:·7265·616b·9372·6573·756d·658e·a40b·0000··reak.resume.....
 00000340:·8d91·3e00·0029·7370·6f6f·6c91·04b9·9663··..>..)spool....c
 00000350:·6f65·7263·656c·732e·6f75·7470·7574·8ea1··oercels.output..
 00000360:·8d91·3e00·0029·7365·7496·04b9·966d·6573··..>..)set....mes
00000370:·7373·6167·6593·7465·7374·936f·6e8e·a18d··ssage.test.on...00000370:·7361·6765·9374·6573·7493·6f6e·8ea1·8d91··sage.test.on....
00000380:·913e·0000·2973·6574·9604·b996·6d65·7373··.>..)set....mess 
00000390:·6167·6593·6175·746f·936f·6666·8ea1·8d91··age.auto.off.... 
000003a0:·3e00·0029·636c·6561·7291·04b9·9661·6c6c··>..)clear....all00000380:·3e00·0029·7365·7496·04b9·966d·6573·7361··>..)set....messa
 00000390:·6765·9361·7574·6f93·6f66·668e·a18d·913e··ge.auto.off....>
 000003a0:·0000·2963·6c65·6172·9104·b996·616c·6c8e··..)clear....all.
 000003b0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3193··....>..--S....1.
 000003c0:·6f66·9338·8ea1·8d91·3e00·0061·6c74·6572··of.8....>..alter
 000003d0:·6e61·7469·6e67·4772·6f75·7091·04b9·9634··natingGroup....4
 000003e0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 000003f0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..
 00000400:·2cc2·2831·2991·0973·2c3c·2831·9604·b996··,.(1)..s,<(1....
 00000410:·3229·2833·9334·292c·2831·9332·9333·293e··2)(3.4),(1.2.3)>
 00000420:·8ea1·8d91·3e00·002d·2d52·9200·d958·f454··....>..--R...X.T
 00000430:·7970·653a·9104·b996·5065·726d·7574·6174··ype:....Permutat
 00000440:·696f·6e47·726f·7570·2849·6e74·6567·6572··ionGroup(Integer
 00000450:·298e·a18d·913e·0000·2d2d·4591·04b9·9631··)....>..--E....1
000003b0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9631··.....>..--S....100000460:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9632··.....>..--S....2
000003c0:·936f·6693·388e·a18d·913e·0000·616c·7465··.of.8....>..alte00000470:·936f·6693·388e·a18d·913e·0000·2596·04b9··.of.8....>..%...
000003d0:·726e·6174·696e·6747·726f·7570·9104·b996··rnatingGroup....00000480:·963a·3a93·4c69·7374·9350·6572·6d75·7461··.::.List.Permuta
 00000490:·7469·6f6e·9349·6e74·6567·6572·8ea1·8d91··tion.Integer....
 000004a0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 000004b0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2832··....>..--R..,.(2
 000004c0:·2991·0973·2c5b·2831·9604·b996·3229·2833··)..s,[(1....2)(3
 000004d0:·9334·292c·2831·9332·9333·295d·8ea1·8d91··.4),(1.2.3)]....
 000004e0:·3e00·002d·2d52·9200·d49f·5e54·7970·653a··>..--R....^Type:
 000004f0:·9104·b996·4c69·7374·2850·6572·6d75·7461··....List(Permuta
 00000500:·7469·6f6e·2849·6e74·6567·6572·2929·8ea1··tion(Integer))..
 00000510:·8d91·3e00·002d·2d45·9104·b996·328e·a1a1··..>..--E....2...
 00000520:·8d91·3e00·002d·2d53·9604·b996·3393·6f66··..>..--S....3.of
 00000530:·9338·8ea1·8d91·3e00·006c·6996·04b9·963a··.8....>..li....:
000003e0:·348e·a18d·913e·0000·2d2d·528e·a18d·913e··4....>..--R....>00000540:·3d93·258e·a18d·913e·0000·2d2d·528e·a18d··=.%....>..--R...
000003f0:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R. 
00000400:·0e2c·c228·3129·9109·732c·3c28·3196·04b9··.,.(1)..s,<(1... 
00000410:·9632·2928·3393·3429·2c28·3193·3293·3329··.2)(3.4),(1.2.3) 
00000420:·3e8e·a18d·913e·0000·2d2d·5292·00d9·58f4··>....>..--R...X. 
00000430:·5479·7065·3a91·04b9·9650·6572·6d75·7461··Type:....Permuta 
00000440:·7469·6f6e·4772·6f75·7028·496e·7465·6765··tionGroup(Intege 
00000450:·7229·8ea1·8d91·3e00·002d·2d45·9104·b996··r)....>..--E.... 
00000460:·318e·a1a1·8d91·3e00·002d·2d53·9604·b996··1.....>..--S.... 
00000470:·3293·6f66·9338·8ea1·8d91·3e00·0025·9604··2.of.8....>..%.. 
00000480:·b996·3a3a·934c·6973·7493·5065·726d·7574··..::.List.Permut 
00000490:·6174·696f·6e93·496e·7465·6765·728e·a18d··ation.Integer... 
000004a0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--00000550:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
 00000560:·5291·0e2c·c228·3329·9109·732c·5b28·3196··R..,.(3)..s,[(1.
 00000570:·04b9·9632·2928·3393·3429·2c28·3193·3293··...2)(3.4),(1.2.
000004b0:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.(00000580:·3329·5d8e·a18d·913e·0000·2d2d·5292·00d4··3)]....>..--R...
000004c0:·3229·9109·732c·5b28·3196·04b9·9632·2928··2)..s,[(1....2)( 
000004d0:·3393·3429·2c28·3193·3293·3329·5d8e·a18d··3.4),(1.2.3)]... 
000004e0:·913e·0000·2d2d·5292·00d4·9f5e·5479·7065··.>..--R....^Type 
000004f0:·3a91·04b9·964c·6973·7428·5065·726d·7574··:....List(Permut 
00000500:·6174·696f·6e28·496e·7465·6765·7229·298e··ation(Integer)). 
00000510:·a18d·913e·0000·2d2d·4591·04b9·9632·8ea1··...>..--E....2.. 
00000520:·a18d·913e·0000·2d2d·5396·04b9·9633·936f··...>..--S....3.o 
00000530:·6693·388e·a18d·913e·0000·6c69·9604·b996··f.8....>..li....00000590:·9f5e·5479·7065·3a91·04b9·964c·6973·7428··.^Type:....List(
 000005a0:·5065·726d·7574·6174·696f·6e28·496e·7465··Permutation(Inte
 000005b0:·6765·7229·298e·a18d·913e·0000·2d2d·4591··ger))....>..--E.
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9b87··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9b87··..?.............
00000090:·d0f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·d0f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 1009 lines modifiedOffset 12, 1009 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7463·6f6c·6c65·6374·2e69··put..7tcollect.i000000d0:·7075·7491·0537·7463·6f6c·6c65·6374·2e69··put..7tcollect.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
000000f0:·e1b0·cff3·2758·ab51·0b00·0c00·0000·0c00··....'X.Q........000000f0:·e1b0·cff3·2758·ab51·0b00·0c00·0000·0c00··....'X.Q........
00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.
00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
00000120:·9f17·888b·8d92·00d7·fb53·4e6f·95ac·7276··.........SNo..rv00000120:·9f17·888b·8d92·00d5·7382·4465·6365·6d90··........s.Decem.
00000130:·9365·6d93·6290·538e·6572·9603·eaa8·372c··.em.b.S.er....7,00000130:·ac72·6290·538e·6572·9603·eaa8·3131·2c93··.rb.S.er....11,.
00000140:·9332·3032·348e·9f24·0001·8d92·00f1·a14b··.2024..$.......K00000140:·3230·3235·8e9f·2400·018d·9200·f1a1·4bf3··2025..$.......K.
00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c
00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract...
 00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................
00000180:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm
00000190:·6d72·3130·c631·8e8e·8e8c·8b00·0000·0200··mr10.1..........00000190:·7231·30c6·318e·8e8e·8c8b·0000·0002·0000··r10.1...........
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
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000001c0:·0000·0000·0000·2aa0·0279·0000·8da0·fda3··......*..y...... 
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000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t 
00000200:·656e·9374·738e·8e9f·1e00·008d·8d92·0103··en.ts...........000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......
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 000001e0:·00f3·33c2·d64e·a000·0e66·6600·0c00·0000··..3..N...ff.....
 000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te
 00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............
00000210:·8000·c632·8e8e·8e8c·8b00·0000·0300·0000··...2............00000210:·00c6·328e·8e8e·8c8b·0000·0003·0000·0000··..2.............
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000240:·0000·0001·9aa0·0279·0000·8da0·fda3·0000··.......y........ 
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complexfactor.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/cone.input.dvi
    
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conformal.input.dvi
    
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constant.input.dvi
    
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contfrc.input.dvi
    
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curry.input.dvi
    
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00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........
00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
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 00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................
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000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con... 
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 000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t
 00000200:·656e·9374·738e·9f21·11c4·8d8d·913e·0000··en.ts..!.....>..
00000210:·0031·8e91·564c·cb4c·6963·656e·7365·8e9f··.1..VL.License..00000210:·318e·9156·4ccb·4c69·6365·6e73·658e·9f15··1..VL.License...
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00000230:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx00000230:·5600·0a00·0000·0a00·0000·0663·6d62·7831··V..........cmbx1
00000240:·3130·df7c·9603·d554·6c69·6365·6e73·6593··10.|...Tlicense.00000240:·30df·7c96·03d5·546c·6963·656e·7365·937c··0.|...Tlicense.|
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00000260:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt900000260:·0009·0000·0009·0000·0005·636d·7474·39e0··..........cmtt9.
00000270:·e02d·2d43·6f70·7972·6967·6874·9604·b996··.--Copyright.... 
00000280:·5468·6593·4e75·6d65·7269·6361·6c93·416c··The.Numerical.Al 
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 00000290:·6f72·6974·686d·7393·4772·6f75·7093·4c69··orithms.Group.Li
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000002c0:·76e7·cf7c·9603·d554·6377·6d6d·90ae·3974··v..|...Tcwmm..9t000002b0:·8d91·76e7·cfdf·7c7c·7c2d·8ea1·a18d·9176··..v...|||-.....v
 000002c0:·e7cf·7c96·03d5·5463·776d·6d90·ae39·742e··..|...Tcwmm..9t.
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 000002e0:·00e0·2d2d·4e6f·7465·9604·b996·7468·6174··..--Note....that
 000002f0:·9374·6865·9363·6875·6e6b·9365·6e76·6972··.the.chunk.envir
 00000300:·6f6d·656e·7493·616c·6c6f·7773·936d·6174··oment.allows.mat
 00000310:·6893·6d6f·6465·935c·2878·5e32·2b79·5e32··h.mode.\(x^2+y^2
 00000320:·3d7a·5e32·5c29·8ea1·8d91·3e00·002d·2d49··=z^2\)....>..--I
 00000330:·7496·04b9·9661·6c73·6f93·616c·6c6f·7773··t....also.allows
 00000340:·936f·7468·6572·936c·6174·6578·9363·6f6d··.other.latex.com
 00000350:·6d61·6e64·7393·7375·6368·9361·7393·7b5c··mands.such.as.{\
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 00000370:·0029·6162·6272·6576·9604·b996·646f·6d61··.)abbrev....doma
 00000380:·696e·9343·574d·4d54·9343·6f6d·7057·6974··in.CWMMT.CompWit
000002e0:·0000·e02d·2d4e·6f74·6596·04b9·9674·6861··...--Note....tha 
000002f0:·7493·7468·6593·6368·756e·6b93·656e·7669··t.the.chunk.envi 
00000300:·726f·6d65·6e74·9361·6c6c·6f77·7393·6d61··roment.allows.ma 
00000310:·7468·936d·6f64·6593·5c28·785e·322b·795e··th.mode.\(x^2+y^ 
00000320:·323d·7a5e·325c·298e·a18d·913e·0000·2d2d··2=z^2\)....>..-- 
00000330:·4974·9604·b996·616c·736f·9361·6c6c·6f77··It....also.allow 
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00000350:·6d6d·616e·6473·9373·7563·6893·6173·937b··mmands.such.as.{ 
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000003a0:·748e·a1a1·8d91·3e00·0043·6f6d·7057·6974··t.....>..CompWit 
000003b0:·684d·6170·7069·6e67·4d6f·6465·5465·7374··hMappingModeTest00000390:·684d·6170·7069·6e67·4d6f·6465·5465·7374··hMappingModeTest
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00000430:·6d65·6e74·6174·696f·6e96·04b9·963d·3d93··mentation....==. 
00000440:·6164·648e·a1a1·8d91·559f·ee52·4543·9604··add.....U..REC..000003a0:·8ea1·a18d·913e·0000·436f·6d70·5769·7468··.....>..CompWith
 000003b0:·4d61·7070·696e·674d·6f64·6554·6573·7428··MappingModeTest(
 000003c0:·2996·04b9·963a·9345·7870·6f72·7473·933d··)....:.Exports.=
 000003d0:·3d93·496d·706c·656d·656e·7461·7469·6f6e··=.Implementation
 000003e0:·9377·6865·7265·8ea1·a18d·9147·732c·4578··.where.....Gs,Ex
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 00000400:·8ea1·8d91·559f·ee72·756e·5465·7374·7396··....U..runTests.
 00000410:·04b9·963a·9328·2993·2d3e·9342·6f6f·6c65··...:.().->.Boole
 00000420:·616e·8ea1·a18d·9147·732c·496d·706c·656d··an.....Gs,Implem
 00000430:·656e·7461·7469·6f6e·9604·b996·3d3d·9361··entation....==.a
 00000440:·6464·8ea1·a18d·9155·9fee·5245·4396·04b9··dd.....U..REC...
00000450:·b996·3d3d·3e93·5265·636f·7264·2866·6965··..==>.Record(fie00000450:·963d·3d3e·9352·6563·6f72·6428·6669·656c··.==>.Record(fiel
00000460:·6c64·3193·3a93·496e·7465·6765·722c·9366··ld1.:.Integer,.f 
00000470:·6965·6c64·3293·3a93·5374·7269·6e67·298e··ield2.:.String). 
00000480:·a18d·9155·9fee·554e·9109·732c·3d3d·3e96··...U..UN..s,==>. 
00000490:·04b9·9655·6e69·6f6e·2872·6563·933a·9352··...Union(rec.:.R 
000004a0:·4543·2c93·7374·7293·3a93·5374·7269·6e67··EC,.str.:.String 
000004b0:·298e·a1a1·8d91·559f·ee2d·2d96·04b9·9654··).....U..--....T 
000004c0:·6865·9366·6f6c·6c6f·7769·6e67·9366·756e··he.following.fun 
000004d0:·6374·696f·6e93·6163·6365·7074·7393·6193··ction.accepts.a. 
000004e0:·6d61·7093·6173·9361·7267·756d·656e·7493··map.as.argument. 
000004f0:·746f·9374·6573·748e·a18d·9155·9fee·2d2d··to.test....U..-- 
00000500:·9104·b996·636f·6d70·5769·7468·4d61·7070··....compWithMapp 
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00000540:·2c93·6e3a·9349·6e74·6567·6572·2993·3a93··,.n:.Integer).:.00000460:·6431·933a·9349·6e74·6567·6572·2c93·6669··d1.:.Integer,.fi
 00000470:·656c·6432·933a·9353·7472·696e·6729·8ea1··eld2.:.String)..
 00000480:·8d91·559f·ee55·4e91·0973·2c3d·3d3e·9604··..U..UN..s,==>..
 00000490:·b996·556e·696f·6e28·7265·6393·3a93·5245··..Union(rec.:.RE
 000004a0:·432c·9373·7472·933a·9353·7472·696e·6729··C,.str.:.String)
 000004b0:·8ea1·a18d·9155·9fee·2d2d·9604·b996·5468··.....U..--....Th
 000004c0:·6593·666f·6c6c·6f77·696e·6793·6675·6e63··e.following.func
 000004d0:·7469·6f6e·9361·6363·6570·7473·9361·936d··tion.accepts.a.m
 000004e0:·6170·9361·7393·6172·6775·6d65·6e74·9374··ap.as.argument.t
 000004f0:·6f93·7465·7374·8ea1·8d91·559f·ee2d·2d91··o.test....U..--.
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./usr/share/doc/axiom-doc/src/input/cycles.input.dvi.gz
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cycles.input.dvi
    
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00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..
00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......
00000120:·1788·8b8d·9200·d7fb·534e·6f95·ac72·7693··........SNo..rv.00000120:·1788·8b8d·9200·d573·8244·6563·656d·90ac··.......s.Decem..
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00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract... 
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000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te 
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./usr/share/doc/axiom-doc/src/input/cycloid2.input.dvi
    
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Offset 12, 58 lines modifiedOffset 12, 58 lines modified
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8.03 KB
./usr/share/doc/axiom-doc/src/input/cycloid3.input.dvi
    
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Offset 12, 58 lines modifiedOffset 12, 58 lines modified
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 000002a0:·636d·7474·39e0·6472·6177·2863·7572·7665··cmtt9.draw(curve
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 000002c0:·3193·2d93·322a·636f·7393·7429·2c74·933d··1.-.2*cos.t),t.=
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53.3 KB
./usr/share/doc/axiom-doc/src/input/cyfactor.input.dvi.gz
53.2 KB
cyfactor.input.dvi
    
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danzwill.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/danzwill2.input.dvi.gz
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danzwill2.input.dvi
    
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Offset 12, 1086 lines modifiedOffset 12, 1086 lines modified
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dave89.input.dvi
    
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Offset 13, 1877 lines modifiedOffset 13, 1877 lines modified
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 00000460:·4929·3a55·6e69·6f6e·2822·6661·696c·6564··I):Union("failed
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./usr/share/doc/axiom-doc/src/input/davis.input.dvi.gz
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davis.input.dvi
    
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Offset 12, 2007 lines modifiedOffset 12, 2007 lines modified
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 00000420:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 00000430:·2d52·9133·f972·318e·a18d·913e·0000·2d2d··-R.3.r1....>..--
 00000440:·5291·0e2c·c228·3129·9109·732c·2d2d·2d2d··R..,.(1)..s,----
 00000450:·2d2d·8ea1·8d91·3e00·002d·2d52·912a·8646··--....>..--R.*.F
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 00000470:·9109·732c·2b91·04b9·9631·8ea1·8d91·3e00··..s,+....1....>.
 00000480:·002d·2d52·9200·c672·9c54·7970·653a·9104··.--R...r.Type:..
 00000490:·b996·4672·6163·7469·6f6e·2850·6f6c·796e··..Fraction(Polyn
 000004a0:·6f6d·6961·6c28·496e·7465·6765·7229·298e··omial(Integer)).
 000004b0:·a18d·913e·0000·2d2d·4591·04b9·9631·8ea1··...>..--E....1..
 000004c0:·a18d·913e·0000·2d2d·5396·04b9·9632·936f··...>..--S....2.o
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./usr/share/doc/axiom-doc/src/input/dbtest.input.dvi.gz
417 KB
dbtest.input.dvi
    
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Offset 12, 3106 lines modifiedOffset 12, 3106 lines modified
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000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te 
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00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
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Offset 12, 206 lines modifiedOffset 12, 206 lines modified
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./usr/share/doc/axiom-doc/src/input/defintef.input.dvi
    
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Offset 12, 229 lines modifiedOffset 12, 229 lines modified
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Offset 12, 153 lines modifiedOffset 12, 153 lines modified
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000001f0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con. 
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 000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con..
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00000240:·0000·0000·0000·019d·a002·7900·008d·a0fd··..........y.....00000240:·0000·0000·0001·9ca0·0279·0000·8da0·fda3··.........y......
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00000260:·913e·0000·de31·8e91·564c·cb4c·6963·656e··.>...1..VL.Licen00000260:·3e00·00de·318e·9156·4ccb·4c69·6365·6e73··>...1..VL.Licens
00000270:·7365·8e9f·15e7·1ba4·0c00·008d·9176·e7cf··se...........v..00000270:·658e·9f15·e71b·a40c·0000·8d91·76e7·cff3··e...........v...
00000280:·f334·1af2·2256·000a·0000·000a·0000·0006··.4.."V..........00000280:·341a·f222·5600·0a00·0000·0a00·0000·0663··4.."V..........c
00000290:·636d·6278·3130·df7c·9603·d554·6c69·6365··cmbx10.|...Tlice 
000002a0:·6e73·6593·7c8e·9f12·382e·8d91·3e00·00f3··nse.|...8...>...00000290:·6d62·7831·30df·7c96·03d5·546c·6963·656e··mbx10.|...Tlicen
 000002a0:·7365·937c·8e9f·1238·2e8d·913e·0000·f335··se.|...8...>...5
000002b0:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c000002b0:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm
000002c0:·6d74·7439·e02d·2d43·6f70·7972·6967·6874··mtt9.--Copyright 
000002d0:·9604·b996·5468·6593·4e75·6d65·7269·6361··....The.Numerica 
000002e0:·6c93·416c·676f·7269·7468·6d73·9347·726f··l.Algorithms.Gro000002c0:·7474·39e0·2d2d·436f·7079·7269·6768·7496··tt9.--Copyright.
 000002d0:·04b9·9654·6865·934e·756d·6572·6963·616c··...The.Numerical
 000002e0:·9341·6c67·6f72·6974·686d·7393·4772·6f75··.Algorithms.Grou
000002f0:·7570·934c·696d·6974·6564·9331·3939·312e··up.Limited.1991.000002f0:·7093·4c69·6d69·7465·6493·3139·3931·2e8e··p.Limited.1991..
00000300:·8ea9·1338·2e8d·9176·e7cf·df7c·7c7c·2d8e··...8...v...|||-.00000300:·a913·382e·8d91·76e7·cfdf·7c7c·7c2d·8ea1··..8...v...|||-..
00000310:·a1a1·8d91·76e7·cf7c·9603·d554·2a93·7c8e··....v..|...T*.|.00000310:·a18d·9176·e7cf·7c96·03d5·542a·937c·8e9f··...v..|...T*.|..
00000320:·9f12·382d·8d91·3e00·00e0·2973·6574·9604··..8-..>...)set..00000320:·1238·2d8d·913e·0000·e029·7365·7496·04b9··.8-..>...)set...
00000330:·b996·6272·6561·6b93·7265·7375·6d65·8ea4··..break.resume.. 
00000340:·0b00·008d·913e·0000·2973·706f·6f6c·9104··.....>..)spool.. 
00000350:·b996·6465·6669·6e74·7266·2e6f·7574·7075··..defintrf.outpu00000330:·9662·7265·616b·9372·6573·756d·658e·a40b··.break.resume...
 00000340:·0000·8d91·3e00·0029·7370·6f6f·6c91·04b9··....>..)spool...
 00000350:·9664·6566·696e·7472·662e·6f75·7470·7574··.defintrf.output
00000360:·748e·a18d·913e·0000·2973·6574·9604·b996··t....>..)set....00000360:·8ea1·8d91·3e00·0029·7365·7496·04b9·966d··....>..)set....m
 00000370:·6573·7361·6765·9374·6573·7493·6f6e·8ea1··essage.test.on..
00000370:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on. 
00000380:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me 
00000390:·7373·6167·6593·6175·746f·936f·6666·8ea1··ssage.auto.off.. 
000003a0:·8d91·3e00·0029·636c·6561·7291·04b9·9661··..>..)clear....a00000380:·8d91·3e00·0029·7365·7496·04b9·966d·6573··..>..)set....mes
 00000390:·7361·6765·9361·7574·6f93·6f66·668e·a18d··sage.auto.off...
 000003a0:·913e·0000·2963·6c65·6172·9104·b996·616c··.>..)clear....al
000003b0:·6c6c·8ea1·a68d·9176·e7cf·df7c·7c7c·2d8e··ll.....v...|||-.000003b0:·6c8e·a1a6·8d91·76e7·cfdf·7c7c·7c2d·8ea4··l.....v...|||-..
000003c0:·a40c·0000·8d91·3e00·00c6·5468·6973·9603··......>...This.. 
000003d0:·e46e·6973·9b03·e46f·6193·6469·0e63·756c··.nis...oa.di.cul 
000003e0:·7493·6578·616d·706c·6598·6672·6f6d·934b··t.example.from.K 
000003f0:·6168·616e·2e91·061f·134d·6f73·7493·7379··ahan.....Most.sy 
00000400:·6d90·b8e3·6290·471d·6f6c·6963·9369·6e64··m...b.G.olic.ind 
00000410:·650c·6e69·7465·9869·6e9a·b8e3·7465·6772··e.nite.in...tegr 
00000420:·616c·7393·666f·7293·f31e·0ba0·623e·000a··als.for.....b>..000003c0:·0c00·008d·913e·0000·c654·6869·7396·03e4··.....>...This...
 000003d0:·6e69·739b·03e4·6f61·9364·690e·6375·6c74··nis...oa.di.cult
 000003e0:·9365·7861·6d70·6c65·9866·726f·6d93·4b61··.example.from.Ka
 000003f0:·6861·6e2e·9106·1f13·4d6f·7374·9373·796d··han.....Most.sym
 00000400:·90b8·e362·9047·1d6f·6c69·6393·696e·6465··...b.G.olic.inde
 00000410:·0c6e·6974·6598·696e·9ab8·e374·6567·7261··.nite.in...tegra
 00000420:·6c73·9366·6f72·93f3·1e0b·a062·3e00·0a00··ls.for.....b>...
00000430:·0000·000a·0000·0006·636d·6d69·3130·c966··........cmmi10.f00000430:·0000·0a00·0000·0663·6d6d·6931·30c9·6691··.......cmmi10.f.
00000440:·9104·f7fe·c677·696c·6c93·6861·9876·9865··.....will.ha.v.e00000440:·04f7·fec6·7769·6c6c·9368·6198·7698·658e··....will.ha.v.e.
 00000450:·a18d·913e·0000·619b·041c·6f70·9547·1d6f··...>..a...op.G.o
 00000460:·6c65·9104·1c70·6293·6574·95b8·e377·9365··le...pb.et...w.e
 00000470:·656e·9831·9604·1c70·616e·6498·322e·9106··en.1...pand.2...
 00000480:·c717·4e6f·7465·9874·6861·7493·c966·9105··..Note.that..f..
00000450:·8ea1·8d91·3e00·0061·9b04·1c6f·7095·471d··....>..a...op.G. 
00000460:·6f6c·6591·041c·7062·9365·7495·b8e3·7793··ole...pb.et...w. 
00000470:·6565·6e98·3196·041c·7061·6e64·9832·2e91··een.1...pand.2.. 
00000480:·06c7·174e·6f74·6598·7468·6174·93c9·6691··...Note.that..f. 
00000490:·052f·fec6·6973·9370·9047·1d6f·7369·7469··./..is.p.G.ositi 
000004a0:·7690·b8e3·6598·6f6e·935b·31c9·3a3a·c632··v...e.on.[1.::.2 
000004b0:·5d98·736f·9377·90b8·e365·9865·7870·9047··].so.w...e.exp.G 
000004c0:·1d65·6374·9374·6865·9869·6e90·b8e3·7465··.ect.the.in...te 
000004d0:·6772·616c·9374·6f98·6290·471d·658e·a18d··gral.to.b.G.e... 
000004e0:·913e·0000·7090·471d·6f73·6974·6976·90b8··.>..p.G.ositiv..00000490:·2ffe·c669·7393·7090·471d·6f73·6974·6976··/..is.p.G.ositiv
 000004a0:·90b8·e365·986f·6e93·5b31·c93a·3ac6·325d··...e.on.[1.::.2]
 000004b0:·9873·6f93·7790·b8e3·6598·6578·7090·471d··.so.w...e.exp.G.
 000004c0:·6563·7493·7468·6598·696e·90b8·e374·6567··ect.the.in...teg
 000004d0:·7261·6c93·746f·9862·9047·1d65·8ea1·8d91··ral.to.b.G.e....
 000004e0:·3e00·0070·9047·1d6f·7369·7469·7690·b8e3··>..p.G.ositiv...
000004f0:·e365·8ea1·8d91·76e7·cfdf·7c96·03d5·542a··.e....v...|...T*000004f0:·658e·a18d·9176·e7cf·df7c·9603·d554·2a93··e....v...|...T*.
 00000500:·7c8e·9f12·382e·8d91·3e00·00e0·2d2d·5396··|...8...>...--S.
 00000510:·04b9·9631·936f·6693·338e·a40b·0000·8d91··...1.of.3.......
 00000520:·3e00·0066·9604·b996·3a3d·9328·785e·3493··>..f....:=.(x^4.
 00000530:·2d93·332a·785e·3293·2b93·3629·2f28·785e··-.3*x^2.+.6)/(x^
 00000540:·362d·352a·785e·342b·352a·785e·322b·3429··6-5*x^4+5*x^2+4)
00000500:·937c·8e9f·1238·2e8d·913e·0000·e02d·2d53··.|...8...>...--S 
00000510:·9604·b996·3193·6f66·9333·8ea4·0b00·008d··....1.of.3...... 
00000520:·913e·0000·6696·04b9·963a·3d93·2878·5e34··.>..f....:=.(x^4 
00000530:·932d·9333·2a78·5e32·932b·9336·292f·2878··.-.3*x^2.+.6)/(x 
00000540:·5e36·2d35·2a78·5e34·2b35·2a78·5e32·2b34··^6-5*x^4+5*x^2+4 
00000550:·298e·a18d·913e·0000·2d2d·528e·a18d·913e··)....>..--R....> 
00000560:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R. 
00000570:·38b3·0834·9117·9fee·328e·a18d·913e·0000··8..4....2....>.. 
00000580:·2d2d·5291·33f9·7278·9609·732c·2d9b·04b9··--R.3.rx..s,-... 
00000590:·9633·7893·2b98·368e·a18d·913e·0000·2d2d··.3x.+.6....>..-- 
000005a0:·5291·0e2c·c228·3129·9109·732c·2d2d·2d2d··R..,.(1)..s,---- 
000005b0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·8ea1··--------------.. 
000005c0:·8d91·3e00·002d·2d52·912a·8646·3696·179f··..>..--R.*.F6... 
000005d0:·ee34·9332·8ea1·8d91·3e00·002d·2d52·9125··.4.2....>..--R.% 
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./usr/share/doc/axiom-doc/src/input/defs.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
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00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a3fc··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a3fc··..?.............
00000090:·c3f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·c3f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 215 lines modifiedOffset 12, 215 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7464·6566·732e·696e·7075··put..7tdefs.inpu000000d0:·7075·7491·0537·7464·6566·732e·696e·7075··put..7tdefs.inpu
000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00d8·cc36··t.."...........6000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00d8·cc36··t.."...........6
000000f0:·f327·58ab·510b·000c·0000·000c·0000·0005··.'X.Q...........000000f0:·f327·58ab·510b·000c·0000·000c·0000·0005··.'X.Q...........
00000100:·636d·7231·32d2·5468·6596·03ea·a841·7869··cmr12.The....Axi00000100:·636d·7231·32d2·5468·6596·03ea·a841·7869··cmr12.The....Axi
00000110:·6f6d·9354·91ff·0556·6561·6d8e·8e8e·8e8e··om.T...Veam.....00000110:·6f6d·9354·91ff·0556·6561·6d8e·8e8e·8e8e··om.T...Veam.....
00000120:·9f17·888b·8d92·00d7·fb53·4e6f·95ac·7276··.........SNo..rv00000120:·9f17·888b·8d92·00d5·7382·4465·6365·6d90··........s.Decem.
00000130:·9365·6d93·6290·538e·6572·9603·eaa8·372c··.em.b.S.er....7,00000130:·ac72·6290·538e·6572·9603·eaa8·3131·2c93··.rb.S.er....11,.
00000140:·9332·3032·348e·9f24·0001·8d92·00f1·a14b··.2024..$.......K00000140:·3230·3235·8e9f·2400·018d·9200·f1a1·4bf3··2025..$.......K.
00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c
00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract...
 00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................
00000180:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm
00000190:·6d72·3130·c631·8e8e·8e8c·8b00·0000·0200··mr10.1..........00000190:·7231·30c6·318e·8e8e·8c8b·0000·0002·0000··r10.1...........
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·2aa0·0279·0000·8da0·fda3··......*..y...... 
000001d0:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........> 
000001e0:·0000·f333·c2d6·4ea0·000e·6666·000c·0000··...3..N...ff.... 
000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t 
00000200:·656e·9374·738e·8e9f·1e00·008d·8d92·0103··en.ts...........000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......
 000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.
 000001e0:·00f3·33c2·d64e·a000·0e66·6600·0c00·0000··..3..N...ff.....
 000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te
 00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............
00000210:·8000·c632·8e8e·8e8c·8b00·0000·0300·0000··...2............00000210:·00c6·328e·8e8e·8c8b·0000·0003·0000·0000··..2.............
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
 00000240:·0000·0199·a002·7900·008d·a0fd·a300·00a0··......y.........
 00000250:·023f·0000·8da0·fde4·0000·8d91·4d00·00c6··.?..........M...
 00000260:·5468·6596·031f·7f6f·7468·6572·7769·7365··The....otherwise
 00000270:·9363·6c61·7573·6593·6973·936e·6f74·9b03··.clause.is.not..
00000240:·0000·0001·9aa0·0279·0000·8da0·fda3·0000··.......y........ 
00000250:·a002·3f00·008d·a0fd·e400·008d·914d·0000··..?..........M.. 
00000260:·c654·6865·9603·1f7f·6f74·6865·7277·6973··.The....otherwis 
00000270:·6593·636c·6175·7365·9369·7393·6e6f·749b··e.clause.is.not. 
00000280:·031f·8072·6563·6f67·6e69·7a65·6493·6569··...recognized.ei 
00000290:·7468·6572·9369·6e93·7468·6593·4e41·95b8··ther.in.the.NA.. 
000002a0:·e347·9103·1f71·7693·6572·7369·6f6e·986f··.G...qv.ersion.o 
000002b0:·7296·031f·7f74·6865·9341·7869·6f6d·9376··r....the.Axiom.v 
000002c0:·90b8·e365·7273·696f·6e2e·8ea9·0c00·008d··...ersion....... 
000002d0:·9176·e7cf·f334·1af2·2256·000a·0000·000a··.v...4.."V...... 
000002e0:·0000·0006·636d·6278·3130·df7c·9603·d554··....cmbx10.|...T 
000002f0:·0c62·937c·8e9f·1299·9a8d·913e·0000·f335··.b.|.......>...5 
00000300:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm 
00000310:·7474·39e0·2963·6c65·6172·9104·b996·616c··tt9.)clear....al 
00000320:·6c8e·a40b·0000·a18d·913e·0000·6669·6228··l........>..fib( 
00000330:·3029·9604·b996·3d3d·9331·8ea1·8d91·3e00··0)....==.1....>. 
00000340:·0066·6962·2831·2996·04b9·963d·3d93·318e··.fib(1)....==.1. 
00000350:·a18d·913e·0000·6669·6228·6e29·9604·b996··...>..fib(n).... 
00000360:·3d3d·9366·6962·286e·2d31·2993·2b93·6669··==.fib(n-1).+.fi 
00000370:·6228·6e2d·3229·936f·7468·6572·7769·7365··b(n-2).otherwise 
00000380:·8ea1·8d91·3e00·0066·6962·2831·3029·8ea1··....>..fib(10).. 
00000390:·8d91·3e00·0066·6962·2831·3030·298e·a18d··..>..fib(100)... 
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./usr/share/doc/axiom-doc/src/input/derham2.input.dvi.gz
157 KB
derham2.input.dvi
    
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000005f0:·6174·6f72·8ea1·8d91·3e00·002d·2d45·9104··ator....>..--E.. 
00000600:·b996·338e·a1a1·8d91·3e00·002d·2d53·9604··..3.....>..--S.. 
00000610:·b996·3493·6f66·9336·348e·a18d·913e·0000··..4.of.64....>.. 
00000620:·673a·424f·503a·3d6f·7065·7261·746f·7228··g:BOP:=operator( 
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./usr/share/doc/axiom-doc/src/input/derham3.input.dvi.gz
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derham3.input.dvi
    
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Offset 12, 577 lines modifiedOffset 12, 577 lines modified
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./usr/share/doc/axiom-doc/src/input/dfloat.input.dvi
    
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Offset 12, 222 lines modifiedOffset 12, 222 lines modified
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Offset 12, 521 lines modifiedOffset 12, 521 lines modified
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./usr/share/doc/axiom-doc/src/input/dhtri.input.dvi.gz
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dhtri.input.dvi
    
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Offset 12, 264 lines modifiedOffset 12, 264 lines modified
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 00000420:·910e·2cc2·2831·2991·0973·2c79·8ea1·8d91··..,.(1)..s,y....
 00000430:·3e00·002d·2d52·9201·120b·fc54·7970·653a··>..--R.....Type:
 00000440:·9104·b996·4261·7369·634f·7065·7261·746f··....BasicOperato
 00000450:·728e·a18d·913e·0000·2d2d·4591·04b9·9631··r....>..--E....1
 00000460:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9632··.....>..--S....2
 00000470:·936f·6693·3539·8ea1·8d91·3e00·0064·6571··.of.59....>..deq
 00000480:·3196·04b9·963a·3d93·4428·7928·7829·2c78··1....:=.D(y(x),x
 00000490:·2993·3d93·392d·7928·7829·5e32·8ea1·8d91··).=.9-y(x)^2....
 000004a0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 000004b0:·8ea1·8d91·3e00·002d·2d52·912a·8646·2c91··....>..--R.*.F,.
 000004c0:·33f9·7232·8ea1·8d91·3e00·002d·2d52·910e··3.r2....>..--R..
 000004d0:·2cc2·2832·299b·0973·2c79·9604·b996·2878··,.(2)..s,y....(x
 000004e0:·293d·932d·9379·2878·2998·2b93·398e·a18d··)=.-.y(x).+.9...
00000410:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--000004f0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
 00000500:·5292·00cf·e5c8·5479·7065·3a96·04b9·9645··R.....Type:....E
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 00000540:·002d·2d53·9604·b996·3393·6f66·9335·398e··.--S....3.of.59.
 00000550:·a18d·913e·0000·736f·6c76·6528·6465·7131··...>..solve(deq1
 00000560:·2c79·2c78·298e·a18d·913e·0000·2d2d·528e··,y,x)....>..--R.
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00000470:·3293·6f66·9335·398e·a18d·913e·0000·6465··2.of.59....>..de 
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000004a0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--00000570:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 00000580:·2d2d·5291·25cc·b02d·9604·b996·6c6f·6728··--R.%..-....log(
 00000590:·7928·7829·932b·9333·2993·2b93·6c6f·6728··y(x).+.3).+.log(
 000005a0:·7928·7829·932d·9333·2993·2b93·3678·8ea1··y(x).-.3).+.6x..
 000005b0:·8d91·3e00·002d·2d52·910e·2cc2·2833·2991··..>..--R..,.(3).
000004b0:·528e·a18d·913e·0000·2d2d·5291·2a86·462c··R....>..--R.*.F, 
000004c0:·9133·f972·328e·a18d·913e·0000·2d2d·5291··.3.r2....>..--R. 
000004d0:·0e2c·c228·3229·9b09·732c·7996·04b9·9628··.,.(2)..s,y....( 
000004e0:·7829·3d93·2d93·7928·7829·982b·9339·8ea1··x)=.-.y(x).+.9.. 
000004f0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..- 
00000500:·2d52·9200·cfe5·c854·7970·653a·9604·b996··-R.....Type:.... 
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00000540:·0000·2d2d·5396·04b9·9633·936f·6693·3539··..--S....3.of.59 
00000550:·8ea1·8d91·3e00·0073·6f6c·7665·2864·6571··....>..solve(deq 
00000560:·312c·792c·7829·8ea1·8d91·3e00·002d·2d52··1,y,x)....>..--R 
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32.0 KB
./usr/share/doc/axiom-doc/src/input/directproduct.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 237 lines modifiedOffset 12, 237 lines modified
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000000d0:·7075·7491·0537·7461·6c67·6167·6772·2e69··put..7talgaggr.i000000d0:·7075·7491·0537·7461·6c67·6167·6772·2e69··put..7talgaggr.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
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 000001b0:·936f·9603·1554·636f·7069·6573·936f·6693··.o...Tcopies.of.
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00000190:·646c·6596·0315·5464·6972·6563·7493·7072··dle...Tdirect.pr 
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000001d0:·0000·8d8d·9201·0380·00f3·1b4b·f160·7900··...........K.`y. 
000001e0:·0a00·0000·0a00·0000·0563·6d72·3130·c631··.........cmr10.1 
000001f0:·8e8e·8e8c·8b00·0000·0200·0000·0000·0000··................000001f0:·8e8e·8c8b·0000·0002·0000·0000·0000·0000··................
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 00000260:·9f1e·0000·8d8d·9201·0380·00c6·328e·8e8e··............2...
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000000d0:·7075·7491·0537·7464·6976·6973·6f72·2e69··put..7tdivisor.i000000d0:·7075·7491·0537·7464·6976·6973·6f72·2e69··put..7tdivisor.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
000000f0:·e1b0·cff3·2758·ab51·0b00·0c00·0000·0c00··....'X.Q........000000f0:·e1b0·cff3·2758·ab51·0b00·0c00·0000·0c00··....'X.Q........
00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.
00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
00000120:·9f17·888b·8d92·00d7·fb53·4e6f·95ac·7276··.........SNo..rv00000120:·9f17·888b·8d92·00d5·7382·4465·6365·6d90··........s.Decem.
00000130:·9365·6d93·6290·538e·6572·9603·eaa8·372c··.em.b.S.er....7,00000130:·ac72·6290·538e·6572·9603·eaa8·3131·2c93··.rb.S.er....11,.
00000140:·9332·3032·348e·9f24·0001·8d92·00f1·a14b··.2024..$.......K00000140:·3230·3235·8e9f·2400·018d·9200·f1a1·4bf3··2025..$.......K.
00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c
00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract...
 00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................
00000180:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm
00000190:·6d72·3130·c631·8e8e·8e8c·8b00·0000·0200··mr10.1..........00000190:·7231·30c6·318e·8e8e·8c8b·0000·0002·0000··r10.1...........
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·2aa0·0279·0000·8da0·fda3··......*..y...... 
000001d0:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........> 
000001e0:·0000·f333·c2d6·4ea0·000e·6666·000c·0000··...3..N...ff.... 
000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t 
00000200:·656e·9374·738e·8e9f·1e00·008d·8d92·0103··en.ts...........000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......
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 000001e0:·00f3·33c2·d64e·a000·0e66·6600·0c00·0000··..3..N...ff.....
 000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te
 00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............
00000210:·8000·c632·8e8e·8e8c·8b00·0000·0300·0000··...2............00000210:·00c6·328e·8e8e·8c8b·0000·0003·0000·0000··..2.............
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0001·9aa0·0279·0000·8da0·fda3·0000··.......y........ 
00000250:·a002·3f00·008d·a0fd·e400·008d·8d91·3e00··..?...........>.00000240:·0000·0199·a002·7900·008d·a0fd·a300·00a0··......y.........
 00000250:·023f·0000·8da0·fde4·0000·8d8d·913e·0000··.?...........>..
00000260:·00de·318e·9156·4ccb·4c69·6365·6e73·658e··..1..VL.License.00000260:·de31·8e91·564c·cb4c·6963·656e·7365·8e9f··.1..VL.License..
00000270:·9f15·e71b·a40c·0000·8d91·76e7·cff3·341a··..........v...4.00000270:·15e7·1ba4·0c00·008d·9176·e7cf·f334·1af2··.........v...4..
00000280:·f222·5600·0a00·0000·0a00·0000·0663·6d62··."V..........cmb00000280:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx
00000290:·7831·30df·7c96·03d5·546c·6963·656e·7365··x10.|...Tlicense00000290:·3130·df7c·9603·d554·6c69·6365·6e73·6593··10.|...Tlicense.
000002a0:·937c·8e9f·129e·948d·913e·0000·f335·dfa4··.|.......>...5..000002a0:·7c8e·9f12·9e94·8d91·3e00·00f3·35df·a44e··|.......>...5..N
000002b0:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt000002b0:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt9
000002c0:·39e0·2d2d·436f·7079·7269·6768·7496·04b9··9.--Copyright... 
000002d0:·9654·6865·934e·756d·6572·6963·616c·9341··.The.Numerical.A 
000002e0:·6c67·6f72·6974·686d·7393·4772·6f75·7093··lgorithms.Group.000002c0:·e02d·2d43·6f70·7972·6967·6874·9604·b996··.--Copyright....
 000002d0:·5468·6593·4e75·6d65·7269·6361·6c93·416c··The.Numerical.Al
 000002e0:·676f·7269·7468·6d73·9347·726f·7570·934c··gorithms.Group.L
000002f0:·4c69·6d69·7465·6493·3139·3931·2e8e·a913··Limited.1991....000002f0:·696d·6974·6564·9331·3939·312e·8ea9·139e··imited.1991.....
 00000300:·948d·9176·e7cf·df7c·7c7c·2d8e·a1a1·8d91··...v...|||-.....
 00000310:·76e7·cf7c·9603·d554·2a93·7c8e·9f12·9e95··v..|...T*.|.....
00000300:·9e94·8d91·76e7·cfdf·7c7c·7c2d·8ea1·a18d··....v...|||-.... 
00000310:·9176·e7cf·7c96·03d5·542a·937c·8e9f·129e··.v..|...T*.|.... 
00000320:·958d·913e·0000·e029·7365·7496·04b9·9662··...>...)set....b 
00000330:·7265·616b·9372·6573·756d·658e·a40b·0000··reak.resume..... 
00000340:·8d91·3e00·0029·7370·6f6f·6c91·04b9·9664··..>..)spool....d 
00000350:·6976·6973·6f72·2e6f·7574·7075·748e·a18d··ivisor.output... 
00000360:·913e·0000·2973·6574·9604·b996·6d65·7373··.>..)set....mess00000320:·8d91·3e00·00e0·2973·6574·9604·b996·6272··..>...)set....br
 00000330:·6561·6b93·7265·7375·6d65·8ea4·0b00·008d··eak.resume......
 00000340:·913e·0000·2973·706f·6f6c·9104·b996·6469··.>..)spool....di
 00000350:·7669·736f·722e·6f75·7470·7574·8ea1·8d91··visor.output....
 00000360:·3e00·0029·7365·7496·04b9·966d·6573·7361··>..)set....messa
00000370:·6167·6593·7465·7374·936f·6e8e·a18d·913e··age.test.on....>00000370:·6765·9374·6573·7493·6f6e·8ea1·8d91·3e00··ge.test.on....>.
 00000380:·0029·7365·7496·04b9·966d·6573·7361·6765··.)set....message
 00000390:·9361·7574·6f93·6f66·668e·a18d·913e·0000··.auto.off....>..
 000003a0:·2963·6c65·6172·9104·b996·616c·6c8e·a1a1··)clear....all...
 000003b0:·8d91·3e00·002d·2d53·9604·b996·3193·6f66··..>..--S....1.of
00000380:·0000·2973·6574·9604·b996·6d65·7373·6167··..)set....messag 
00000390:·6593·6175·746f·936f·6666·8ea1·8d91·3e00··e.auto.off....>. 
000003a0:·0029·636c·6561·7291·04b9·9661·6c6c·8ea1··.)clear....all.. 
000003b0:·a18d·913e·0000·2d2d·5396·04b9·9631·936f··...>..--S....1.o 
000003c0:·6693·3138·8ea1·8d91·3e00·0050·3096·04b9··f.18....>..P0... 
000003d0:·963a·3d93·5550·2878·2c93·4652·4143·9349··.:=.UP(x,.FRAC.I 
000003e0:·4e54·298e·a18d·913e·0000·2d2d·528e·a18d··NT)....>..--R... 
000003f0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
00000400:·5291·0e2c·c228·3129·9109·732c·556e·6976··R..,.(1)..s,Univ 
00000410:·6172·6961·7465·506f·6c79·6e6f·6d69·616c··ariatePolynomial 
00000420:·2878·2c46·7261·6374·696f·6e28·496e·7465··(x,Fraction(Inte 
00000430:·6765·7229·298e·a18d·913e·0000·2d2d·5292··ger))....>..--R. 
00000440:·0133·1f16·5479·7065·3a91·04b9·9644·6f6d··.3..Type:....Dom 
00000450:·6169·6e8e·a18d·913e·0000·2d2d·4591·04b9··ain....>..--E... 
00000460:·9631·8ea1·a18d·913e·0000·2d2d·5396·04b9··.1.....>..--S...000003c0:·9331·388e·a18d·913e·0000·5030·9604·b996··.18....>..P0....
 000003d0:·3a3d·9355·5028·782c·9346·5241·4393·494e··:=.UP(x,.FRAC.IN
00000470:·9632·936f·6693·3138·8ea1·8d91·3e00·0050··.2.of.18....>..P 
00000480:·3196·04b9·963a·3d93·5550·2879·2c93·4652··1....:=.UP(y,.FR 
00000490:·4143·9350·3029·8ea1·8d91·3e00·002d·2d52··AC.P0)....>..--R 
000004a0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.000003e0:·5429·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··T)....>..--R....
000004b0:·002d·2d52·910e·2cc2·2832·298e·a18d·913e··.--R..,.(2)....> 
000004c0:·0000·2d2d·5291·0e2c·c255·6e69·7661·7269··..--R..,.Univari000003f0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000400:·910e·2cc2·2831·2991·0973·2c55·6e69·7661··..,.(1)..s,Univa
000004d0:·6174·6550·6f6c·796e·6f6d·6961·6c28·792c··atePolynomial(y,00000410:·7269·6174·6550·6f6c·796e·6f6d·6961·6c28··riatePolynomial(
000004e0:·4672·6163·7469·6f6e·2855·6e69·7661·7269··Fraction(Univari 
000004f0:·6174·6550·6f6c·796e·6f6d·6961·6c28·782c··atePolynomial(x, 
00000500:·4672·6163·7469·6f6e·2849·6e74·6567·6572··Fraction(Integer00000420:·782c·4672·6163·7469·6f6e·2849·6e74·6567··x,Fraction(Integ
00000510:·2929·2929·8ea1·8d91·3e00·002d·2d52·9201··))))....>..--R..00000430:·6572·2929·8ea1·8d91·3e00·002d·2d52·9201··er))....>..--R..
00000520:·331f·1654·7970·653a·9104·b996·446f·6d61··3..Type:....Doma00000440:·331f·1654·7970·653a·9104·b996·446f·6d61··3..Type:....Doma
00000530:·696e·8ea1·8d91·3e00·002d·2d45·9104·b996··in....>..--E....00000450:·696e·8ea1·8d91·3e00·002d·2d45·9104·b996··in....>..--E....
 00000460:·318e·a1a1·8d91·3e00·002d·2d53·9604·b996··1.....>..--S....
 00000470:·3293·6f66·9331·388e·a18d·913e·0000·5031··2.of.18....>..P1
 00000480:·9604·b996·3a3d·9355·5028·792c·9346·5241··....:=.UP(y,.FRA
 00000490:·4393·5030·298e·a18d·913e·0000·2d2d·528e··C.P0)....>..--R.
00000540:·328e·a1a6·8d91·76e7·cfdf·7c7c·7c2d·8ea4··2.....v...|||-.. 
00000550:·0c00·008d·913e·0000·c654·6869·7396·0355··.....>...This..U 
00000560:·5569·7393·7468·6593·6375·7276·9ab8·e365··Uis.the.curv...e 
00000570:·9367·6976·9865·6e93·6298·7993·f31e·0ba0··.giv.en.b.y..... 
00000580:·623e·000a·0000·000a·0000·0006·636d·6d69··b>..........cmmi 
00000590:·3130·c979·8d90·5bd9·9ffc·5eff·f31a·d993··10.y..[...^..... 
000005a0:·a052·0007·0000·0007·0000·0004·636d·7237··.R..........cmr7 
000005b0:·c532·8e91·079f·64c6·3d91·02c7·18c9·788d··.2....d.=.....x. 
000005c0:·9ffc·5eff·c538·8e91·06b5·53c6·2b91·0238··..^..8....S.+..8 
000005d0:·e031·9328·6765·6e98·7573·933d·9333·298e··.1.(gen.us.=.3). 
000005e0:·a18d·9176·e7cf·df7c·9603·d554·2a93·7c8e··...v...|...T*.|. 
000005f0:·9f12·9e94·8d91·3e00·00e0·2d2d·5396·04b9··......>...--S... 
00000600:·9633·936f·6693·3138·8ea4·0b00·008d·913e··.3.of.18.......> 
00000610:·0000·5296·04b9·963a·3d93·5241·4446·4628··..R....:=.RADFF( 
00000620:·4652·4143·9349·4e54·2c93·5030·2c93·5031··FRAC.INT,.P0,.P1 
00000630:·2c93·3193·2b93·785e·382c·9332·298e·a18d··,.1.+.x^8,.2)... 
00000640:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--000004a0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 000004b0:·2d2d·5291·0e2c·c228·3229·8ea1·8d91·3e00··--R..,.(2)....>.
 000004c0:·002d·2d52·910e·2cc2·556e·6976·6172·6961··.--R..,.Univaria
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./usr/share/doc/axiom-doc/src/input/dmp.input.dvi.gz
33.1 KB
dmp.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
00000020:·3131·2e30·373a·3133·3039·8b00·0000·0100··11.07:1309......00000020:·3132·2e31·313a·3233·3130·8b00·0000·0100··12.11:2310......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header
00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a1e6··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a1e6··..?.............
00000090:·b8f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·b8f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 247 lines modifiedOffset 12, 246 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7464·6d70·2e69·6e70·7574··put..7tdmp.input000000d0:·7075·7491·0537·7464·6d70·2e69·6e70·7574··put..7tdmp.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·9f17·888b··...Daly.........00000110:·03ea·a844·616c·798e·8e8e·8e8e·9f17·888b··...Daly.........
00000120:·8d92·00d7·fb53·4e6f·95ac·7276·9365·6d93··.....SNo..rv.em.00000120:·8d92·00d5·7382·4465·6365·6d90·ac72·6290··....s.Decem..rb.
00000130:·6290·538e·6572·9603·eaa8·372c·9332·3032··b.S.er....7,.20200000130:·538e·6572·9603·eaa8·3131·2c93·3230·3235··S.er....11,.2025
00000140:·348e·9f24·0001·8d92·00f1·a14b·f331·740c··4..$.......K.1t.00000140:·8e9f·2400·018d·9200·f1a1·4bf3·3174·0c89··..$.......K.1t..
00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx00000150:·3a00·0900·0000·0900·0000·0563·6d62·7839··:..........cmbx9
00000160:·39dc·4162·7374·7261·6374·8e9f·0fac·d18e··9.Abstract...... 
00000170:·9f1e·0000·8d8d·9201·0380·00f3·1b4b·f160··.............K.`00000160:·dc41·6273·7472·6163·748e·9f0f·acd1·8e9f··.Abstract.......
 00000170:·1e00·008d·8d92·0103·8000·f31b·4bf1·6079··............K.`y
00000180:·7900·0a00·0000·0a00·0000·0563·6d72·3130··y..........cmr1000000180:·000a·0000·000a·0000·0005·636d·7231·30c6··..........cmr10.
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 00000310:·9f13·0000·8d91·3e00·00f3·35df·a44e·0000··......>...5..N..
00000320:·0009·0000·0009·0000·0005·636d·7474·39e0··..........cmtt9.00000320:·0900·0000·0900·0000·0563·6d74·7439·e029··.........cmtt9.)
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 00000350:·6f6f·6c91·04b9·9664·6f6e·7369·6d70·6c65··ool....donsimple
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000003d0:·4d2f·2e2e·2f2e·2e2f·7372·632f·696e·7075··M/../../src/inpu000003b0:·7291·04b9·9661·6c6c·8ea1·8d91·3e00·0029··r....all....>..)
 000003c0:·7379·7396·04b9·9663·7093·2441·5849·4f4d··sys....cp.$AXIOM
 000003d0:·2f2e·2e2f·2e2e·2f73·7263·2f69·6e70·7574··/../../src/input
 000003e0:·2f64·6f6e·7369·6d70·6c65·2e69·6e70·7574··/donsimple.input
 000003f0:·2e70·616d·7068·6c65·7493·2e8e·a18d·913e··.pamphlet......>
 00000400:·0000·296c·6973·7096·04b9·9628·7461·6e67··..)lisp....(tang
000003e0:·742f·646f·6e73·696d·706c·652e·696e·7075··t/donsimple.inpu00000410:·6c65·9322·646f·6e73·696d·706c·652e·696e··le."donsimple.in
 00000420:·7075·742e·7061·6d70·686c·6574·2293·2264··put.pamphlet"."d
000003f0:·742e·7061·6d70·686c·6574·932e·8ea1·8d91··t.pamphlet...... 
00000400:·3e00·0029·6c69·7370·9604·b996·2874·616e··>..)lisp....(tan 
00000410:·676c·6593·2264·6f6e·7369·6d70·6c65·2e69··gle."donsimple.i 
00000420:·6e70·7574·2e70·616d·7068·6c65·7422·9322··nput.pamphlet"." 
00000430:·646f·6e73·696d·702e·7370·6164·2293·2264··donsimp.spad"."d 
00000440:·6f6e·7369·6d70·2e73·7061·6422·298e·a18d··onsimp.spad")...00000430:·6f6e·7369·6d70·2e73·7061·6422·9322·646f··onsimp.spad"."do
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00000470:·7c2d·8ea6·a68d·9176·e7cf·7c96·03d5·5464··|-.....v..|...Td 
00000480:·6f6e·7369·6d70·2e73·7061·6493·7c8e·9f13··onsimp.spad.|... 
00000490:·0000·8d91·3e00·00e0·2961·6262·7265·7696··....>...)abbrev. 
000004a0:·04b9·9670·6163·6b61·6765·9344·4f4e·5349··...package.DONSI 
000004b0:·4d50·9364·6f6e·5369·6d70·6c65·8ea1·8d91··MP.donSimple.... 
000004c0:·3e00·0064·6f6e·5369·6d70·6c65·2829·3a96··>..donSimple():. 
000004d0:·04b9·9645·7870·6f72·7473·933d·3d93·496d··...Exports.==.Im00000470:·2d8e·a6a6·8d91·76e7·cf7c·9603·d554·646f··-.....v..|...Tdo
 00000480:·6e73·696d·702e·7370·6164·937c·8e9f·1300··nsimp.spad.|....
 00000490:·008d·913e·0000·e029·6162·6272·6576·9604··...>...)abbrev..
 000004a0:·b996·7061·636b·6167·6593·444f·4e53·494d··..package.DONSIM
 000004b0:·5093·646f·6e53·696d·706c·658e·a18d·913e··P.donSimple....>
 000004c0:·0000·646f·6e53·696d·706c·6528·293a·9604··..donSimple():..
 000004d0:·b996·4578·706f·7274·7393·3d3d·9349·6d70··..Exports.==.Imp
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 00000500:·9104·b996·466c·6f61·748e·a18d·9147·732c··....Float....Gs,
 00000510:·5346·9109·732c·3d3d·3e96·04b9·9653·6567··SF..s,==>....Seg
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 00000530:·0973·2c3d·3d3e·9604·b996·4578·7072·6573··.s,==>....Expres
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 00000550:·9604·b996·3d3d·3e93·5365·676d·656e·7442··....==>.SegmentB
 00000560:·696e·6469·6e67·9346·8ea1·a18d·9147·732c··inding.F.....Gs,
 00000570:·4578·706f·7274·7396·04b9·963d·3d3e·9377··Exports....==>.w
 00000580:·6974·688e·a18d·9150·e658·7369·6d70·6c65··ith....P.Xsimple
 00000590:·3a96·04b9·9628·462d·3e46·2c53·4629·932d··:....(F->F,SF).-
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 000005b0:·7369·6d70·6c65·2861·2c62·298e·a18d·9150··simple(a,b)....P
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 000005d0:·b996·7369·6d70·6c65·2878·2b2d·3e78·5e32··..simple(x+->x^2
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Offset 12, 519 lines modifiedOffset 12, 519 lines modified
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00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
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00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
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Offset 12, 229 lines modifiedOffset 12, 229 lines modified
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drawcfun.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/efi.input.dvi.gz
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efi.input.dvi
    
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 000004d0:·4591·04b9·9632·8ea1·a18d·913e·0000·2d2d··E....2.....>..--
 000004e0:·5396·04b9·9633·936f·6693·3135·8ea1·8d91··S....3.of.15....
 000004f0:·3e00·0073·3a3d·6f70·6572·6174·6f72·9104··>..s:=operator..
 00000500:·b996·2773·8ea1·8d91·3e00·002d·2d52·8ea1··..'s....>..--R..
000003e0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R00000510:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
000003f0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2831··....>..--R..,.(1 
00000400:·2991·0973·2c45·7870·7265·7373·696f·6e28··)..s,Expression( 
00000410:·496e·7465·6765·7229·8ea1·8d91·3e00·002d··Integer)....>..- 
00000420:·2d52·9201·331f·1654·7970·653a·9104·b996··-R..3..Type:.... 
00000430:·446f·6d61·696e·8ea1·8d91·3e00·002d·2d45··Domain....>..--E00000520:·2d52·910e·2cc2·2833·2991·0973·2c73·8ea1··-R..,.(3)..s,s..
 00000530:·8d91·3e00·002d·2d52·9201·120b·fc54·7970··..>..--R.....Typ
 00000540:·653a·9104·b996·4261·7369·634f·7065·7261··e:....BasicOpera
 00000550:·746f·728e·a18d·913e·0000·2d2d·4591·04b9··tor....>..--E...
 00000560:·9633·8ea1·a18d·913e·0000·2d2d·9604·b996··.3.....>..--....
 00000570:·733a·4f50·9345·4649·3a3d·6f70·6572·6174··s:OP.EFI:=operat
00000440:·9104·b996·318e·a1a1·8d91·3e00·002d·2d53··....1.....>..--S00000580:·6f72·9327·738e·a1a1·8d91·3e00·002d·2d53··or.'s.....>..--S
00000450:·9604·b996·3293·6f66·9331·358e·a18d·913e··....2.of.15....>00000590:·9604·b996·3493·6f66·9331·358e·a18d·913e··....4.of.15....>
 000005a0:·0000·6272·3a4c·4953·5491·04b9·9645·4649··..br:LIST....EFI
00000460:·0000·6265·723a·3d6f·7065·7261·746f·7291··..ber:=operator. 
00000470:·04b9·9627·6265·728e·a18d·913e·0000·2d2d··...'ber....>..-- 
00000480:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....> 
00000490:·0000·2d2d·5291·0e2c·c228·3229·9109·732c··..--R..,.(2)..s, 
000004a0:·6265·728e·a18d·913e·0000·2d2d·5292·0112··ber....>..--R... 
000004b0:·0bfc·5479·7065·3a91·04b9·9642·6173·6963··..Type:....Basic 
000004c0:·4f70·6572·6174·6f72·8ea1·8d91·3e00·002d··Operator....>..- 
000004d0:·2d45·9104·b996·328e·a1a1·8d91·3e00·002d··-E....2.....>..- 
000004e0:·2d53·9604·b996·3393·6f66·9331·358e·a18d··-S....3.of.15... 
000004f0:·913e·0000·733a·3d6f·7065·7261·746f·7291··.>..s:=operator. 
00000500:·04b9·9627·738e·a18d·913e·0000·2d2d·528e··...'s....>..--R.000005b0:·2d3e·4546·498e·a18d·913e·0000·2d2d·528e··->EFI....>..--R.
00000510:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
00000520:·2d2d·5291·0e2c·c228·3329·9109·732c·738e··--R..,.(3)..s,s. 
00000530:·a18d·913e·0000·2d2d·5292·0112·0bfc·5479··...>..--R.....Ty000005c0:·a18d·913e·0000·2d2d·5292·013c·9242·5479··...>..--R..<.BTy
 000005d0:·7065·3a91·04b9·9656·6f69·648e·a18d·913e··pe:....Void....>
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./usr/share/doc/axiom-doc/src/input/egg.input.dvi
    
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a5f6··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a5f6··..?.............
00000090:·b7f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·b7f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 60 lines modifiedOffset 12, 60 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7465·6767·2e69·6e70·7574··put..7tegg.input000000d0:·7075·7491·0537·7465·6767·2e69·6e70·7574··put..7tegg.input
000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·d8cc·36f3··.."...........6.000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·d8cc·36f3··.."...........6.
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00000100:·6d72·3132·d254·6865·9603·eaa8·4178·696f··mr12.The....Axio00000100:·6d72·3132·d254·6865·9603·eaa8·4178·696f··mr12.The....Axio
00000110:·6d93·5491·ff05·5665·616d·8e8e·8e8e·8e9f··m.T...Veam......00000110:·6d93·5491·ff05·5665·616d·8e8e·8e8e·8e9f··m.T...Veam......
00000120:·1788·8b8d·9200·d7fb·534e·6f95·ac72·7693··........SNo..rv.00000120:·1788·8b8d·9200·d573·8244·6563·656d·90ac··.......s.Decem..
00000130:·656d·9362·9053·8e65·7296·03ea·a837·2c93··em.b.S.er....7,.00000130:·7262·9053·8e65·7296·03ea·a831·312c·9332··rb.S.er....11,.2
00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.00000140:·3032·358e·9f24·0001·8d92·00f1·a14b·f331··025..$.......K.1
00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract... 
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
 00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·1b4b··...............K
00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr
00000190:·7231·30c6·318e·8e8e·8c8b·0000·0002·0000··r10.1...........00000190:·3130·c631·8e8e·8e8c·8b00·0000·0200·0000··10.1............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y....... 
000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.000001c0:·0000·0000·2aa0·0279·0000·8da0·fda3·0000··....*..y........
 000001d0:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..
000001e0:·00f3·33c2·d64e·a000·0e66·6600·0c00·0000··..3..N...ff.....000001e0:·f333·c2d6·4ea0·000e·6666·000c·0000·0006··.3..N...ff......
000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te 
00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............000001f0:·636d·6278·3132·de43·6f6e·958c·cc74·656e··cmbx12.Con...ten
 00000200:·9374·738e·8e9f·1e00·008d·8d92·0103·8000··.ts.............
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00000240:·0000·0199·a002·7900·008d·a0fd·a300·00a0··......y......... 
00000250:·023f·0000·8da0·fde4·0000·9f0c·0000·8d91··.?..............00000240:·0001·98a0·0279·0000·8da0·fda3·0000·a002··.....y..........
 00000250:·3f00·008d·a0fd·e400·009f·0c00·008d·9176··?..............v
00000260:·76e7·cff3·341a·f222·5600·0a00·0000·0a00··v...4.."V.......00000260:·e7cf·f334·1af2·2256·000a·0000·000a·0000··...4.."V........
00000270:·0000·0663·6d62·7831·30df·7c96·03d5·542a··...cmbx10.|...T* 
00000280:·937c·8e9f·1300·008d·913e·0000·f335·dfa4··.|.......>...5..00000270:·0006·636d·6278·3130·df7c·9603·d554·2a93··..cmbx10.|...T*.
 00000280:·7c8e·9f13·0000·8d91·3e00·00f3·35df·a44e··|.......>...5..N
00000290:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt00000290:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt9
000002a0:·39e0·6472·6177·2873·7572·6661·6365·2835··9.draw(surface(5 
000002b0:·2a73·696e·2875·292a·636f·7328·7629·2c34··*sin(u)*cos(v),4 
000002c0:·2a73·696e·2875·292a·7369·6e28·7629·2c33··*sin(u)*sin(v),3000002a0:·e064·7261·7728·7375·7266·6163·6528·352a··.draw(surface(5*
 000002b0:·7369·6e28·7529·2a63·6f73·2876·292c·342a··sin(u)*cos(v),4*
 000002c0:·7369·6e28·7529·2a73·696e·2876·292c·332a··sin(u)*sin(v),3*
000002d0:·2a63·6f73·2875·2929·2c75·3d30·2e2e·2570··*cos(u)),u=0..%p000002d0:·636f·7328·7529·292c·753d·302e·2e25·7069··cos(u)),u=0..%pi
000002e0:·692c·763d·302e·2e32·2a25·7069·298e·9f14··i,v=0..2*%pi)...000002e0:·2c76·3d30·2e2e·322a·2570·6929·8e9f·1400··,v=0..2*%pi)....
000002f0:·0000·8d91·76e7·cfdf·7c7c·7c2d·8e8e·9f1e··....v...|||-....000002f0:·008d·9176·e7cf·df7c·7c7c·2d8e·8e9f·1e00··...v...|||-.....
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00000320:·0000·0000·0000·0000·0000·0000·0000·0000··................00000320:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000330:·0000·0000·0000·0000·0000·0217·a002·7900··..............y.00000330:·0000·0000·0000·0000·0002·16a0·0279·0000··.............y..
00000340:·008d·a0fd·a300·00a0·023f·0000·8da0·fde4··.........?...... 
00000350:·0000·8d91·3e00·00de·5265·6665·7265·6e63··....>...Referenc00000340:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?.......
 00000350:·008d·913e·0000·de52·6566·6572·656e·6365··...>...Reference
00000360:·6573·8e9f·15e7·1b8d·8d8d·9143·0001·c65b··es.........C...[00000360:·738e·9f15·e71b·8d8d·8d91·4300·01c6·5b31··s.........C...[1
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00000380:·8e9f·1e00·008d·8d92·0103·8000·348e·8e8e··............4...00000370:·5d8e·8e91·528e·3c6e·6f74·6869·6e67·8e8e··]...R.<nothing..
 00000380:·9f1e·0000·8d8d·9201·0380·0034·8e8e·8e8c··...........4....
00000390:·8cf8·0000·030f·0183·92c0·1c3b·0000·0000··...........;....00000390:·f800·0003·0e01·8392·c01c·3b00·0000·0003··..........;.....
000003a0:·03e8·0279·0000·01ce·0000·0007·0004·f335··...y...........5000003a0:·e802·7900·0001·ce00·0000·0700·04f3·35df··..y...........5.
 000003b0:·a44e·0000·0900·0000·0900·0000·0563·6d74··.N...........cmt
 000003c0:·7439·f334·1af2·2256·000a·0000·000a·0000··t9.4.."V........
 000003d0:·0006·636d·6278·3130·f333·c2d6·4ea0·000e··..cmbx10.3..N...
 000003e0:·6666·000c·0000·0006·636d·6278·3132·f331··ff......cmbx12.1
000003b0:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm000003f0:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
000003c0:·7474·39f3·341a·f222·5600·0a00·0000·0a00··tt9.4.."V....... 
000003d0:·0000·0663·6d62·7831·30f3·33c2·d64e·a000··...cmbx10.3..N.. 
000003e0:·0e66·6600·0c00·0000·0663·6d62·7831·32f3··.ff......cmbx12. 
000003f0:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c 
00000400:·6d62·7839·f327·58ab·510b·000c·0000·000c··mbx9.'X.Q.......00000400:·6278·39f3·2758·ab51·0b00·0c00·0000·0c00··bx9.'X.Q........
00000410:·0000·0005·636d·7231·32f3·26de·9119·c600··....cmr12.&..... 
00000420:·1147·ae00·1147·ae00·0874·6372·6d31·3732··.G...G...tcrm17200000410:·0000·0563·6d72·3132·f326·de91·19c6·0011··...cmr12.&......
 00000420:·47ae·0011·47ae·0008·7463·726d·3137·3238··G...G...tcrm1728
00000430:·38f3·2544·d3ed·7400·1147·ae00·1147·ae00··8.%D..t..G...G..00000430:·f325·44d3·ed74·0011·47ae·0011·47ae·0005··.%D..t..G...G...
00000440:·0563·6d72·3137·f31b·4bf1·6079·000a·0000··.cmr17..K.`y....00000440:·636d·7231·37f3·1b4b·f160·7900·0a00·0000··cmr17..K.`y.....
00000450:·000a·0000·0005·636d·7231·30f9·0000·0391··......cmr10.....00000450:·0a00·0000·0563·6d72·3130·f900·0003·9002··.....cmr10......
00000460:·02df·dfdf·dfdf·dfdf······················........00000460:·dfdf·dfdf································....
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./usr/share/doc/axiom-doc/src/input/ei.input.dvi.gz
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ei.input.dvi
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./usr/share/doc/axiom-doc/src/input/eigen.input.dvi.gz
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eigen.input.dvi
    
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00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
00000020:·3131·2e30·373a·3133·3039·8b00·0000·0100··11.07:1309......00000020:·3132·2e31·313a·3233·3130·8b00·0000·0100··12.11:2310......
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·9200·9fd8··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9fd8··..?.............
00000090:·27f3·26de·9119·c600·1147·ae00·1147·ae00··'.&......G...G..00000090:·27f3·26de·9119·c600·1147·ae00·1147·ae00··'.&......G...G..
Offset 12, 1364 lines modifiedOffset 12, 1363 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·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:·7075·7491·0537·7465·6967·656e·2e69·6e70··put..7teigen.inp000000d0:·7075·7491·0537·7465·6967·656e·2e69·6e70··put..7teigen.inp
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000000f0:·cff3·2758·ab51·0b00·0c00·0000·0c00·0000··..'X.Q..........000000f0:·cff3·2758·ab51·0b00·0c00·0000·0c00·0000··..'X.Q..........
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./usr/share/doc/axiom-doc/src/input/elemfun.input.dvi.gz
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elemfun.input.dvi
    
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Offset 12, 519 lines modifiedOffset 12, 519 lines modified
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00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
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00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c
00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
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./usr/share/doc/axiom-doc/src/input/elt.input.dvi
    
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Offset 12, 125 lines modifiedOffset 12, 125 lines modified
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Offset 12, 136 lines modifiedOffset 12, 136 lines modified
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equation.input.dvi
    
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00000290:·6d62·7831·30df·7c96·03d5·546c·6963·656e··mbx10.|...Tlicen00000290:·6278·3130·df7c·9603·d554·6c69·6365·6e73··bx10.|...Tlicens
000002a0:·7365·937c·8ea9·115d·a28d·913e·0000·f335··se.|...]...>...5000002a0:·6593·7c8e·a911·5da2·8d91·3e00·00f3·35df··e.|...]...>...5.
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000002c0:·7474·39e0·2d2d·436f·7079·7269·6768·7496··tt9.--Copyright. 
000002d0:·04b9·9654·6865·934e·756d·6572·6963·616c··...The.Numerical 
000002e0:·9341·6c67·6f72·6974·686d·7393·4772·6f75··.Algorithms.Grou000002c0:·7439·e02d·2d43·6f70·7972·6967·6874·9604··t9.--Copyright..
 000002d0:·b996·5468·6593·4e75·6d65·7269·6361·6c93··..The.Numerical.
 000002e0:·416c·676f·7269·7468·6d73·9347·726f·7570··Algorithms.Group
000002f0:·7093·4c69·6d69·7465·6493·3139·3931·2e8e··p.Limited.1991..000002f0:·934c·696d·6974·6564·9331·3939·312e·8e9f··.Limited.1991...
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 00000310:·8d91·76e7·cf7c·9603·d554·2a93·7c8e·a68d··..v..|...T*.|...
00000310:·a18d·9176·e7cf·7c96·03d5·542a·937c·8ea6··...v..|...T*.|.. 
00000320:·8d91·3e00·00e0·2973·6574·9604·b996·6272··..>...)set....br 
00000330:·6561·6b93·7265·7375·6d65·8ea4·0b00·008d··eak.resume...... 
00000340:·913e·0000·2973·706f·6f6c·9104·b996·6571··.>..)spool....eq 
00000350:·7561·7469·6f6e·322e·6f75·7470·7574·8ea1··uation2.output.. 
00000360:·8d91·3e00·0029·7365·7496·04b9·966d·6573··..>..)set....mes00000320:·913e·0000·e029·7365·7496·04b9·9662·7265··.>...)set....bre
 00000330:·616b·9372·6573·756d·658e·a40b·0000·8d91··ak.resume.......
 00000340:·3e00·0029·7370·6f6f·6c91·04b9·9665·7175··>..)spool....equ
 00000350:·6174·696f·6e32·2e6f·7574·7075·748e·a18d··ation2.output...
 00000360:·913e·0000·2973·6574·9604·b996·6d65·7373··.>..)set....mess
00000370:·7361·6765·9374·6573·7493·6f6e·8ea1·8d91··sage.test.on....00000370:·6167·6593·7465·7374·936f·6e8e·a18d·913e··age.test.on....>
00000380:·3e00·0029·7365·7496·04b9·966d·6573·7361··>..)set....messa 
00000390:·6765·9361·7574·6f93·6f66·668e·a18d·913e··ge.auto.off....> 
000003a0:·0000·2963·6c65·6172·9104·b996·616c·6c8e··..)clear....all. 
000003b0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3193··....>..--S....1. 
000003c0:·6f66·9332·378e·a18d·913e·0000·736f·6c76··of.27....>..solv00000380:·0000·2973·6574·9604·b996·6d65·7373·6167··..)set....messag
 00000390:·6593·6175·746f·936f·6666·8ea1·8d91·3e00··e.auto.off....>.
 000003a0:·0029·636c·6561·7291·04b9·9661·6c6c·8ea1··.)clear....all..
 000003b0:·a18d·913e·0000·2d2d·5396·04b9·9631·936f··...>..--S....1.o
 000003c0:·6693·3237·8ea1·8d91·3e00·0073·6f6c·7665··f.27....>..solve
000003d0:·6528·5b33·2a78·5e33·9604·b996·2b93·7993··e([3*x^3....+.y.000003d0:·285b·332a·785e·3396·04b9·962b·9379·932b··([3*x^3....+.y.+
 000003e0:·9331·2c79·932d·9331·5d2c·5b78·2c79·5d29··.1,y.-.1],[x,y])
000003e0:·2b93·312c·7993·2d93·315d·2c5b·782c·795d··+.1,y.-.1],[x,y] 
000003f0:·298e·a18d·913e·0000·2d2d·528e·a18d·913e··)....>..--R....> 
00000400:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R. 
00000410:·38b3·0833·8ea1·8d91·3e00·002d·2d52·910e··8..3....>..--R.. 
00000420:·2cc2·2831·2996·0973·2c5b·5b33·7893·2b96··,.(1)..s,[[3x.+. 
00000430:·04b9·9632·3d93·302c·793d·9331·5d5d·8ea1··...2=.0,y=.1]].. 
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00000450:·3a91·04b9·964c·6973·7428·4c69·7374·2845··:....List(List(E 
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00000470:·2850·6f6c·796e·6f6d·6961·6c28·496e·7465··(Polynomial(Inte 
00000480:·6765·7229·2929·2929·8ea1·8d91·3e00·002d··ger)))))....>..- 
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000004a0:·2d53·9604·b996·3293·6f66·9332·378e·a18d··-S....2.of.27... 
000004b0:·913e·0000·736f·6c76·6528·5b78·5e33·9604··.>..solve([x^3.. 
000004c0:·b996·2b93·7893·2d93·795e·3293·2b93·342c··..+.x.-.y^2.+.4, 
000004d0:·782a·7993·2b93·325d·2c5b·782c·795d·2c22··x*y.+.2],[x,y]," 
000004e0:·7379·6d22·298e·a18d·913e·0000·2d2d·528e··sym")....>..--R. 
000004f0:·a18d·913e·0000·2d2d·5291·0e2c·c254·6865··...>..--R..,.The 
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00000510:·7365·6493·616e·6493·3193·756e·6578·706f··sed.and.1.unexpo 
00000520:·7365·6493·6c69·6272·6172·7993·6f70·6572··sed.library.oper 
00000530:·6174·696f·6e73·936e·616d·6564·9373·6f6c··ations.named.sol 
00000540:·7665·8ea1·8d91·3e00·002d·2d52·911c·5984··ve....>..--R..Y. 
00000550:·6861·7669·6e67·9604·b996·3393·6172·6775··having....3.argu 
00000560:·6d65·6e74·2873·2993·6275·7493·6e6f·6e65··ment(s).but.none 
00000570:·9377·6173·9364·6574·6572·6d69·6e65·6493··.was.determined. 
00000580:·746f·9362·6593·6170·706c·6963·6162·6c65··to.be.applicable 
00000590:·2e8e·a18d·913e·0000·2d2d·5291·1c59·8455··.....>..--R..Y.U 
000005a0:·7365·9604·b996·4879·7065·7244·6f63·9342··se....HyperDoc.B 
000005b0:·726f·7773·652c·936f·7293·6973·7375·658e··rowse,.or.issue. 
000005c0:·a18d·913e·0000·2d2d·5292·008d·bf94·2964··...>..--R.....)d 
000005d0:·6973·706c·6179·9604·b996·6f70·9373·6f6c··isplay....op.sol 
000005e0:·7665·8ea1·8d91·3e00·002d·2d52·911c·5984··ve....>..--R..Y. 
000005f0:·746f·9604·b996·6c65·6172·6e93·6d6f·7265··to....learn.more 
00000600:·9361·626f·7574·9374·6865·9361·7661·696c··.about.the.avail 
00000610:·6162·6c65·936f·7065·7261·7469·6f6e·732e··able.operations. 
00000620:·9350·6572·6861·7073·8ea1·8d91·3e00·002d··.Perhaps....>..- 
00000630:·2d52·911c·5984·7061·636b·6167·652d·6361··-R..Y.package-ca 
00000640:·6c6c·696e·6796·04b9·9674·6865·936f·7065··lling....the.ope 
00000650:·7261·7469·6f6e·936f·7293·7573·696e·6793··ration.or.using. 
00000660:·636f·6572·6369·6f6e·7393·6f6e·9374·6865··coercions.on.the 
00000670:·9361·7267·756d·656e·7473·8ea1·8d91·3e00··.arguments....>. 
00000680:·002d·2d52·911c·5984·7769·6c6c·9604·b996··.--R..Y.will.... 
00000690:·616c·6c6f·7793·796f·7593·746f·9361·7070··allow.you.to.app 
000006a0:·6c79·9374·6865·936f·7065·7261·7469·6f6e··ly.the.operation 
000006b0:·2e8e·a18d·913e·0000·2d2d·528e·a18d·913e··.....>..--R....> 
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18.7 KB
./usr/share/doc/axiom-doc/src/input/erf.input.dvi
    
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Offset 12, 138 lines modifiedOffset 12, 138 lines modified
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000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7465·7266·2e69·6e70·7574··put..7terf.input000000d0:·7075·7491·0537·7465·7266·2e69·6e70·7574··put..7terf.input
000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·dd02·9af3··..".............000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·dd02·9af3··..".............
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00000100:·6d72·3132·d257·91ff·0556·616c·6465·6b91··mr12.W...Valdek.00000100:·6d72·3132·d257·91ff·0556·616c·6465·6b91··mr12.W...Valdek.
00000110:·03ea·a848·6562·6973·6390·ac72·688e·8e8e··...Hebisc..rh...00000110:·03ea·a848·6562·6973·6390·ac72·688e·8e8e··...Hebisc..rh...
00000120:·8e8e·9f17·888b·8d92·00d7·fb53·4e6f·95ac··...........SNo..00000120:·8e8e·9f17·888b·8d92·00d5·7382·4465·6365··..........s.Dece
00000130:·7276·9365·6d93·6290·538e·6572·9603·eaa8··rv.em.b.S.er....00000130:·6d90·ac72·6290·538e·6572·9603·eaa8·3131··m..rb.S.er....11
00000140:·372c·9332·3032·348e·9f24·0001·8d92·00f1··7,.2024..$......00000140:·2c93·3230·3235·8e9f·2400·018d·9200·f1a1··,.2025..$.......
00000150:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........
00000160:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract 
00000170:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................ 
00000180:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract.
 00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................
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000001d0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?......... 
000001e0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff.. 
000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con.. 
00000200:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........000001c0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....
 000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?..........
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 000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
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 00000250:·00a0·023f·0000·8da0·fde4·0000·9f0c·0000··...?............
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 00000280:·542a·937c·8e9f·1300·008d·913e·0000·f335··T*.|.......>...5
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00000340:·913e·0000·693a·3d69·6e74·6567·7261·7465··.>..i:=integrate 
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 00000330:·2d53·9604·b996·3193·6f66·9334·8ea1·8d91··-S....1.of.4....
 00000340:·3e00·0069·3a3d·696e·7465·6772·6174·6528··>..i:=integrate(
 00000350:·6578·7028·2d61·5e32·2a70·5e32·292c·703d··exp(-a^2*p^2),p=
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000003a0:·6561·7291·04b9·9661·6c6c·8ea1·a18d·913e··ear....all.....> 
000003b0:·0000·2d2d·5396·04b9·9631·936f·6693·3130··..--S....1.of.10 
000003c0:·8ea1·8d91·3e00·0069·6e74·6567·7261·7465··....>..integrate 
000003d0:·2831·2f28·785e·3296·04b9·962b·9361·292c··(1/(x^2....+.a),000003a0:·6172·9104·b996·616c·6c8e·a1a1·8d91·3e00··ar....all.....>.
 000003b0:·002d·2d53·9604·b996·3193·6f66·9331·308e··.--S....1.of.10.
 000003c0:·a18d·913e·0000·696e·7465·6772·6174·6528··...>..integrate(
 000003d0:·312f·2878·5e32·9604·b996·2b93·6129·2c78··1/(x^2....+.a),x
000003e0:·7829·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··x)....>..--R....000003e0:·298e·a18d·913e·0000·2d2d·528e·a18d·913e··)....>..--R....>
000003f0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R 
00000400:·9146·dfca·3291·1c59·842b·2d2d·2d2b·8ea1··.F..2..Y.+---+.. 
00000410:·8d91·3e00·002d·2d52·913d·6c9e·2878·9b09··..>..--R.=l.(x.. 
00000420:·732c·2d96·04b9·9661·295c·7c2d·9361·982b··s,-....a)\|-.a.+ 
00000430:·9332·6193·7891·2a86·462b·2d2b·8ea1·8d91··.2a.x.*.F+-+.... 
00000440:·3e00·002d·2d52·912a·8646·6c6f·6728·2d2d··>..--R.*.Flog(--000003f0:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.
 00000400:·46df·ca32·911c·5984·2b2d·2d2d·2b8e·a18d··F..2..Y.+---+...
 00000410:·913e·0000·2d2d·5291·3d6c·9e28·789b·0973··.>..--R.=l.(x..s
 00000420:·2c2d·9604·b996·6129·5c7c·2d93·6198·2b93··,-....a)\|-.a.+.
 00000430:·3261·9378·912a·8646·2b2d·2b8e·a18d·913e··2a.x.*.F+-+....>
 00000440:·0000·2d2d·5291·2a86·466c·6f67·282d·2d2d··..--R.*.Flog(---
00000450:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000450:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000460:·2d2d·2d29·911c·5984·785c·7c61·8ea1·8d91··---)..Y.x\|a.... 
00000470:·3e00·002d·2d52·9167·f2e4·3291·3d6c·9e61··>..--R.g..2.=l.a00000460:·2d2d·2991·1c59·8478·5c7c·618e·a18d·913e··--)..Y.x\|a....>
 00000470:·0000·2d2d·5291·67f2·e432·913d·6c9e·6174··..--R.g..2.=l.at
00000480:·7461·6e28·2d2d·2d2d·2d29·8ea1·8d91·3e00··tan(-----)....>.00000480:·616e·282d·2d2d·2d2d·298e·a18d·913e·0000··an(-----)....>..
00000490:·002d·2d52·9163·394e·7891·0973·2c2b·9104··.--R.c9Nx..s,+.. 
000004a0:·b996·6191·4b99·6061·8ea1·8d91·3e00·002d··..a.K.`a....>..- 
000004b0:·2d52·910e·2cc2·2831·2991·0973·2c5b·2d2d··-R..,.(1)..s,[--00000490:·2d2d·5291·6339·4e78·9109·732c·2b91·04b9··--R.c9Nx..s,+...
 000004a0:·9661·914b·9960·618e·a18d·913e·0000·2d2d··.a.K.`a....>..--
 000004b0:·5291·0e2c·c228·3129·9109·732c·5b2d·2d2d··R..,.(1)..s,[---
000004c0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000004c0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000004d0:·2d2d·2d2d·2d2d·2d2d·2c2d·2d2d·2d2d·2d2d··--------,-------000004d0:·2d2d·2d2d·2d2d·2d2c·2d2d·2d2d·2d2d·2d2d··-------,--------
000004e0:·2d2d·2d2d·5d8e·a18d·913e·0000·2d2d·5291··----]....>..--R. 
000004f0:·6339·4e2b·2d2d·2d2b·9146·dfca·2b2d·2b8e··c9N+---+.F..+-+. 
00000500:·a18d·913e·0000·2d2d·5291·59c6·2232·5c7c··...>..--R.Y."2\| 
00000510:·2d91·04b9·9661·9146·dfca·5c7c·618e·a18d··-....a.F..\|a... 
00000520:·913e·0000·2d2d·5292·00a5·5f82·5479·7065··.>..--R..._.Type 
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00000540:·4578·7072·6573·7369·6f6e·2849·6e74·6567··Expression(Integ 
00000550:·6572·2929·2c2e·2e2e·298e·a18d·913e·0000··er)),...)....>.. 
00000560:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>.. 
00000570:·2963·6c65·6172·9104·b996·616c·6c8e·a1a1··)clear....all... 
00000580:·8d91·3e00·002d·2d53·9604·b996·3293·6f66··..>..--S....2.of 
00000590:·9331·308e·a18d·913e·0000·696e·7465·6772··.10....>..integr 
000005a0:·6174·6528·2878·5e32·2b32·2a78·2b31·292f··ate((x^2+2*x+1)/ 
000005b0:·2828·782b·3129·5e36·2b31·292c·7829·8ea1··((x+1)^6+1),x).. 
000005c0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..- 
000005d0:·2d52·8ea1·8d91·3e00·002d·2d52·9142·2634··-R....>..--R.B&4000004e0:·2d2d·2d5d·8ea1·8d91·3e00·002d·2d52·9163··---]....>..--R.c
000005e0:·3391·179f·ee32·8ea1·8d91·3e00·002d·2d52··3....2....>..--R 
000005f0:·9125·ccb0·6174·616e·2878·9609·732c·2b9b··.%..atan(x..s,+. 
00000600:·04b9·9633·7893·2b98·3378·982b·9831·298e··...3x.+.3x.+.1). 
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 00000500:·8d91·3e00·002d·2d52·9159·c622·325c·7c2d··..>..--R.Y."2\|-
 00000510:·9104·b996·6191·46df·ca5c·7c61·8ea1·8d91··....a.F..\|a....
 00000520:·3e00·002d·2d52·9200·a55f·8254·7970·653a··>..--R..._.Type:
 00000530:·9104·b996·556e·696f·6e28·4c69·7374·2845··....Union(List(E
 00000540:·7870·7265·7373·696f·6e28·496e·7465·6765··xpression(Intege
 00000550:·7229·292c·2e2e·2e29·8ea1·8d91·3e00·002d··r)),...)....>..-
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./usr/share/doc/axiom-doc/src/input/exit.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 148 lines modifiedOffset 12, 148 lines modified
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00000160:·7839·dc41·6273·7472·6163·748e·9f0f·acd1··x9.Abstract..... 
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 00000170:·9f1e·0000·8d8d·9201·0380·00f3·1b4b·f160··.............K.`
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000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y......... 
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000001f0:·6d62·7831·32de·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten. 
00000200:·7473·8e8e·9f1e·0000·8d8d·9201·0380·00c6··ts..............000001f0:·6278·3132·de43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t
 00000200:·738e·8e9f·1e00·008d·8d92·0103·8000·c632··s..............2
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00000260:·8e91·564c·cb4c·6963·656e·7365·8e9f·15e7··..VL.License.... 
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 00000250:·008d·a0fd·e400·008d·8d91·3e00·00de·318e··..........>...1.
 00000260:·9156·4ccb·4c69·6365·6e73·658e·9f15·e71b··.VL.License.....
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00000340:·7370·6f6f·6c91·04b9·9665·7869·742e·6f75··spool....exit.ou 
00000350:·7470·7574·8ea1·8d91·3e00·0029·7365·7496··tput....>..)set. 
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 000002e0:·6974·686d·7393·4772·6f75·7093·4c69·6d69··ithms.Group.Limi
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 00000320:·2973·6574·9604·b996·6272·6561·6b93·7265··)set....break.re
 00000330:·7375·6d65·8ea4·0b00·008d·913e·0000·2973··sume.......>..)s
 00000340:·706f·6f6c·9104·b996·6578·6974·2e6f·7574··pool....exit.out
 00000350:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set..
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000003c0:·006e·9604·b996·3a3d·9330·8ea1·8d91·3e00··.n....:=.0....>.000003a0:·9661·6c6c·8ea1·a18d·913e·0000·2d2d·5396··.all.....>..--S.
 000003b0:·04b9·9631·936f·6693·368e·a18d·913e·0000··...1.of.6....>..
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 00000420:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1....
 00000430:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of.
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00000450:·9604·b996·4578·6974·933d·3d8e·a18d·9150··....Exit.==....P00000450:·04b9·9645·7869·7493·3d3d·8ea1·8d91·50e6··...Exit.==....P.
00000460:·e658·6672·6565·9104·b996·6e8e·a18d·9150··.Xfree....n....P 
00000470:·e658·6e96·04b9·963a·3d93·6e93·2b93·318e··.Xn....:=.n.+.1.00000460:·5866·7265·6591·04b9·966e·8ea1·8d91·50e6··Xfree....n....P.
 00000470:·586e·9604·b996·3a3d·936e·932b·9331·8ea1··Xn....:=.n.+.1..
00000480:·a18d·9150·e658·6572·726f·7296·04b9·9622··...P.Xerror...."00000480:·8d91·50e6·5865·7272·6f72·9604·b996·224f··..P.Xerror...."O
00000490:·4f68·936e·6f21·228e·a18d·913e·0000·2d2d··Oh.no!"....>..--00000490:·6893·6e6f·2122·8ea1·8d91·3e00·002d·2d52··h.no!"....>..--R
 000004a0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·4675··....>..--R..,.Fu
 000004b0:·6e63·7469·6f6e·9604·b996·6465·636c·6172··nction....declar
 000004c0:·6174·696f·6e93·6761·7370·933a·9328·2993··ation.gasp.:.().
 000004d0:·2d3e·9345·7869·7493·6861·7393·6265·656e··->.Exit.has.been
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 00000540:·6b29·9104·b996·3d3d·8ea1·8d91·4773·2c69··k)....==....Gs,i
 00000550:·6696·04b9·966f·6464·3f93·6b93·7468·656e··f....odd?.k.then
 00000560:·9367·6173·7028·298e·a18d·9147·732c·656c··.gasp()....Gs,el
 00000570:·7365·9604·b996·6b93·7175·6f93·328e·a18d··se....k.quo.2...
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./usr/share/doc/axiom-doc/src/input/exlap.input.dvi
    
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Offset 12, 185 lines modifiedOffset 12, 185 lines modified
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exlimit.input.dvi
    
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 000005c0:·6e69·7479·298e·a18d·913e·0000·2d2d·528e··nity)....>..--R.
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expexpan.input.dvi
    
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Offset 14, 500 lines modifiedOffset 14, 500 lines modified
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00000460:·7728·636f·7328·782a·7929·2c78·9604·b996··w(cos(x*y),x.... 
00000470:·3d93·2d33·2e2e·332c·7993·3d93·2d33·2e2e··=.-3..3,y.=.-3..00000450:·9661·6c6c·8ea1·a18d·913e·0000·6472·6177··.all.....>..draw
 00000460:·2863·6f73·2878·2a79·292c·7896·04b9·963d··(cos(x*y),x....=
 00000470:·932d·332e·2e33·2c79·933d·932d·332e·2e33··.-3..3,y.=.-3..3
00000480:·3329·8e9f·1400·008d·9176·e7cf·df7c·7c7c··3).......v...|||00000480:·298e·9f14·0000·8d91·76e7·cfdf·7c7c·7c2d··).......v...|||-
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 000005c0:·6d31·3732·38f3·2544·d3ed·7400·1147·ae00··m1728.%D..t..G..
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./usr/share/doc/axiom-doc/src/input/expr.input.dvi.gz
76.5 KB
expr.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 571 lines modifiedOffset 12, 571 lines modified
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00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........
00000120:·8b8d·9200·d7fb·534e·6f95·ac72·7693·656d··......SNo..rv.em00000120:·8b8d·9200·d573·8244·6563·656d·90ac·7262··.....s.Decem..rb
00000130:·9362·9053·8e65·7296·03ea·a837·2c93·3230··.b.S.er....7,.2000000130:·9053·8e65·7296·03ea·a831·312c·9332·3032··.S.er....11,.202
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00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx
00000160:·7839·dc41·6273·7472·6163·748e·9f0f·acd1··x9.Abstract..... 
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 00000170:·9f1e·0000·8d8d·9201·0380·00f3·1b4b·f160··.............K.`
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000001d0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...000001c0:·0000·2aa0·0279·0000·8da0·fda3·0000·a002··..*..y..........
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000001f0:·6d62·7831·32de·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten. 
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 00000250:·008d·a0fd·e400·008d·8d91·3e00·00de·318e··..........>...1.
 00000260:·9156·4ccb·4c69·6365·6e73·658e·9f15·e71b··.VL.License.....
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 000003f0:·3e00·002d·2d52·910e·2cc2·2831·2991·0973··>..--R..,.(1)..s
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 00000460:·7065·7261·746f·7293·2762·6172·8ea1·8d91··perator.'bar....
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 00000480:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2832··....>..--R..,.(2
 00000490:·2991·0973·2c62·6172·8ea1·8d91·3e00·002d··)..s,bar....>..-
 000004a0:·2d52·9201·120b·fc54·7970·653a·9104·b996··-R.....Type:....
 000004b0:·4261·7369·634f·7065·7261·746f·728e·a18d··BasicOperator...
 000004c0:·913e·0000·2d2d·4591·04b9·9632·8ea1·a18d··.>..--E....2....
 000004d0:·913e·0000·2d2d·5396·04b9·9633·936f·6693··.>..--S....3.of.
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 00000500:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 00000510:·002d·2d52·910e·2cc2·2833·2991·0973·2c66··.--R..,.(3)..s,f
 00000520:·6f6f·2878·298e·a18d·913e·0000·2d2d·5292··oo(x)....>..--R.
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 00000540:·7265·7373·696f·6e28·496e·7465·6765·7229··ression(Integer)
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 00000560:·a1a1·8d91·3e00·002d·2d53·9604·b996·3493··....>..--S....4.
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./usr/share/doc/axiom-doc/src/input/expr1.input.dvi.gz
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expr1.input.dvi
    
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 000005c0:·5c7c·3793·2993·2d93·7369·6e28·5c7c·3131··\|7.).-.sin(\|11
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./usr/share/doc/axiom-doc/src/input/exprpoly.input.dvi.gz
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exprpoly.input.dvi
    
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Offset 12, 3866 lines modifiedOffset 12, 3866 lines modified
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exsum.input.dvi
    
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farray.input.dvi
    
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000004e0:·5292·00e7·85b6·5479·7065·3a91·04b9·9646··R.....Type:....F 
000004f0:·6c65·7869·626c·6541·7272·6179·2849·6e74··lexibleArray(Int00000400:·a18d·913e·0000·2d2d·5291·0e2c·c228·3129··...>..--R..,.(1)
 00000410:·9109·732c·5b31·2c32·2c33·2c34·2c35·2c36··..s,[1,2,3,4,5,6
 00000420:·5d8e·a18d·913e·0000·2d2d·5292·00c1·b906··]....>..--R.....
 00000430:·5479·7065·3a91·04b9·9646·6c65·7869·626c··Type:....Flexibl
 00000440:·6541·7272·6179·2850·6f73·6974·6976·6549··eArray(PositiveI
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 00000460:·4591·04b9·9631·8ea1·a18d·913e·0000·2d2d··E....1.....>..--
 00000470:·5396·04b9·9632·936f·6693·3136·8ea1·8d91··S....2.of.16....
 00000480:·3e00·0066·9604·b996·3a93·4641·5252·4159··>..f....:.FARRAY
 00000490:·9349·4e54·933a·3d93·6e65·7728·362c·3029··.INT.:=.new(6,0)
 000004a0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 000004b0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..
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 00000520:·b996·3393·6f66·9331·368e·a18d·913e·0000··..3.of.16....>..
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 00000560:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
 00000570:·5291·0e2c·c228·3329·9109·732c·5b31·2c32··R..,.(3)..s,[1,2
 00000580:·2c33·2c34·2c35·2c36·5d8e·a18d·913e·0000··,3,4,5,6]....>..
 00000590:·2d2d·5292·00e7·85b6·5479·7065·3a91·04b9··--R.....Type:...
 000005a0:·9646·6c65·7869·626c·6541·7272·6179·2849··.FlexibleArray(I
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 000005e0:·3e00·0070·6879·7369·6361·6c4c·656e·6774··>..physicalLengt
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Offset 12, 168 lines modifiedOffset 12, 167 lines modified
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000001f0:·6d62·7831·32de·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten. 
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 00000200:·738e·8e9f·1e00·008d·8d92·0103·8000·c632··s..............2
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 00000250:·008d·a0fd·e400·008d·8d91·3e00·00de·318e··..........>...1.
 00000260:·9156·4ccb·4c69·6365·6e73·658e·9f15·e71b··.VL.License.....
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00000480:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R. 
00000490:·2a86·4636·8ea1·8d91·3e00·002d·2d52·910e··*.F6....>..--R.. 
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000004b0:·3f93·2b93·328e·a18d·913e·0000·2d2d·5292··?.+.2....>..--R. 
000004c0:·008d·bf94·5479·7065·3a91·04b9·9653·7061··....Type:....Spa 
000004d0:·7273·6555·6e69·7661·7269·6174·6550·6f6c··rseUnivariatePol 
000004e0:·796e·6f6d·6961·6c28·5072·696d·6546·6965··ynomial(PrimeFie 
000004f0:·6c64·2833·2929·8ea1·8d91·3e00·002d·2d45··ld(3))....>..--E 
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 000003c0:·0070·6696·04b9·963a·3d93·5046·9333·8ea1··.pf....:=.PF.3..
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00000550:·2d2d·528e·a18d·913e·0000·2d2d·5291·2a86··--R....>..--R.*. 
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000005b0:·556e·6976·6172·6961·7465·506f·6c79·6e6f··UnivariatePolyno 
000005c0:·6d69·616c·2850·7269·6d65·4669·656c·6428··mial(PrimeField( 
000005d0:·3329·298e·a18d·913e·0000·2d2d·4591·04b9··3))....>..--E... 
000005e0:·9633·8ea1·a18d·913e·0000·2d2d·5396·04b9··.3.....>..--S... 
000005f0:·9634·936f·6693·378e·a18d·913e·0000·6372··.4.of.7....>..cr 
00000600:·6561·7465·5072·696d·6974·6976·6550·6f6c··eatePrimitivePol 
00000610:·7928·3329·2446·4650·4f4c·5928·7066·298e··y(3)$FFPOLY(pf). 
00000620:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
00000630:·2d2d·528e·a18d·913e·0000·2d2d·5291·2a86··--R....>..--R.*. 
00000640:·4633·8ea1·8d91·3e00·002d·2d52·910e·2cc2··F3....>..--R..,.000003e0:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,.
00000650:·2834·2996·0973·2c3f·932b·9604·b996·323f··(4)..s,?.+....2?000003f0:·2831·2991·0973·2c50·7269·6d65·4669·656c··(1)..s,PrimeFiel
 00000400:·6428·3329·8ea1·8d91·3e00·002d·2d52·9201··d(3)....>..--R..
 00000410:·331f·1654·7970·653a·9104·b996·446f·6d61··3..Type:....Doma
 00000420:·696e·8ea1·8d91·3e00·002d·2d45·9104·b996··in....>..--E....
 00000430:·318e·a1a1·8d91·3e00·002d·2d53·9604·b996··1.....>..--S....
 00000440:·3293·6f66·9337·8ea1·8d91·3e00·0063·7265··2.of.7....>..cre
 00000450:·6174·6549·7272·6564·7563·6962·6c65·506f··ateIrreduciblePo
 00000460:·6c79·2836·2924·4646·504f·4c59·2870·6629··ly(6)$FFPOLY(pf)
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./usr/share/doc/axiom-doc/src/input/ffieldbug.input.dvi.gz
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ffieldbug.input.dvi
    
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00000090:·95f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·95f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
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000000d0:·7075·7491·0537·740e·656c·6462·7567·2e69··put..7t.eldbug.i000000d0:·7075·7491·0537·740e·656c·6462·7567·2e69··put..7t.eldbug.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
000000f0:·babd·5bf3·2758·ab51·0b00·0c00·0000·0c00··..[.'X.Q........000000f0:·babd·5bf3·2758·ab51·0b00·0c00·0000·0c00··..[.'X.Q........
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00000110:·9603·eaa8·4f6e·696f·6e73·2c93·5261·6c66··....Onions,.Ralf00000110:·9603·eaa8·4f6e·696f·6e73·2c93·5261·6c66··....Onions,.Ralf
00000120:·9348·656d·6d65·6398·6b98·658e·8e8e·8e8e··.Hemmec.k.e.....00000120:·9348·656d·6d65·6398·6b98·658e·8e8e·8e8e··.Hemmec.k.e.....
00000130:·9f17·888b·8d92·00d7·fb53·4e6f·95ac·7276··.........SNo..rv00000130:·9f17·888b·8d92·00d5·7382·4465·6365·6d90··........s.Decem.
00000140:·9365·6d93·6290·538e·6572·9603·eaa8·372c··.em.b.S.er....7,00000140:·ac72·6290·538e·6572·9603·eaa8·3131·2c93··.rb.S.er....11,.
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00000160:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........00000160:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c
00000170:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
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 000001e0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.
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 00000260:·023f·0000·8da0·fde4·0000·9f0c·0000·8d91··.?..............
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00000280:·0000·0006·636d·6278·3130·df7c·9603·d554··....cmbx10.|...T 
00000290:·2a93·7c8e·9f13·0000·8d91·3e00·00f3·35df··*.|.......>...5.00000280:·0000·0663·6d62·7831·30df·7c96·03d5·542a··...cmbx10.|...T*
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00000320:·6175·746f·936f·6666·8ea1·8d91·3e00·0029··auto.off....>..)00000320:·7574·6f93·6f66·668e·a18d·913e·0000·2963··uto.off....>..)c
00000330:·636c·6561·7291·04b9·9661·6c6c·8ea1·a18d··clear....all.... 
00000340:·913e·0000·2d2d·5396·04b9·9631·936f·6693··.>..--S....1.of.00000330:·6c65·6172·9104·b996·616c·6c8e·a1a1·8d91··lear....all.....
 00000340:·3e00·002d·2d53·9604·b996·3193·6f66·9332··>..--S....1.of.2
00000350:·3239·8ea1·8d91·3e00·0067·6632·9604·b996··29....>..gf2....00000350:·398e·a18d·913e·0000·6766·3296·04b9·963a··9....>..gf2....:
00000360:·3a3d·9350·7269·6d65·4669·656c·6493·328e··:=.PrimeField.2. 
00000370:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
00000380:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R.., 
00000390:·c228·3129·9109·732c·5072·696d·6546·6965··.(1)..s,PrimeFie00000360:·3d93·5072·696d·6546·6965·6c64·9332·8ea1··=.PrimeField.2..
 00000370:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 00000380:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,.
 00000390:·2831·2991·0973·2c50·7269·6d65·4669·656c··(1)..s,PrimeFiel
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000003b0:·0133·1f16·5479·7065·3a91·04b9·9644·6f6d··.3..Type:....Dom 
000003c0:·6169·6e8e·a18d·913e·0000·2d2d·4591·04b9··ain....>..--E... 
000003d0:·9631·8ea1·a18d·913e·0000·2d2d·5396·04b9··.1.....>..--S... 
000003e0:·9632·936f·6693·3239·8ea1·8d91·3e00·0067··.2.of.29....>..g 
000003f0:·6631·3696·04b9·963a·3d93·4669·6e69·7465··f16....:=.Finite 
00000400:·4669·656c·6445·7874·656e·7369·6f6e·4279··FieldExtensionBy 
00000410:·506f·6c79·6e6f·6d69·616c·2867·6632·2c78··Polynomial(gf2,x000003b0:·331f·1654·7970·653a·9104·b996·446f·6d61··3..Type:....Doma
 000003c0:·696e·8ea1·8d91·3e00·002d·2d45·9104·b996··in....>..--E....
 000003d0:·318e·a1a1·8d91·3e00·002d·2d53·9604·b996··1.....>..--S....
 000003e0:·3293·6f66·9332·398e·a18d·913e·0000·6766··2.of.29....>..gf
 000003f0:·3136·9604·b996·3a3d·9346·696e·6974·6546··16....:=.FiniteF
 00000400:·6965·6c64·4578·7465·6e73·696f·6e42·7950··ieldExtensionByP
 00000410:·6f6c·796e·6f6d·6961·6c28·6766·322c·785e··olynomial(gf2,x^
00000420:·5e34·2b78·2b31·298e·a18d·913e·0000·2d2d··^4+x+1)....>..--00000420:·342b·782b·3129·8ea1·8d91·3e00·002d·2d52··4+x+1)....>..--R
 00000430:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 00000440:·002d·2d52·910e·2cc2·2832·2991·0973·2c46··.--R..,.(2)..s,F
00000430:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....> 
00000440:·0000·2d2d·5291·0e2c·c228·3229·9109·732c··..--R..,.(2)..s, 
00000450:·4669·6e69·7465·4669·656c·6445·7874·656e··FiniteFieldExten 
00000460:·7369·6f6e·4279·506f·6c79·6e6f·6d69·616c··sionByPolynomial 
00000470:·2850·7269·6d65·4669·656c·6428·3229·2c3f··(PrimeField(2),? 
00000480:·5e34·2b3f·2b31·298e·a18d·913e·0000·2d2d··^4+?+1)....>..-- 
00000490:·5292·0133·1f16·5479·7065·3a91·04b9·9644··R..3..Type:....D 
000004a0:·6f6d·6169·6e8e·a18d·913e·0000·2d2d·4591··omain....>..--E. 
000004b0:·04b9·9632·8ea1·a18d·913e·0000·2d2d·5396··...2.....>..--S. 
000004c0:·04b9·9633·936f·6693·3239·8ea1·8d91·3e00··...3.of.29....>. 
000004d0:·0061·3a3d·7072·696d·6974·6976·6545·6c65··.a:=primitiveEle 
000004e0:·6d65·6e74·2829·2467·6631·368e·a18d·913e··ment()$gf16....> 
000004f0:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R. 
00000500:·a18d·913e·0000·2d2d·5291·0e2c·c228·3329··...>..--R..,.(3) 
00000510:·9109·732c·2541·8ea1·8d91·3e00·002d·2d52··..s,%A....>..--R 
00000520:·914b·9960·5479·7065·3a91·04b9·9646·696e··.K.`Type:....Fin 
00000530:·6974·6546·6965·6c64·4578·7465·6e73·696f··iteFieldExtensio00000450:·696e·6974·6546·6965·6c64·4578·7465·6e73··initeFieldExtens
00000540:·6e42·7950·6f6c·796e·6f6d·6961·6c28·5072··nByPolynomial(Pr00000460:·696f·6e42·7950·6f6c·796e·6f6d·6961·6c28··ionByPolynomial(
00000550:·696d·6546·6965·6c64·2832·292c·3f5e·342b··imeField(2),?^4+00000470:·5072·696d·6546·6965·6c64·2832·292c·3f5e··PrimeField(2),?^
00000560:·3f2b·3129·8ea1·8d91·3e00·002d·2d45·9104··?+1)....>..--E..00000480:·342b·3f2b·3129·8ea1·8d91·3e00·002d·2d52··4+?+1)....>..--R
 00000490:·9201·331f·1654·7970·653a·9104·b996·446f··..3..Type:....Do
 000004a0:·6d61·696e·8ea1·8d91·3e00·002d·2d45·9104··main....>..--E..
00000570:·b996·338e·a1a1·8d91·3e00·002d·2d53·9604··..3.....>..--S..000004b0:·b996·328e·a1a1·8d91·3e00·002d·2d53·9604··..2.....>..--S..
00000580:·b996·3493·6f66·9332·398e·a18d·913e·0000··..4.of.29....>..000004c0:·b996·3393·6f66·9332·398e·a18d·913e·0000··..3.of.29....>..
00000590:·703a·504f·4c59·9104·b996·6766·3136·3a3d··p:POLY....gf16:= 
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000005b0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
000005c0:·2d2d·5291·38b3·0833·8ea1·8d91·3e00·002d··--R.8..3....>..- 
000005d0:·2d52·910e·2cc2·2834·2991·0973·2c25·4191··-R..,.(4)..s,%A.000004d0:·613a·3d70·7269·6d69·7469·7665·456c·656d··a:=primitiveElem
 000004e0:·656e·7428·2924·6766·3136·8ea1·8d91·3e00··ent()$gf16....>.
 000004f0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..
 00000500:·8d91·3e00·002d·2d52·910e·2cc2·2833·2991··..>..--R..,.(3).
 00000510:·0973·2c25·418e·a18d·913e·0000·2d2d·5291··.s,%A....>..--R.
 00000520:·4b99·6054·7970·653a·9104·b996·4669·6e69··K.`Type:....Fini
 00000530:·7465·4669·656c·6445·7874·656e·7369·6f6e··teFieldExtension
 00000540:·4279·506f·6c79·6e6f·6d69·616c·2850·7269··ByPolynomial(Pri
 00000550:·6d65·4669·656c·6428·3229·2c3f·5e34·2b3f··meField(2),?^4+?
 00000560:·2b31·298e·a18d·913e·0000·2d2d·4591·04b9··+1)....>..--E...
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00000090:·b4f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·b4f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 100 lines modifiedOffset 12, 100 lines modified
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000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·740b·7261·632e·696e·7075··put..7t.rac.inpu000000d0:·7075·7491·0537·740b·7261·632e·696e·7075··put..7t.rac.inpu
000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00d8·cc36··t.."...........6000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00d8·cc36··t.."...........6
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00000100:·636d·7231·32d2·5468·6596·03ea·a841·7869··cmr12.The....Axi00000100:·636d·7231·32d2·5468·6596·03ea·a841·7869··cmr12.The....Axi
00000110:·6f6d·9354·91ff·0556·6561·6d8e·8e8e·8e8e··om.T...Veam.....00000110:·6f6d·9354·91ff·0556·6561·6d8e·8e8e·8e8e··om.T...Veam.....
00000120:·9f17·888b·8d92·00d7·fb53·4e6f·95ac·7276··.........SNo..rv00000120:·9f17·888b·8d92·00d5·7382·4465·6365·6d90··........s.Decem.
00000130:·9365·6d93·6290·538e·6572·9603·eaa8·372c··.em.b.S.er....7,00000130:·ac72·6290·538e·6572·9603·eaa8·3131·2c93··.rb.S.er....11,.
00000140:·9332·3032·348e·9f24·0001·8d92·00f1·a14b··.2024..$.......K00000140:·3230·3235·8e9f·2400·018d·9200·f1a1·4bf3··2025..$.......K.
00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c
00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract...
 00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................
00000180:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm
00000190:·6d72·3130·c631·8e8e·8e8c·8b00·0000·0200··mr10.1..........00000190:·7231·30c6·318e·8e8e·8c8b·0000·0002·0000··r10.1...........
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·2aa0·0279·0000·8da0·fda3··......*..y...... 
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000001e0:·0000·f333·c2d6·4ea0·000e·6666·000c·0000··...3..N...ff.... 
000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t 
00000200:·656e·9374·738e·8e9f·1e00·008d·8d92·0103··en.ts...........000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......
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 000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te
 00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............
00000210:·8000·c632·8e8e·8e8c·8b00·0000·0300·0000··...2............00000210:·00c6·328e·8e8e·8c8b·0000·0003·0000·0000··..2.............
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0001·9aa0·0279·0000·8da0·fda3·0000··.......y........ 
00000250:·a002·3f00·008d·a0fd·e400·008d·8d91·3e00··..?...........>.00000240:·0000·0199·a002·7900·008d·a0fd·a300·00a0··......y.........
 00000250:·023f·0000·8da0·fde4·0000·8d8d·913e·0000··.?...........>..
00000260:·00de·318e·9156·4ccb·4c69·6365·6e73·658e··..1..VL.License.00000260:·de31·8e91·564c·cb4c·6963·656e·7365·8e9f··.1..VL.License..
00000270:·9f15·e71b·a40c·0000·8d91·76e7·cff3·341a··..........v...4.00000270:·15e7·1ba4·0c00·008d·9176·e7cf·f334·1af2··.........v...4..
00000280:·f222·5600·0a00·0000·0a00·0000·0663·6d62··."V..........cmb00000280:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx
00000290:·7831·30df·7c96·03d5·546c·6963·656e·7365··x10.|...Tlicense00000290:·3130·df7c·9603·d554·6c69·6365·6e73·6593··10.|...Tlicense.
000002a0:·937c·8ea9·115d·a28d·913e·0000·f335·dfa4··.|...]...>...5..000002a0:·7c8e·a911·5da2·8d91·3e00·00f3·35df·a44e··|...]...>...5..N
000002b0:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt000002b0:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt9
000002c0:·39e0·2d2d·436f·7079·7269·6768·7496·04b9··9.--Copyright... 
000002d0:·9654·6865·934e·756d·6572·6963·616c·9341··.The.Numerical.A 
000002e0:·6c67·6f72·6974·686d·7393·4772·6f75·7093··lgorithms.Group.000002c0:·e02d·2d43·6f70·7972·6967·6874·9604·b996··.--Copyright....
 000002d0:·5468·6593·4e75·6d65·7269·6361·6c93·416c··The.Numerical.Al
 000002e0:·676f·7269·7468·6d73·9347·726f·7570·934c··gorithms.Group.L
000002f0:·4c69·6d69·7465·6493·3139·3934·2e8e·9f12··Limited.1994....000002f0:·696d·6974·6564·9331·3939·342e·8e9f·125d··imited.1994....]
 00000300:·a18d·9176·e7cf·df7c·7c7c·2d8e·a1a1·8d91··...v...|||-.....
 00000310:·76e7·cf7c·9603·d554·2a93·7c8e·a68d·913e··v..|...T*.|....>
 00000320:·0000·e05c·6765·7463·6875·6e6b·7b6c·6963··...\getchunk{lic
 00000330:·656e·7365·7d8e·a40b·0000·a18d·913e·0000··ense}........>..
 00000340:·296c·6962·9104·b996·6666·7261·638e·a1a1··)lib....ffrac...
 00000350:·8d91·3e00·0066·3196·04b9·963a·9346·6f72··..>..f1....:.For
00000300:·5da1·8d91·76e7·cfdf·7c7c·7c2d·8ea1·a18d··]...v...|||-.... 
00000310:·9176·e7cf·7c96·03d5·542a·937c·8ea6·8d91··.v..|...T*.|.... 
00000320:·3e00·00e0·5c67·6574·6368·756e·6b7b·6c69··>...\getchunk{li 
00000330:·6365·6e73·657d·8ea4·0b00·00a1·8d91·3e00··cense}........>. 
00000340:·0029·6c69·6291·04b9·9666·6672·6163·8ea1··.)lib....ffrac.. 
00000350:·a18d·913e·0000·6631·9604·b996·3a93·466f··...>..f1....:.Fo 
00000360:·726d·616c·4672·6163·7469·6f6e·9349·6e74··rmalFraction.Int 
00000370:·6567·6572·8ea1·8d91·3e00·0066·3196·04b9··eger....>..f1... 
00000380:·963a·3d93·362f·338e·a1a1·8d91·3e00·002d··.:=.6/3.....>..- 
00000390:·2d91·2113·1a36·8ea1·8d91·3e00·002d·2d91··-.!..6....>..--. 
000003a0:·2113·1a2d·8ea1·8d91·3e00·002d·2d91·2113··!..-....>..--.!. 
000003b0:·1a33·8ea1·a18d·913e·0000·6632·9604·b996··.3.....>..f2.... 
000003c0:·3a3d·9328·332e·362f·322e·3429·2446·6f72··:=.(3.6/2.4)$For 
000003d0:·6d61·6c46·7261·6374·696f·6e93·466c·6f61··malFraction.Floa00000360:·6d61·6c46·7261·6374·696f·6e93·496e·7465··malFraction.Inte
 00000370:·6765·728e·a18d·913e·0000·6631·9604·b996··ger....>..f1....
 00000380:·3a3d·9336·2f33·8ea1·a18d·913e·0000·2d2d··:=.6/3.....>..--
000003e0:·748e·a1a1·8d91·3e00·002d·2d91·2113·1a33··t.....>..--.!..3 
000003f0:·2e36·8ea1·8d91·3e00·002d·2d91·2113·1a2d··.6....>..--.!..- 
00000400:·2d2d·8ea1·8d91·3e00·002d·2d91·2113·1a32··--....>..--.!..2 
00000410:·2e34·8ea1·a18d·913e·0000·6e75·6d65·7291··.4.....>..numer. 
00000420:·04b9·9666·318e·a1a1·8d91·3e00·002d·2d91··...f1.....>..--. 
00000430:·2113·1a36·8ea1·a18d·913e·0000·6465·6e6f··!..6.....>..deno 
00000440:·6d91·04b9·9666·328e·a1a1·8d91·3e00·002d··m....f2.....>..- 
00000450:·2d91·2113·1a32·2e34·8ea1·a18d·913e·0000··-.!..2.4.....>.. 
00000460:·6631·9604·b996·3a3a·9346·5241·4393·494e··f1....::.FRAC.IN 
00000470:·548e·a1a1·8d91·3e00·002d·2d91·2113·1a32··T.....>..--.!..2 
00000480:·8ea1·a18d·913e·0000·2596·04b9·963a·3a93··.....>..%....::. 
00000490:·466f·726d·616c·4672·6163·7469·6f6e·9349··FormalFraction.I 
000004a0:·6e74·6567·6572·8ea1·a18d·913e·0000·2d2d··nteger.....>..-- 
000004b0:·9121·131a·328e·a18d·913e·0000·2d2d·9121··.!..2....>..--.!00000390:·9121·131a·368e·a18d·913e·0000·2d2d·9121··.!..6....>..--.!
000004c0:·131a·2d8e·a18d·913e·0000·2d2d·9121·131a··..-....>..--.!..000003a0:·131a·2d8e·a18d·913e·0000·2d2d·9121·131a··..-....>..--.!..
000004d0:·318e·a1a1·8d91·3e00·0066·3296·04b9·963a··1.....>..f2....:000003b0:·338e·a1a1·8d91·3e00·0066·3296·04b9·963a··3.....>..f2....:
 000003c0:·3d93·2833·2e36·2f32·2e34·2924·466f·726d··=.(3.6/2.4)$Form
 000003d0:·616c·4672·6163·7469·6f6e·9346·6c6f·6174··alFraction.Float
 000003e0:·8ea1·a18d·913e·0000·2d2d·9121·131a·332e··.....>..--.!..3.
 000003f0:·368e·a18d·913e·0000·2d2d·9121·131a·2d2d··6....>..--.!..--
 00000400:·2d8e·a18d·913e·0000·2d2d·9121·131a·322e··-....>..--.!..2.
 00000410:·348e·a1a1·8d91·3e00·006e·756d·6572·9104··4.....>..numer..
 00000420:·b996·6631·8ea1·a18d·913e·0000·2d2d·9121··..f1.....>..--.!
 00000430:·131a·368e·a1a1·8d91·3e00·0064·656e·6f6d··..6.....>..denom
 00000440:·9104·b996·6632·8ea1·a18d·913e·0000·2d2d··....f2.....>..--
 00000450:·9121·131a·322e·348e·a1a1·8d91·3e00·0066··.!..2.4.....>..f
 00000460:·3196·04b9·963a·3a93·4652·4143·9349·4e54··1....::.FRAC.INT
 00000470:·8ea1·a18d·913e·0000·2d2d·9121·131a·328e··.....>..--.!..2.
 00000480:·a1a1·8d91·3e00·0025·9604·b996·3a3a·9346··....>..%....::.F
 00000490:·6f72·6d61·6c46·7261·6374·696f·6e93·496e··ormalFraction.In
 000004a0:·7465·6765·728e·a1a1·8d91·3e00·002d·2d91··teger.....>..--.
 000004b0:·2113·1a32·8ea1·8d91·3e00·002d·2d91·2113··!..2....>..--.!.
 000004c0:·1a2d·8ea1·8d91·3e00·002d·2d91·2113·1a31··.-....>..--.!..1
 000004d0:·8ea1·a18d·913e·0000·6632·9604·b996·3a3a··.....>..f2....::
000004e0:·3a93·466c·6f61·748e·a1a1·8d91·3e00·002d··:.Float.....>..-000004e0:·9346·6c6f·6174·8ea1·a18d·913e·0000·2d2d··.Float.....>..--
000004f0:·2d91·2113·1a31·2e35·8ea1·a18d·913e·0000··-.!..1.5.....>.. 
00000500:·6f75·7470·7574·9604·b996·2245·6e64·936f··output...."End.o 
00000510:·6693·7465·7374·7322·8e8e·9f1e·0000·8d8d··f.tests"........000004f0:·9121·131a·312e·358e·a1a1·8d91·3e00·006f··.!..1.5.....>..o
 00000500:·7574·7075·7496·04b9·9622·456e·6493·6f66··utput...."End.of
 00000510:·9374·6573·7473·228e·8e9f·1e00·008d·8d92··.tests".........
00000520:·9201·0380·00c6·338e·8e8e·8c8b·0000·0004··......3.........00000520:·0103·8000·c633·8e8e·8e8c·8b00·0000·0400··.....3..........
00000530:·0000·0000·0000·0000·0000·0000·0000·0000··................00000530:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000540:·0000·0000·0000·0000·0000·0000·0000·0000··................00000540:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000550:·0000·0000·0000·0218·a002·7900·008d·a0fd··..........y.....00000550:·0000·0000·0002·17a0·0279·0000·8da0·fda3··.........y......
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00000570:·0000·8d91·76e7·cfdf·7c7c·7c2d·8e8e·9f1e··....v...|||-....00000570:·008d·9176·e7cf·df7c·7c7c·2d8e·8e9f·1e00··...v...|||-.....
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000005a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000005a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
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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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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·a0bf··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a0bf··..?.............
00000090:·43f3·26de·9119·c600·1147·ae00·1147·ae00··C.&......G...G..00000090:·43f3·26de·9119·c600·1147·ae00·1147·ae00··C.&......G...G..
Offset 12, 357 lines modifiedOffset 12, 357 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·740b·7837·322e·696e·7075··put..7t.x72.inpu000000d0:·7075·7491·0537·740b·7837·322e·696e·7075··put..7t.x72.inpu
000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............
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·1788··....Daly........00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........
00000120:·8b8d·9200·d7fb·534e·6f95·ac72·7693·656d··......SNo..rv.em00000120:·8b8d·9200·d573·8244·6563·656d·90ac·7262··.....s.Decem..rb
00000130:·9362·9053·8e65·7296·03ea·a837·2c93·3230··.b.S.er....7,.2000000130:·9053·8e65·7296·03ea·a831·312c·9332·3032··.S.er....11,.202
00000140:·3234·8e9f·2400·018d·9200·f1a1·4bf3·3174··24..$.......K.1t00000140:·358e·9f24·0001·8d92·00f1·a14b·f331·740c··5..$.......K.1t.
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./usr/share/doc/axiom-doc/src/input/finitegraph.input.dvi.gz
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finitegraph.input.dvi
    
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Offset 12, 244 lines modifiedOffset 12, 244 lines modified
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00000420:·2d2d·5396·04b9·9632·936f·6693·3133·8ea1··--S....2.of.13.. 
00000430:·8d91·3e00·0070·9604·b996·3a3d·936e·756d··..>..p....:=.num 
00000440:·6572·6963·9325·7069·8ea1·8d91·3e00·002d··eric.%pi....>..- 
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00000480:·9638·3937·3933·3233·3834·3693·3236·3433··.8979323846.2643 
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 00000540:·9633·8ea1·a18d·913e·0000·2d2d·5396·04b9··.3.....>..--S...
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./usr/share/doc/axiom-doc/src/input/float1.input.dvi.gz
82.4 KB
float1.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 616 lines modifiedOffset 12, 616 lines modified
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 000004a0:·8d91·3e00·002d·2d52·910e·2cc2·2833·2991··..>..--R..,.(3).
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./usr/share/doc/axiom-doc/src/input/float2.input.dvi.gz
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float2.input.dvi
    
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00000090:·7ef3·26de·9119·c600·1147·ae00·1147·ae00··~.&......G...G..00000090:·7ef3·26de·9119·c600·1147·ae00·1147·ae00··~.&......G...G..
Offset 12, 195 lines modifiedOffset 12, 195 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7466·6e61·6d65·2e69·6e70··put..7tfname.inp000000d0:·7075·7491·0537·7466·6e61·6d65·2e69·6e70··put..7tfname.inp
000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0··ut.."...........000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0··ut.."...........
000000f0:·cff3·2758·ab51·0b00·0c00·0000·0c00·0000··..'X.Q..........000000f0:·cff3·2758·ab51·0b00·0c00·0000·0c00·0000··..'X.Q..........
00000100:·0563·6d72·3132·d254·696d·6f74·6890·ac72··.cmr12.Timoth..r00000100:·0563·6d72·3132·d254·696d·6f74·6890·ac72··.cmr12.Timoth..r
00000110:·7991·03ea·a844·616c·798e·8e8e·8e8e·9f17··y....Daly.......00000110:·7991·03ea·a844·616c·798e·8e8e·8e8e·9f17··y....Daly.......
00000120:·888b·8d92·00d7·fb53·4e6f·95ac·7276·9365··.......SNo..rv.e00000120:·888b·8d92·00d5·7382·4465·6365·6d90·ac72··......s.Decem..r
00000130:·6d93·6290·538e·6572·9603·eaa8·372c·9332··m.b.S.er....7,.200000130:·6290·538e·6572·9603·eaa8·3131·2c93·3230··b.S.er....11,.20
00000140:·3032·348e·9f24·0001·8d92·00f1·a14b·f331··024..$.......K.100000140:·3235·8e9f·2400·018d·9200·f1a1·4bf3·3174··25..$.......K.1t
00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb
00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract.... 
00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·1b4b··...............K00000160:·7839·dc41·6273·7472·6163·748e·9f0f·acd1··x9.Abstract.....
 00000170:·8e9f·1e00·008d·8d92·0103·8000·f31b·4bf1··..............K.
00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr00000180:·6079·000a·0000·000a·0000·0005·636d·7231··`y..........cmr1
00000190:·3130·c631·8e8e·8e8c·8b00·0000·0200·0000··10.1............00000190:·30c6·318e·8e8e·8c8b·0000·0002·0000·0000··0.1.............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·2aa0·0279·0000·8da0·fda3·0000··....*..y........ 
000001d0:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..000001c0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y.........
 000001d0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...
000001e0:·f333·c2d6·4ea0·000e·6666·000c·0000·0006··.3..N...ff......000001e0:·33c2·d64e·a000·0e66·6600·0c00·0000·0663··3..N...ff......c
000001f0:·636d·6278·3132·de43·6f6e·958c·cc74·656e··cmbx12.Con...ten 
00000200:·9374·738e·8e9f·1e00·008d·8d92·0103·8000··.ts.............000001f0:·6d62·7831·32de·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten.
 00000200:·7473·8e8e·9f1e·0000·8d8d·9201·0380·00c6··ts..............
00000210:·c632·8e8e·8e8c·8b00·0000·0300·0000·0000··.2..............00000210:·328e·8e8e·8c8b·0000·0003·0000·0000·0000··2...............
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000250:·3f00·008d·a0fd·e400·008d·8d91·3e00·00de··?...........>... 
00000260:·318e·9156·4ccb·4c69·6365·6e73·658e·9f15··1..VL.License...00000240:·0197·a002·7900·008d·a0fd·a300·00a0·023f··....y..........?
 00000250:·0000·8da0·fde4·0000·8d8d·913e·0000·de31··...........>...1
 00000260:·8e91·564c·cb4c·6963·656e·7365·8e9f·15e7··..VL.License....
00000270:·e71b·a40c·0000·8d91·76e7·cff3·341a·f222··........v...4.."00000270:·1ba4·0c00·008d·9176·e7cf·f334·1af2·2256··.......v...4.."V
00000280:·5600·0a00·0000·0a00·0000·0663·6d62·7831··V..........cmbx100000280:·000a·0000·000a·0000·0006·636d·6278·3130··..........cmbx10
00000290:·30df·7c96·03d5·546c·6963·656e·7365·937c··0.|...Tlicense.| 
000002a0:·8ea9·115d·a28d·913e·0000·f335·dfa4·4e00··...]...>...5..N.00000290:·df7c·9603·d554·6c69·6365·6e73·6593·7c8e··.|...Tlicense.|.
 000002a0:·a911·5da2·8d91·3e00·00f3·35df·a44e·0000··..]...>...5..N..
000002b0:·0009·0000·0009·0000·0005·636d·7474·39e0··..........cmtt9.000002b0:·0900·0000·0900·0000·0563·6d74·7439·e02d··.........cmtt9.-
000002c0:·2d2d·436f·7079·7269·6768·7496·04b9·9654··--Copyright....T 
000002d0:·6865·934e·756d·6572·6963·616c·9341·6c67··he.Numerical.Alg 
000002e0:·6f72·6974·686d·7393·4772·6f75·7093·4c69··orithms.Group.Li000002c0:·2d43·6f70·7972·6967·6874·9604·b996·5468··-Copyright....Th
 000002d0:·6593·4e75·6d65·7269·6361·6c93·416c·676f··e.Numerical.Algo
 000002e0:·7269·7468·6d73·9347·726f·7570·934c·696d··rithms.Group.Lim
000002f0:·6d69·7465·6493·3139·3931·2e8e·9f12·5da1··mited.1991....].000002f0:·6974·6564·9331·3939·312e·8e9f·125d·a18d··ited.1991....]..
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00000310:·e7cf·7c96·03d5·542a·937c·8ea6·8d91·3e00··..|...T*.|....>. 
00000320:·00e0·2973·6574·9604·b996·6272·6561·6b93··..)set....break. 
00000330:·7265·7375·6d65·8ea4·0b00·008d·913e·0000··resume.......>.. 
00000340:·2973·706f·6f6c·9104·b996·666e·616d·652e··)spool....fname. 
00000350:·6f75·7470·7574·8ea1·8d91·3e00·0029·7365··output....>..)se 
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 00000310:·cf7c·9603·d554·2a93·7c8e·a68d·913e·0000··.|...T*.|....>..
 00000320:·e029·7365·7496·04b9·9662·7265·616b·9372··.)set....break.r
 00000330:·6573·756d·658e·a40b·0000·8d91·3e00·0029··esume.......>..)
 00000340:·7370·6f6f·6c91·04b9·9666·6e61·6d65·2e6f··spool....fname.o
 00000350:·7574·7075·748e·a18d·913e·0000·2973·6574··utput....>..)set
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 00000370:·936f·6e8e·a18d·913e·0000·2973·6574·9604··.on....>..)set..
 00000380:·b996·6d65·7373·6167·6593·6175·746f·936f··..message.auto.o
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000003c0:·2f74·6d70·2f72·6561·646f·8ea1·8d91·3e00··/tmp/reado....>. 
000003d0:·0029·7379·7374·656d·9604·b996·6368·6d6f··.)system....chmo 
000003e0:·6493·2b72·2c2d·7793·2f74·6d70·2f72·6561··d.+r,-w./tmp/rea000003b0:·7973·7465·6d96·04b9·9674·6f75·6368·932f··ystem....touch./
 000003c0:·746d·702f·7265·6164·6f8e·a18d·913e·0000··tmp/reado....>..
 000003d0:·2973·7973·7465·6d96·04b9·9663·686d·6f64··)system....chmod
 000003e0:·932b·722c·2d77·932f·746d·702f·7265·6164··.+r,-w./tmp/read
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00000410:·7269·746f·8ea1·8d91·3e00·0029·7379·7374··rito....>..)syst 
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00000430:·7293·2f74·6d70·2f77·7269·746f·8ea1·a18d··r./tmp/writo.... 
00000440:·913e·0000·2d2d·5396·04b9·9631·936f·6693··.>..--S....1.of.00000400:·04b9·9674·6f75·6368·932f·746d·702f·7772··...touch./tmp/wr
 00000410:·6974·6f8e·a18d·913e·0000·2973·7973·7465··ito....>..)syste
 00000420:·6d96·04b9·9663·686d·6f64·932b·772c·2d72··m....chmod.+w,-r
 00000430:·932f·746d·702f·7772·6974·6f8e·a1a1·8d91··./tmp/writo.....
 00000440:·3e00·002d·2d53·9604·b996·3193·6f66·9339··>..--S....1.of.9
00000450:·398e·a18d·913e·0000·6e75·6c6c·6f3a·9604··9....>..nullo:..00000450:·8ea1·8d91·3e00·006e·756c·6c6f·3a96·04b9··....>..nullo:...
 00000460:·9646·4e41·4d45·933a·3d93·6e65·7728·2222··.FNAME.:=.new(""
 00000470:·2c93·226e·756c·6c6f·222c·9322·7822·298e··,."nullo",."x").
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00000470:·222c·9322·6e75·6c6c·6f22·2c93·2278·2229··",."nullo",."x") 
00000480:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>. 
00000490:·002d·2d52·8ea1·8d91·3e00·002d·2d49·910e··.--R....>..--I.. 
000004a0:·2cc2·2831·2991·0973·2c22·6e75·6c6c·6f31··,.(1)..s,"nullo1 
000004b0:·3430·362e·7822·8ea1·8d91·3e00·002d·2d52··406.x"....>..--R 
000004c0:·9201·29ab·ea54·7970·653a·9104·b996·4669··..)..Type:....Fi 
000004d0:·6c65·4e61·6d65·8ea1·8d91·3e00·002d·2d45··leName....>..--E 
000004e0:·9104·b996·318e·a1a1·8d91·3e00·002d·2d53··....1.....>..--S 
000004f0:·9604·b996·3293·6f66·9339·8ea1·8d91·3e00··....2.of.9....>. 
00000500:·0072·6561·646f·3a96·04b9·9646·4e41·4d45··.reado:....FNAME 
00000510:·933a·3d93·6669·6c65·6e61·6d65·2822·2f74··.:=.filename("/t 
00000520:·6d70·222c·9322·7265·6164·6f22·2c93·2222··mp",."reado",."" 
00000530:·298e·a18d·913e·0000·2d2d·528e·a18d·913e··)....>..--R....>00000480:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
00000540:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.00000490:·2d2d·528e·a18d·913e·0000·2d2d·4991·0e2c··--R....>..--I..,
00000550:·0e2c·c228·3229·9109·732c·222f·746d·702f··.,.(2)..s,"/tmp/ 
00000560:·7265·6164·6f22·8ea1·8d91·3e00·002d·2d52··reado"....>..--R 
00000570:·9201·29ab·ea54·7970·653a·9104·b996·4669··..)..Type:....Fi 
00000580:·6c65·4e61·6d65·8ea1·8d91·3e00·002d·2d45··leName....>..--E 
00000590:·9104·b996·328e·a1a1·8d91·3e00·002d·2d53··....2.....>..--S 
000005a0:·9604·b996·3393·6f66·9339·8ea1·8d91·3e00··....3.of.9....>. 
000005b0:·0077·7269·746f·3a96·04b9·9646·4e41·4d45··.writo:....FNAME 
000005c0:·933a·3d93·222f·746d·702f·7772·6974·6f22··.:=."/tmp/writo"000004a0:·c228·3129·9109·732c·226e·756c·6c6f·3134··.(1)..s,"nullo14
 000004b0:·3036·2e78·228e·a18d·913e·0000·2d2d·5292··06.x"....>..--R.
 000004c0:·0129·abea·5479·7065·3a91·04b9·9646·696c··.)..Type:....Fil
 000004d0:·654e·616d·658e·a18d·913e·0000·2d2d·4591··eName....>..--E.
 000004e0:·04b9·9631·8ea1·a18d·913e·0000·2d2d·5396··...1.....>..--S.
 000004f0:·04b9·9632·936f·6693·398e·a18d·913e·0000··...2.of.9....>..
 00000500:·7265·6164·6f3a·9604·b996·464e·414d·4593··reado:....FNAME.
 00000510:·3a3d·9366·696c·656e·616d·6528·222f·746d··:=.filename("/tm
 00000520:·7022·2c93·2272·6561·646f·222c·9322·2229··p",."reado",."")
000005d0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.00000530:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
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./usr/share/doc/axiom-doc/src/input/fname1.input.dvi.gz
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fname1.input.dvi
    
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00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
00000020:·3131·2e30·373a·3133·3039·8b00·0000·0100··11.07:1309......00000020:·3132·2e31·313a·3233·3130·8b00·0000·0100··12.11:2310......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header
00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·987f··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·987f··..?.............
00000090:·1bf3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·1bf3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 262 lines modifiedOffset 12, 262 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7466·6e61·6d65·312e·696e··put..7tfname1.in000000d0:·7075·7491·0537·7466·6e61·6d65·312e·696e··put..7tfname1.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........
000000f0:·b0cf·f327·58ab·510b·000c·0000·000c·0000··...'X.Q.........000000f0:·b0cf·f327·58ab·510b·000c·0000·000c·0000··...'X.Q.........
00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..
00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......
00000120:·1788·8b8d·9200·d7fb·534e·6f95·ac72·7693··........SNo..rv.00000120:·1788·8b8d·9200·d573·8244·6563·656d·90ac··.......s.Decem..
00000130:·656d·9362·9053·8e65·7296·03ea·a837·2c93··em.b.S.er....7,.00000130:·7262·9053·8e65·7296·03ea·a831·312c·9332··rb.S.er....11,.2
00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.00000140:·3032·358e·9f24·0001·8d92·00f1·a14b·f331··025..$.......K.1
00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract... 
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
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./usr/share/doc/axiom-doc/src/input/fnla.input.dvi
    
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Offset 12, 160 lines modifiedOffset 12, 160 lines modified
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 00000450:·0000·2d2d·5396·04b9·9632·936f·6693·378e··..--S....2.of.7.
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 000004f0:·8d91·3e00·0078·3a66·6e6c·9604·b996·3a3d··..>..x:fnl....:=
 00000500:·9367·656e·6572·6174·6f72·2831·298e·a18d··.generator(1)...
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 00000520:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.(
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 00000560:·6565·4e69·6c70·6f74·656e·744c·6965·2834··eeNilpotentLie(4
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./usr/share/doc/axiom-doc/src/input/fns.input.dvi.gz
106 KB
fns.input.dvi
    
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Offset 12, 787 lines modifiedOffset 12, 787 lines modified
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fparfrac.input.dvi
    
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 000003c0:·008d·913e·0000·c654·6869·7396·0355·550c··...>...This..UU.
 000003d0:·6c65·9364·656d·6f6e·7374·7261·7465·7393··le.demonstrates.
 000003e0:·7468·6593·6661·6374·6f72·2d66·7265·6593··the.factor-free.
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 00000400:·5555·746f·9366·756c·6c93·7061·7274·6961··UUto.full.partia
 00000410:·6c93·6672·6163·7469·6f6e·732e·8ea1·8d91··l.fractions.....
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 00000430:·d1a4·0b00·008d·913e·0000·e02d·2d53·9604··.......>...--S..
 00000440:·b996·3193·6f66·9331·388e·a18d·913e·0000··..1.of.18....>..
 00000450:·5196·04b9·963a·3d93·4652·4143·9349·4e54··Q....:=.FRAC.INT
000003c0:·0000·8d91·3e00·00c6·5468·6973·9603·5555··....>...This..UU 
000003d0:·0c6c·6593·6465·6d6f·6e73·7472·6174·6573··.le.demonstrates 
000003e0:·9374·6865·9366·6163·746f·722d·6672·6565··.the.factor-free 
000003f0:·9363·6f6e·95b8·e376·9365·7273·696f·6e96··.con...v.ersion. 
00000400:·0355·5574·6f93·6675·6c6c·9370·6172·7469··.UUto.full.parti 
00000410:·616c·9366·7261·6374·696f·6e73·2e8e·a18d··al.fractions.... 
00000420:·9176·e7cf·df7c·9603·d554·2a93·7c8e·9f12··.v...|...T*.|... 
00000430:·aed1·a40b·0000·8d91·3e00·00e0·2d2d·5396··........>...--S. 
00000440:·04b9·9631·936f·6693·3138·8ea1·8d91·3e00··...1.of.18....>. 
00000450:·0051·9604·b996·3a3d·9346·5241·4393·494e··.Q....:=.FRAC.IN 
00000460:·548e·a18d·913e·0000·2d2d·528e·a18d·913e··T....>..--R....> 
00000470:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R. 
00000480:·0e2c·c228·3129·9109·732c·4672·6163·7469··.,.(1)..s,Fracti 
00000490:·6f6e·2849·6e74·6567·6572·298e·a18d·913e··on(Integer)....> 
000004a0:·0000·2d2d·5292·0133·1f16·5479·7065·3a91··..--R..3..Type:. 
000004b0:·04b9·9644·6f6d·6169·6e8e·a18d·913e·0000··...Domain....>.. 
000004c0:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>.. 
000004d0:·2d2d·5396·04b9·9632·936f·6693·3138·8ea1··--S....2.of.18.. 
000004e0:·8d91·3e00·0050·7896·04b9·963a·3d93·5550··..>..Px....:=.UP 
000004f0:·2878·2c93·5129·8ea1·8d91·3e00·002d·2d52··(x,.Q)....>..--R 
00000500:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.00000460:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
00000510:·002d·2d52·910e·2cc2·2832·2991·0973·2c55··.--R..,.(2)..s,U 
00000520:·6e69·7661·7269·6174·6550·6f6c·796e·6f6d··nivariatePolynom 
00000530:·6961·6c28·782c·4672·6163·7469·6f6e·2849··ial(x,Fraction(I 
00000540:·6e74·6567·6572·2929·8ea1·8d91·3e00·002d··nteger))....>..- 
00000550:·2d52·9201·331f·1654·7970·653a·9104·b996··-R..3..Type:.... 
00000560:·446f·6d61·696e·8ea1·8d91·3e00·002d·2d45··Domain....>..--E 
00000570:·9104·b996·328e·a1a1·8d91·3e00·002d·2d53··....2.....>..--S 
00000580:·9604·b996·3393·6f66·9331·388e·a18d·913e··....3.of.18....> 
00000590:·0000·4678·9604·b996·3a3d·9346·5241·4393··..Fx....:=.FRAC. 
000005a0:·5078·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··Px....>..--R.... 
000005b0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R00000470:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..
000005c0:·910e·2cc2·2833·2991·0973·2c46·7261·6374··..,.(3)..s,Fract00000480:·2cc2·2831·2991·0973·2c46·7261·6374·696f··,.(1)..s,Fractio
000005d0:·696f·6e28·556e·6976·6172·6961·7465·506f··ion(UnivariatePo 
000005e0:·6c79·6e6f·6d69·616c·2878·2c46·7261·6374··lynomial(x,Fract 
000005f0:·696f·6e28·496e·7465·6765·7229·2929·8ea1··ion(Integer)))..00000490:·6e28·496e·7465·6765·7229·8ea1·8d91·3e00··n(Integer)....>.
 000004a0:·002d·2d52·9201·331f·1654·7970·653a·9104··.--R..3..Type:..
 000004b0:·b996·446f·6d61·696e·8ea1·8d91·3e00·002d··..Domain....>..-
 000004c0:·2d45·9104·b996·318e·a1a1·8d91·3e00·002d··-E....1.....>..-
 000004d0:·2d53·9604·b996·3293·6f66·9331·388e·a18d··-S....2.of.18...
 000004e0:·913e·0000·5078·9604·b996·3a3d·9355·5028··.>..Px....:=.UP(
 000004f0:·782c·9351·298e·a18d·913e·0000·2d2d·528e··x,.Q)....>..--R.
 00000500:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 00000510:·2d2d·5291·0e2c·c228·3229·9109·732c·556e··--R..,.(2)..s,Un
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Offset 12, 594 lines modifiedOffset 12, 594 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
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000000d0:·7075·7491·0537·7466·7061·7266·7263·2e69··put..7tfparfrc.i000000d0:·7075·7491·0537·7466·7061·7266·7263·2e69··put..7tfparfrc.i
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000005d0:·756c·6c50·6172·7469·616c·4672·6163·7469··ullPartialFracti000003d0:·4652·4143·9355·5028·782c·9346·5241·4393··FRAC.UP(x,.FRAC.
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./usr/share/doc/axiom-doc/src/input/fr.input.dvi.gz
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fr.input.dvi
    
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Offset 12, 1053 lines modifiedOffset 12, 1053 lines modified
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00000420:·8d91·3e00·0066·9604·b996·3a3d·9366·6163··..>..f....:=.fac 
00000430:·746f·7228·3732·3029·8ea1·8d91·3e00·002d··tor(720)....>..- 
00000440:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R.... 
00000450:·3e00·002d·2d52·912a·8646·3491·04b9·9632··>..--R.*.F4....2 
00000460:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2832··....>..--R..,.(2 
00000470:·2991·0973·2c32·9604·b996·3393·358e·a18d··)..s,2....3.5... 
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 000003f0:·3a91·04b9·9656·6f69·648e·a18d·913e·0000··:....Void....>..
 00000400:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>..
 00000410:·2d2d·5396·04b9·9632·936f·6693·368e·a18d··--S....2.of.6...
 00000420:·913e·0000·6696·04b9·963a·3d93·6661·6374··.>..f....:=.fact
 00000430:·6f72·2837·3230·298e·a18d·913e·0000·2d2d··or(720)....>..--
 00000440:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
 00000450:·0000·2d2d·5291·2a86·4634·9104·b996·328e··..--R.*.F4....2.
 00000460:·a18d·913e·0000·2d2d·5291·0e2c·c228·3229··...>..--R..,.(2)
 00000470:·9109·732c·3296·04b9·9633·9335·8ea1·8d91··..s,2....3.5....
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000004a0:·7465·6765·7229·8ea1·8d91·3e00·002d·2d45··teger)....>..--E 
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000004c0:·9604·b996·3393·6f66·9336·8ea1·8d91·3e00··....3.of.6....>. 
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 000004b0:·04b9·9632·8ea1·a18d·913e·0000·2d2d·5396··...2.....>..--S.
 000004c0:·04b9·9633·936f·6693·368e·a18d·913e·0000··...3.of.6....>..
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 000004f0:·5291·0e2c·c243·6f6d·7069·6c69·6e67·9604··R..,.Compiling..
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 00000510:·6593·7769·7468·9374·7970·6593·496e·7465··e.with.type.Inte
 00000520:·6765·7293·2d3e·9349·6e74·6567·6572·8ea1··ger.->.Integer..
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 00000550:·3e00·002d·2d52·910e·2cc2·2833·2991·0973··>..--R..,.(3)..s
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./usr/share/doc/axiom-doc/src/input/frac.input.dvi
    
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Offset 12, 241 lines modifiedOffset 12, 240 lines modified
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Offset 13, 413 lines modifiedOffset 13, 413 lines modified
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./usr/share/doc/axiom-doc/src/input/fresnel.input.dvi.gz
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fresnel.input.dvi
    
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Offset 12, 682 lines modifiedOffset 12, 682 lines modified
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./usr/share/doc/axiom-doc/src/input/galois.input.dvi.gz
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galois.input.dvi
    
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Offset 12, 712 lines modifiedOffset 12, 712 lines modified
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 000004a0:·792d·7829·2c79·298e·a18d·913e·0000·2d2d··y-x),y)....>..--
 000004b0:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
 000004c0:·0000·2d2d·5291·0e2c·c228·3229·8ea1·8d91··..--R..,.(2)....
 000004d0:·3e00·002d·2d52·961c·5984·3235·9332·3196··>..--R..Y.25.21.
 000004e0:·25cc·b031·3791·2a86·4631·3593·3133·9133··%..17.*.F15.13.3
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 00000500:·2d2d·5291·179f·ee78·960e·2cc2·2d9b·04b9··--R....x..,.-...
 00000510:·9635·3078·932d·9832·3337·3578·932b·9839··.50x.-.2375x.+.9
 00000520:·3030·3030·7893·2d98·3530·3030·7893·2b98··0000x.-.5000x.+.
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 00000560:·9138·b308·358e·a18d·913e·0000·2d2d·5291··.8..5....>..--R.
 00000570:·179f·ee31·3830·3030·3030·3078·9109·732c··...18000000x..s,
 00000580:·2b91·04b9·9636·3430·3030·3030·3078·8ea1··+....64000000x..
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 000005e0:·8d91·3e00·0071·3196·04b9·963a·3d93·6578··..>..q1....:=.ex
 000005f0:·7175·6f28·712c·9378·5e35·298e·a18d·913e··quo(q,.x^5)....>
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000000d0:·7075·7491·0537·7467·6172·7931·2e69·6e70··put..7tgary1.inp000000d0:·7075·7491·0537·7467·6172·7931·2e69·6e70··put..7tgary1.inp
000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·d8cc··ut.."...........000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·d8cc··ut.."...........
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00000100:·0563·6d72·3132·d254·6865·9603·eaa8·4178··.cmr12.The....Ax00000100:·0563·6d72·3132·d254·6865·9603·eaa8·4178··.cmr12.The....Ax
00000110:·696f·6d93·5491·ff05·5665·616d·8e8e·8e8e··iom.T...Veam....00000110:·696f·6d93·5491·ff05·5665·616d·8e8e·8e8e··iom.T...Veam....
00000120:·8e9f·1788·8b8d·9200·d7fb·534e·6f95·ac72··..........SNo..r00000120:·8e9f·1788·8b8d·9200·d573·8244·6563·656d··.........s.Decem
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00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........
00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
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000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con... 
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Offset 12, 244 lines modifiedOffset 12, 244 lines modified
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./usr/share/doc/axiom-doc/src/input/genups.input.dvi.gz
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genups.input.dvi
    
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Offset 12, 1253 lines modifiedOffset 12, 1252 lines modified
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./usr/share/doc/axiom-doc/src/input/gnarly1.input.dvi
    
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Offset 12, 64 lines modifiedOffset 12, 64 lines modified
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000001f0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con. 
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 00000300:·7369·6e28·7529·2f28·312b·7369·6e28·7429··sin(u)/(1+sin(t)
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 00000390:·8da0·fde4·0000·8d91·3e00·00de·5265·6665··........>...Refe
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35.7 KB
./usr/share/doc/axiom-doc/src/input/graphics.input.dvi.gz
35.6 KB
graphics.input.dvi
    
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Offset 12, 263 lines modifiedOffset 12, 263 lines modified
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000000d0:·7075·7491·0537·7467·7261·7068·6963·732e··put..7tgraphics.000000d0:·7075·7491·0537·7467·7261·7068·6963·732e··put..7tgraphics.
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 00000380:·2a93·7369·6e28·312f·7829·2c93·7893·3d93··*.sin(1/x),.x.=.
 00000390:·2d31·2e2e·3129·8ea1·8d91·3e00·0041·6c6c··-1..1)....>..All
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groeb.input.dvi
    
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Offset 12, 1055 lines modifiedOffset 12, 1055 lines modified
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000000d0:·7075·7491·0537·7467·726f·9073·8e65·622e··put..7tgro.s.eb.000000d0:·7075·7491·0537·7467·726f·9073·8e65·622e··put..7tgro.s.eb.
000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........
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00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....
00000120:·8e9f·1788·8b8d·9200·d7fb·534e·6f95·ac72··..........SNo..r00000120:·8e9f·1788·8b8d·9200·d573·8244·6563·656d··.........s.Decem
00000130:·7693·656d·9362·9053·8e65·7296·03ea·a837··v.em.b.S.er....700000130:·90ac·7262·9053·8e65·7296·03ea·a831·312c··..rb.S.er....11,
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00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........
00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract..
 00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................
00000180:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........00000180:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c
00000190:·636d·7231·30c6·318e·8e8e·8c8b·0000·0002··cmr10.1.........00000190:·6d72·3130·c631·8e8e·8e8c·8b00·0000·0200··mr10.1..........
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000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?.......... 
000001e0:·3e00·00f3·33c2·d64e·a000·0e66·6600·0c00··>...3..N...ff... 
000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con... 
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 000002a0:·7439·e029·7365·7496·04b9·9662·7265·616b··t9.)set....break
 000002b0:·9372·6573·756d·658e·a40b·0000·8d91·3e00··.resume.......>.
 000002c0:·0029·7379·7396·04b9·9672·6d93·2d66·9367··.)sys....rm.-f.g
000002a0:·7474·39e0·2973·6574·9604·b996·6272·6561··tt9.)set....brea 
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000002c0:·0000·2973·7973·9604·b996·726d·932d·6693··..)sys....rm.-f. 
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00000310:·7465·7374·936f·6e8e·a18d·913e·0000·2973··test.on....>..)s 
00000320:·6574·9604·b996·6d65·7373·6167·6593·6175··et....message.au000002e0:·0000·2973·706f·6f6c·9104·b996·6772·6f65··..)spool....groe
 000002f0:·622e·6f75·7470·7574·8ea1·8d91·3e00·0029··b.output....>..)
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 00000320:·7496·04b9·966d·6573·7361·6765·9361·7574··t....message.aut
00000330:·746f·936f·6666·8ea1·8d91·3e00·0029·636c··to.off....>..)cl00000330:·6f93·6f66·668e·a18d·913e·0000·2963·6c65··o.off....>..)cle
00000340:·6561·7291·04b9·9661·6c6c·8ea1·a18d·913e··ear....all.....> 
00000350:·0000·2d2d·5396·04b9·9631·936f·6693·3132··..--S....1.of.12 
00000360:·8ea1·8d91·3e00·0073·313a·444d·5028·5b77··....>..s1:DMP([w 
00000370:·2c70·2c7a·2c74·2c73·2c62·5d2c·4652·4143··,p,z,t,s,b],FRAC 
00000380:·2849·4e54·2929·3a3d·9604·b996·3435·2a70··(INT)):=....45*p00000340:·6172·9104·b996·616c·6c8e·a1a1·8d91·3e00··ar....all.....>.
 00000350:·002d·2d53·9604·b996·3193·6f66·9331·328e··.--S....1.of.12.
 00000360:·a18d·913e·0000·7331·3a44·4d50·285b·772c··...>..s1:DMP([w,
 00000370:·702c·7a2c·742c·732c·625d·2c46·5241·4328··p,z,t,s,b],FRAC(
 00000380:·494e·5429·293a·3d96·04b9·9634·352a·7093··INT)):=....45*p.
 00000390:·2b93·3335·2a73·932d·9331·3635·2a62·932d··+.35*s.-.165*b.-
 000003a0:·9333·368e·a18d·913e·0000·2d2d·528e·a18d··.36....>..--R...
 000003b0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
 000003c0:·5291·0e2c·c228·3129·9109·732c·3435·7096··R..,.(1)..s,45p.
00000390:·932b·9333·352a·7393·2d93·3136·352a·6293··.+.35*s.-.165*b.000003d0:·04b9·962b·9333·3573·932d·9331·3635·6293··...+.35s.-.165b.
000003a0:·2d93·3336·8ea1·8d91·3e00·002d·2d52·8ea1··-.36....>..--R..000003e0:·2d93·3336·8ea1·8d91·3e00·002d·2d52·9117··-.36....>..--R..
000003b0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..- 
000003c0:·2d52·910e·2cc2·2831·2991·0973·2c34·3570··-R..,.(1)..s,45p 
000003d0:·9604·b996·2b93·3335·7393·2d93·3136·3562··....+.35s.-.165b 
000003e0:·932d·9333·368e·a18d·913e·0000·2d2d·5291··.-.36....>..--R. 
000003f0:·179f·ee54·7970·653a·9104·b996·4469·7374··...Type:....Dist 
00000400:·7269·6275·7465·644d·756c·7469·7661·7269··ributedMultivari 
00000410:·6174·6550·6f6c·796e·6f6d·6961·6c28·5b77··atePolynomial([w000003f0:·9fee·5479·7065·3a91·04b9·9644·6973·7472··..Type:....Distr
 00000400:·6962·7574·6564·4d75·6c74·6976·6172·6961··ibutedMultivaria
 00000410:·7465·506f·6c79·6e6f·6d69·616c·285b·772c··tePolynomial([w,
 00000420:·702c·7a2c·742c·732c·625d·2c46·7261·6374··p,z,t,s,b],Fract
 00000430:·696f·6e28·496e·7465·6765·7229·298e·a18d··ion(Integer))...
 00000440:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1....
 00000450:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of.
 00000460:·3132·8ea1·8d91·3e00·0073·323a·444d·5028··12....>..s2:DMP(
00000420:·2c70·2c7a·2c74·2c73·2c62·5d2c·4672·6163··,p,z,t,s,b],Frac00000470:·5b77·2c70·2c7a·2c74·2c73·2c62·5d2c·4652··[w,p,z,t,s,b],FR
00000430:·7469·6f6e·2849·6e74·6567·6572·2929·8ea1··tion(Integer)).. 
00000440:·8d91·3e00·002d·2d45·9104·b996·318e·a1a1··..>..--E....1... 
00000450:·8d91·3e00·002d·2d53·9604·b996·3293·6f66··..>..--S....2.of 
00000460:·9331·328e·a18d·913e·0000·7332·3a44·4d50··.12....>..s2:DMP00000480:·4143·2849·4e54·2929·3a3d·9604·b996·3335··AC(INT)):=....35
 00000490:·2a70·932b·9334·302a·7a93·2b93·3235·2a74··*p.+.40*z.+.25*t
 000004a0:·932d·9332·372a·738e·a18d·913e·0000·2d2d··.-.27*s....>..--
 000004b0:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
 000004c0:·0000·2d2d·5291·0e2c·c228·3229·9109·732c··..--R..,.(2)..s,
 000004d0:·3335·7096·04b9·962b·9334·307a·932b·9332··35p....+.40z.+.2
 000004e0:·3574·932d·9332·3773·8ea1·8d91·3e00·002d··5t.-.27s....>..-
 000004f0:·2d52·9117·9fee·5479·7065·3a91·04b9·9644··-R....Type:....D
 00000500:·6973·7472·6962·7574·6564·4d75·6c74·6976··istributedMultiv
 00000510:·6172·6961·7465·506f·6c79·6e6f·6d69·616c··ariatePolynomial
00000470:·285b·772c·702c·7a2c·742c·732c·625d·2c46··([w,p,z,t,s,b],F00000520:·285b·772c·702c·7a2c·742c·732c·625d·2c46··([w,p,z,t,s,b],F
 00000530:·7261·6374·696f·6e28·496e·7465·6765·7229··raction(Integer)
 00000540:·298e·a18d·913e·0000·2d2d·4591·04b9·9632··)....>..--E....2
 00000550:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9633··.....>..--S....3
 00000560:·936f·6693·3132·8ea1·8d91·3e00·0073·333a··.of.12....>..s3:
00000480:·5241·4328·494e·5429·293a·3d96·04b9·9633··RAC(INT)):=....3 
00000490:·352a·7093·2b93·3430·2a7a·932b·9332·352a··5*p.+.40*z.+.25* 
000004a0:·7493·2d93·3237·2a73·8ea1·8d91·3e00·002d··t.-.27*s....>..- 
000004b0:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R.... 
000004c0:·3e00·002d·2d52·910e·2cc2·2832·2991·0973··>..--R..,.(2)..s 
000004d0:·2c33·3570·9604·b996·2b93·3430·7a93·2b93··,35p....+.40z.+. 
000004e0:·3235·7493·2d93·3237·738e·a18d·913e·0000··25t.-.27s....>.. 
000004f0:·2d2d·5291·179f·ee54·7970·653a·9104·b996··--R....Type:.... 
00000500:·4469·7374·7269·6275·7465·644d·756c·7469··DistributedMulti 
00000510:·7661·7269·6174·6550·6f6c·796e·6f6d·6961··variatePolynomia 
00000520:·6c28·5b77·2c70·2c7a·2c74·2c73·2c62·5d2c··l([w,p,z,t,s,b], 
00000530:·4672·6163·7469·6f6e·2849·6e74·6567·6572··Fraction(Integer 
00000540:·2929·8ea1·8d91·3e00·002d·2d45·9104·b996··))....>..--E.... 
00000550:·328e·a1a1·8d91·3e00·002d·2d53·9604·b996··2.....>..--S.... 
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./usr/share/doc/axiom-doc/src/input/groeb2.input.dvi.gz
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groeb2.input.dvi
    
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00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
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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·9200·9a4d··..?............M00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9a4d··..?............M
00000090:·53f3·26de·9119·c600·1147·ae00·1147·ae00··S.&......G...G..00000090:·53f3·26de·9119·c600·1147·ae00·1147·ae00··S.&......G...G..
Offset 12, 877 lines modifiedOffset 12, 877 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7467·726f·9073·8e65·6232··put..7tgro.s.eb2000000d0:·7075·7491·0537·7467·726f·9073·8e65·6232··put..7tgro.s.eb2
000000e0:·2e69·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d··.input..".......000000e0:·2e69·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d··.input..".......
000000f0:·9200·da12·13f3·2758·ab51·0b00·0c00·0000··......'X.Q......000000f0:·9200·da12·13f3·2758·ab51·0b00·0c00·0000··......'X.Q......
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./usr/share/doc/axiom-doc/src/input/groebner.input.dvi.gz
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groebner.input.dvi
    
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000001e0:·008d·913e·0000·f333·c2d6·4ea0·000e·6666··...>...3..N...ff 
000001f0:·000c·0000·0006·636d·6278·3132·de43·6f6e··......cmbx12.Con 
00000200:·958c·cc74·656e·9374·738e·8e9f·1e00·008d··...ten.ts.......000001d0:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........
 000001e0:·8d91·3e00·00f3·33c2·d64e·a000·0e66·6600··..>...3..N...ff.
 000001f0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con.
 00000200:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........
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00000270:·0000·0005·636d·7474·39df·4265·726e·6491··....cmtt9.Bernd. 
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 00000270:·0000·0563·6d74·7439·df42·6572·6e64·9104··...cmtt9.Bernd..
 00000280:·b996·5374·7572·6d66·656c·738e·a40b·0000··..Sturmfels.....
 00000290:·8d91·3e00·005c·7665·7262·7c6d·6174·682e··..>..\verb|math.
 000002a0:·6265·726b·656c·6579·2e65·6475·2f7e·6265··berkeley.edu/~be
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000002c0:·04b9·9647·6175·7373·6961·6e93·456c·696d··...Gaussian.Elim 
000002d0:·696e·6174·696f·6e8e·a18d·913e·0000·6571··ination....>..eq000002c0:·b996·4761·7573·7369·616e·9345·6c69·6d69··..Gaussian.Elimi
 000002d0:·6e61·7469·6f6e·8ea1·8d91·3e00·0065·7131··nation....>..eq1
 000002e0:·3a3d·9604·b996·322a·7893·2b93·332a·7993··:=....2*x.+.3*y.
 000002f0:·2b93·342a·7a93·2d93·358e·a18d·913e·0000··+.4*z.-.5....>..
000002e0:·313a·3d96·04b9·9632·2a78·932b·9333·2a79··1:=....2*x.+.3*y00000300:·6571·323a·3d96·04b9·9633·2a78·932b·9334··eq2:=....3*x.+.4
000002f0:·932b·9334·2a7a·932d·9335·8ea1·8d91·3e00··.+.4*z.-.5....>.00000310:·2a79·932b·9335·2a7a·932d·9332·8ea1·8d91··*y.+.5*z.-.2....
 00000320:·3e00·002d·2d91·04b9·9678·2d7a·2b31·348e··>..--....x-z+14.
00000300:·0065·7132·3a3d·9604·b996·332a·7893·2b93··.eq2:=....3*x.+. 
00000310:·342a·7993·2b93·352a·7a93·2d93·328e·a18d··4*y.+.5*z.-.2... 
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00000350:·9645·7563·6c69·6465·616e·9341·6c67·6f72··.Euclidean.Algor 
00000360:·6974·686d·8ea1·8d91·3e00·0065·7133·3a3d··ithm....>..eq3:= 
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000003b0:·9335·2a78·5e33·932b·9335·2a78·5e32·932d··.5*x^3.+.5*x^2.- 
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000003d0:·7133·2c65·7134·2996·04b9·962d·2d93·785e··q3,eq4)....--.x^ 
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000003f0:·3e00·002d·2d96·04b9·9653·696d·706c·6578··>..--....Simplex 
00000400:·9341·6c67·6f72·6974·686d·8ea1·8d91·3e00··.Algorithm....>. 
00000410:·002d·2d96·04b9·964d·696e·696d·697a·6593··.--....Minimize. 
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00000470:·8d91·3e00·002d·2d96·04b9·9628·6d69·6e69··..>..--....(mini 
00000480:·6d69·7a65·936e·756d·6265·7293·6f66·9363··mize.number.of.c 
00000490:·6f69·6e73·9375·7365·6429·8ea1·8d91·3e00··oins.used)....>. 
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000004b0:·6f8e·a18d·913e·0000·2d2d·9109·732c·503e··o....>..--..s,P> 
000004c0:·302c·9604·b996·4e3e·302c·9344·3e30·2c93··0,....N>0,.D>0,. 
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000004f0:·3130·4493·2b32·3551·933d·9331·3137·8ea1··10D.+25Q.=.117.. 
00000500:·8d91·3e00·002d·2d96·04b9·9673·6f6c·7574··..>..--....solut 
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00000520:·04b9·9628·502c·4e2c·442c·5129·933d·9328··...(P,N,D,Q).=.( 
00000530:·302c·302c·302c·342e·3638·2993·2831·3137··0,0,0,4.68).(117 
00000540:·2f32·3593·3d3d·9334·2e36·3829·8ea1·a18d··/25.==.4.68).... 
00000550:·913e·0000·2d2d·9604·b996·5265·7175·6972··.>..--....Requir 
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00000570:·776e·7393·6265·936e·6f6e·2d6e·6567·6174··wns.be.non-negat 
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000005a0:·5129·933d·9328·322c·312c·312c·3429·8ea1··Q).=.(2,1,1,4).. 
000005b0:·a18d·913e·0000·2d2d·9604·b996·5265·7072··...>..--....Repr00000330:·a18d·913e·0000·2d2d·9104·b996·792b·7a2d··...>..--....y+z-
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00000600:·6e5e·6293·2a93·645e·6393·2a93·715e·6493··n^b.*.d^c.*.q^d. 
00000610:·696e·9374·6865·9376·6172·6961·626c·6573··in.the.variables 
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00000630:·2d96·04b9·9665·2e67·2e32·9370·656e·6e69··-....e.g.2.penni 
00000640:·6573·9361·6e64·9334·9364·696d·6573·9369··es.and.4.dimes.i 
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00000680:·933d·937b·705e·352d·6e2c·9370·5e31·302d··.=.{p^5-n,.p^10- 
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000006b0:·656e·6e69·6573·933d·9331·936e·6963·6b65··ennies.=.1.nicke 
000006c0:·6c2c·8ea1·8d91·3e00·002d·2d91·1c59·8431··l,....>..--..Y.1 
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Offset 12, 89 lines modifiedOffset 12, 89 lines modified
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 00000170:·8e9f·1e00·008d·8d92·0103·8000·f31b·4bf1··..............K.
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000001f0:·636d·6278·3132·de43·6f6e·958c·cc74·656e··cmbx12.Con...ten 
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 00000260:·8e91·564c·cb4c·6963·656e·7365·8e9f·15e7··..VL.License....
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000004b0:·0000·296c·6973·7091·04b9·9628·6279·6529··..)lisp....(bye) 
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guess.input.dvi
    
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Offset 12, 58 lines modifiedOffset 12, 58 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
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000000d0:·7075·7491·0537·7468·656c·6978·2e69·6e70··put..7thelix.inp000000d0:·7075·7491·0537·7468·656c·6978·2e69·6e70··put..7thelix.inp
000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·d8cc··ut.."...........000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·d8cc··ut.."...........
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00000100:·0563·6d72·3132·d254·6865·9603·eaa8·4178··.cmr12.The....Ax00000100:·0563·6d72·3132·d254·6865·9603·eaa8·4178··.cmr12.The....Ax
00000110:·696f·6d93·5491·ff05·5665·616d·8e8e·8e8e··iom.T...Veam....00000110:·696f·6d93·5491·ff05·5665·616d·8e8e·8e8e··iom.T...Veam....
00000120:·8e9f·1788·8b8d·9200·d7fb·534e·6f95·ac72··..........SNo..r00000120:·8e9f·1788·8b8d·9200·d573·8244·6563·656d··.........s.Decem
00000130:·7693·656d·9362·9053·8e65·7296·03ea·a837··v.em.b.S.er....700000130:·90ac·7262·9053·8e65·7296·03ea·a831·312c··..rb.S.er....11,
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00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........
00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract..
 00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................
00000180:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........00000180:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c
00000190:·636d·7231·30c6·318e·8e8e·8c8b·0000·0002··cmr10.1.........00000190:·6d72·3130·c631·8e8e·8e8c·8b00·0000·0200··mr10.1..........
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....000001c0:·0000·0000·0000·2aa0·0279·0000·8da0·fda3··......*..y......
000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?.......... 
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000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con... 
00000200:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........000001d0:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........>
 000001e0:·0000·f333·c2d6·4ea0·000e·6666·000c·0000··...3..N...ff....
 000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t
 00000200:·656e·9374·738e·8e9f·1e00·008d·8d92·0103··en.ts...........
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00000250:·00a0·023f·0000·8da0·fde4·0000·9f0c·0000··...?............00000240:·0000·0001·9aa0·0279·0000·8da0·fda3·0000··.......y........
 00000250:·a002·3f00·008d·a0fd·e400·009f·0c00·008d··..?.............
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00000270:·0a00·0000·0663·6d62·7831·30df·7c96·03d5··.....cmbx10.|... 
00000280:·542a·937c·8e9f·1300·008d·913e·0000·f335··T*.|.......>...500000270:·0000·0006·636d·6278·3130·df7c·9603·d554··....cmbx10.|...T
 00000280:·2a93·7c8e·9f13·0000·8d91·3e00·00f3·35df··*.|.......>...5.
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000002a0:·7474·39e0·6472·6177·2863·7572·7665·2834··tt9.draw(curve(4 
000002b0:·2a63·6f73·2874·292c·342a·7369·6e28·7429··*cos(t),4*sin(t) 
000002c0:·2c74·292c·7496·04b9·963d·932d·3130·2e2e··,t),t....=.-10..000002a0:·7439·e064·7261·7728·6375·7276·6528·342a··t9.draw(curve(4*
 000002b0:·636f·7328·7429·2c34·2a73·696e·2874·292c··cos(t),4*sin(t),
 000002c0:·7429·2c74·9604·b996·3d93·2d31·302e·2e31··t),t....=.-10..1
000002d0:·3130·298e·9f14·0000·8d91·76e7·cfdf·7c7c··10).......v...||000002d0:·3029·8e9f·1400·008d·9176·e7cf·df7c·7c7c··0).......v...|||
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00000320:·0219·a002·7900·008d·a0fd·a300·00a0·023f··....y..........? 
00000330:·0000·8da0·fde4·0000·8d91·3e00·00de·5265··..........>...Re 
00000340:·6665·7265·6e63·6573·8e9f·15e7·1b8d·8d8d··ferences........ 
00000350:·9143·0001·c65b·315d·8e8e·9152·8e3c·6e6f··.C...[1]...R.<no00000320:·18a0·0279·0000·8da0·fda3·0000·a002·3f00··...y..........?.
 00000330:·008d·a0fd·e400·008d·913e·0000·de52·6566··.........>...Ref
 00000340:·6572·656e·6365·738e·9f15·e71b·8d8d·8d91··erences.........
 00000350:·4300·01c6·5b31·5d8e·8e91·528e·3c6e·6f74··C...[1]...R.<not
00000360:·7468·696e·678e·8e9f·1e00·008d·8d92·0103··thing...........00000360:·6869·6e67·8e8e·9f1e·0000·8d8d·9201·0380··hing............
00000370:·8000·348e·8e8e·8cf8·0000·02f5·0183·92c0··..4.............00000370:·0034·8e8e·8e8c·f800·0002·f401·8392·c01c··.4..............
00000380:·1c3b·0000·0000·03e8·0279·0000·01ce·0000··.;.......y......00000380:·3b00·0000·0003·e802·7900·0001·ce00·0000··;.......y.......
00000390:·0007·0004·f335·dfa4·4e00·0009·0000·0009··.....5..N.......00000390:·0700·04f3·35df·a44e·0000·0900·0000·0900··....5..N........
000003a0:·0000·0005·636d·7474·39f3·341a·f222·5600··....cmtt9.4.."V.000003a0:·0000·0563·6d74·7439·f334·1af2·2256·000a··...cmtt9.4.."V..
000003b0:·0a00·0000·0a00·0000·0663·6d62·7831·30f3··.........cmbx10.000003b0:·0000·000a·0000·0006·636d·6278·3130·f333··........cmbx10.3
000003c0:·33c2·d64e·a000·0e66·6600·0c00·0000·0663··3..N...ff......c000003c0:·c2d6·4ea0·000e·6666·000c·0000·0006·636d··..N...ff......cm
000003d0:·6d62·7831·32f3·3174·0c89·3a00·0900·0000··mbx12.1t..:..... 
000003e0:·0900·0000·0563·6d62·7839·f327·58ab·510b··.....cmbx9.'X.Q.000003d0:·6278·3132·f331·740c·893a·0009·0000·0009··bx12.1t..:......
 000003e0:·0000·0005·636d·6278·39f3·2758·ab51·0b00··....cmbx9.'X.Q..
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 00000420:·0011·47ae·0005·636d·7231·37f3·1b4b·f160··..G...cmr17..K.`
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12.8 KB
./usr/share/doc/axiom-doc/src/input/help.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a2e7··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a2e7··..?.............
00000090:·6ef3·26de·9119·c600·1147·ae00·1147·ae00··n.&......G...G..00000090:·6ef3·26de·9119·c600·1147·ae00·1147·ae00··n.&......G...G..
Offset 12, 94 lines modifiedOffset 12, 94 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7468·656c·702e·696e·7075··put..7thelp.inpu000000d0:·7075·7491·0537·7468·656c·702e·696e·7075··put..7thelp.inpu
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·1788··....Daly........00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........
00000120:·8b8d·9200·d7fb·534e·6f95·ac72·7693·656d··......SNo..rv.em00000120:·8b8d·9200·d573·8244·6563·656d·90ac·7262··.....s.Decem..rb
00000130:·9362·9053·8e65·7296·03ea·a837·2c93·3230··.b.S.er....7,.2000000130:·9053·8e65·7296·03ea·a831·312c·9332·3032··.S.er....11,.202
00000140:·3234·8e9f·2400·018d·9200·f1a1·4bf3·3174··24..$.......K.1t00000140:·358e·9f24·0001·8d92·00f1·a14b·f331·740c··5..$.......K.1t.
00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx
00000160:·7839·dc41·6273·7472·6163·748e·9f0f·acd1··x9.Abstract..... 
00000170:·8e9f·1e00·008d·8d92·0103·8000·f31b·4bf1··..............K.00000160:·39dc·4162·7374·7261·6374·8e9f·0fac·d18e··9.Abstract......
 00000170:·9f1e·0000·8d8d·9201·0380·00f3·1b4b·f160··.............K.`
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000001f0:·6d62·7831·32de·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten. 
00000200:·7473·8e8e·9f1e·0000·8d8d·9201·0380·00c6··ts..............000001f0:·6278·3132·de43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t
 00000200:·738e·8e9f·1e00·008d·8d92·0103·8000·c632··s..............2
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00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000240:·0197·a002·7900·008d·a0fd·a300·00a0·023f··....y..........? 
00000250:·0000·8da0·fde4·0000·8d8d·913e·0000·de31··...........>...1 
00000260:·8e91·564c·cb4c·6963·656e·7365·8e9f·15e7··..VL.License.... 
00000270:·1ba4·0c00·008d·9176·e7cf·f334·1af2·2256··.......v...4.."V00000240:·96a0·0279·0000·8da0·fda3·0000·a002·3f00··...y..........?.
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 00000260:·9156·4ccb·4c69·6365·6e73·658e·9f15·e71b··.VL.License.....
 00000270:·a40c·0000·8d91·76e7·cff3·341a·f222·5600··......v...4.."V.
00000280:·000a·0000·000a·0000·0006·636d·6278·3130··..........cmbx1000000280:·0a00·0000·0a00·0000·0663·6d62·7831·30df··.........cmbx10.
00000290:·df7c·9603·d554·6c69·6365·6e73·6593·7c8e··.|...Tlicense.|.00000290:·7c96·03d5·546c·6963·656e·7365·937c·8ea9··|...Tlicense.|..
000002a0:·a913·0000·8d91·3e00·00f3·35df·a44e·0000··......>...5..N..000002a0:·1300·008d·913e·0000·f335·dfa4·4e00·0009··.....>...5..N...
000002b0:·0900·0000·0900·0000·0563·6d74·7439·e02d··.........cmtt9.-000002b0:·0000·0009·0000·0005·636d·7474·39e0·2d2d··........cmtt9.--
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000003b0:·04b9·9631·936f·6693·3239·8ea1·8d91·3e00··...1.of.29....>.000003b0:·b996·3193·6f66·9332·398e·a18d·913e·0000··..1.of.29....>..
 000003c0:·296c·6962·9104·b996·2454·4553·545f·4158··)lib....$TEST_AX
 000003d0:·494f·4d58·4c2f·6865·726d·8ea1·8d91·3e00··IOMXL/herm....>.
000003c0:·0029·6c69·6291·04b9·9624·5445·5354·5f41··.)lib....$TEST_A 
000003d0:·5849·4f4d·584c·2f68·6572·6d8e·a18d·913e··XIOMXL/herm....> 
000003e0:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R. 
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00000420:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>.. 
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00000550:·2d2d·5244·616c·7991·04b9·9642·7567·8ea1··--RDaly....Bug.. 
00000560:·8d91·3e00·002d·2d52·910e·2cc2·4361·6e6e··..>..--R..,.Cann 
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./usr/share/doc/axiom-doc/src/input/heugcd.input.dvi
    
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Offset 13, 147 lines modifiedOffset 13, 147 lines modified
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 00000230:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........
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00000090:·fbf3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·fbf3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 516 lines modifiedOffset 12, 515 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7468·908c·7179·7090·738e··put..7th..qyp.s.000000d0:·7075·7491·0537·7468·908c·7179·7090·738e··put..7th..qyp.s.
000000e0:·6572·656c·6c2e·696e·7075·748e·9f22·faff··erell.input.."..000000e0:·6572·656c·6c2e·696e·7075·748e·9f22·faff··erell.input.."..
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00000100:·000c·0000·000c·0000·0005·636d·7231·32d2··..........cmr12.00000100:·000c·0000·000c·0000·0005·636d·7231·32d2··..........cmr12.
00000110:·5469·6d6f·7468·90ac·7279·9103·eaa8·4461··Timoth..ry....Da00000110:·5469·6d6f·7468·90ac·7279·9103·eaa8·4461··Timoth..ry....Da
00000120:·6c79·8e8e·8e8e·8e9f·1788·8b8d·9200·d7fb··ly..............00000120:·6c79·8e8e·8e8e·8e9f·1788·8b8d·9200·d573··ly.............s
00000130:·534e·6f95·ac72·7693·656d·9362·9053·8e65··SNo..rv.em.b.S.e 
00000140:·7296·03ea·a837·2c93·3230·3234·8e9f·2400··r....7,.2024..$. 
00000150:·018d·9200·f1a1·4bf3·3174·0c89·3a00·0900··......K.1t..:... 
00000160:·0000·0900·0000·0563·6d62·7839·dc41·6273··.......cmbx9.Abs 
00000170:·7472·6163·748e·9f0f·acd1·8e9f·1e00·008d··tract........... 
00000180:·8d92·0103·8000·f31b·4bf1·6079·000a·0000··........K.`y....00000130:·8244·6563·656d·90ac·7262·9053·8e65·7296··.Decem..rb.S.er.
 00000140:·03ea·a831·312c·9332·3032·358e·9f24·0001··...11,.2025..$..
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 00000170:·7261·6374·8e9f·0fac·d18e·9f1e·0000·8d8d··ract............
 00000180:·9201·0380·00f3·1b4b·f160·7900·0a00·0000··.......K.`y.....
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000001c0:·0000·0000·0000·0000·0000·0000·002a·a002··.............*..000001c0:·0000·0000·0000·0000·0000·0000·2aa0·0279··............*..y
000001d0:·7900·008d·a0fd·a300·00a0·023f·0000·8da0··y..........?.... 
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000001f0:·0e66·6600·0c00·0000·0663·6d62·7831·32de··.ff......cmbx12. 
00000200:·436f·6e95·8ccc·7465·6e93·7473·8e8e·9f1e··Con...ten.ts.... 
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 000001e0:·e400·008d·913e·0000·f333·c2d6·4ea0·000e··.....>...3..N...
 000001f0:·6666·000c·0000·0006·636d·6278·3132·de43··ff......cmbx12.C
 00000200:·6f6e·958c·cc74·656e·9374·738e·8e9f·1e00··on...ten.ts.....
 00000210:·008d·8d92·0103·8000·c632·8e8e·8e8c·8b00··.........2......
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00000240:·0000·0000·0000·0000·0000·01a1·a002·7900··..............y.00000240:·0000·0000·0000·0000·0001·a0a0·0279·0000··.............y..
00000250:·008d·a0fd·a300·00a0·023f·0000·8da0·fde4··.........?......00000250:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?.......
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00000270:·5600·0a00·0000·0a00·0000·0663·6d62·7831··V..........cmbx100000270:·000a·0000·000a·0000·0006·636d·6278·3130··..........cmbx10
00000280:·30df·7c96·03d5·542a·937c·8e9f·1300·008d··0.|...T*.|...... 
00000290:·913e·0000·f335·dfa4·4e00·0009·0000·0009··.>...5..N....... 
000002a0:·0000·0005·636d·7474·39e0·2973·6574·9604··....cmtt9.)set.. 
000002b0:·b996·6272·6561·6b93·7265·7375·6d65·8ea4··..break.resume.. 
000002c0:·0b00·008d·913e·0000·2973·7973·9604·b996··.....>..)sys.... 
000002d0:·726d·932d·6693·6879·7065·7265·6c6c·2e6f··rm.-f.hyperell.o 
000002e0:·7574·7075·748e·a18d·913e·0000·2973·706f··utput....>..)spo 
000002f0:·6f6c·9104·b996·6879·7065·7265·6c6c·2e6f··ol....hyperell.o 
00000300:·7574·7075·748e·a18d·913e·0000·2973·6574··utput....>..)set 
00000310:·9604·b996·6d65·7373·6167·6593·6175·746f··....message.auto00000280:·df7c·9603·d554·2a93·7c8e·9f13·0000·8d91··.|...T*.|.......
 00000290:·3e00·00f3·35df·a44e·0000·0900·0000·0900··>...5..N........
 000002a0:·0000·0563·6d74·7439·e029·7365·7496·04b9··...cmtt9.)set...
 000002b0:·9662·7265·616b·9372·6573·756d·658e·a40b··.break.resume...
 000002c0:·0000·8d91·3e00·0029·7379·7396·04b9·9672··....>..)sys....r
 000002d0:·6d93·2d66·9368·7970·6572·656c·6c2e·6f75··m.-f.hyperell.ou
 000002e0:·7470·7574·8ea1·8d91·3e00·0029·7370·6f6f··tput....>..)spoo
 000002f0:·6c91·04b9·9668·7970·6572·656c·6c2e·6f75··l....hyperell.ou
 00000300:·7470·7574·8ea1·8d91·3e00·0029·7365·7496··tput....>..)set.
 00000310:·04b9·966d·6573·7361·6765·9361·7574·6f93··...message.auto.
00000320:·936f·6666·8ea1·8d91·3e00·0029·636c·6561··.off....>..)clea00000320:·6f66·668e·a18d·913e·0000·2963·6c65·6172··off....>..)clear
00000330:·7291·04b9·9661·6c6c·8ea1·a18d·913e·0000··r....all.....>.. 
00000340:·2d2d·5396·04b9·9631·936f·6693·3236·8ea1··--S....1.of.26.. 
00000350:·8d91·3e00·0070·3a3d·9104·b996·6e65·7874··..>..p:=....next 
00000360:·5072·696d·6528·325e·3230·298e·a18d·913e··Prime(2^20)....> 
00000370:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R. 
00000380:·a18d·913e·0000·2d2d·5291·0e2c·c228·3129··...>..--R..,.(1) 
00000390:·9109·732c·3130·3438·3538·338e·a18d·913e··..s,1048583....> 
000003a0:·0000·2d2d·5292·0108·98d0·5479·7065·3a91··..--R.....Type:. 
000003b0:·04b9·9650·6f73·6974·6976·6549·6e74·6567··...PositiveInteg 
000003c0:·6572·8ea1·8d91·3e00·002d·2d45·9104·b996··er....>..--E.... 
000003d0:·318e·a1a1·8d91·3e00·002d·2d53·9604·b996··1.....>..--S.... 
000003e0:·3293·6f66·9332·368e·a18d·913e·0000·4b3a··2.of.26....>..K: 
000003f0:·3d50·4691·04b9·9670·8ea1·8d91·3e00·002d··=PF....p....>..-00000330:·9104·b996·616c·6c8e·a1a1·8d91·3e00·002d··....all.....>..-
 00000340:·2d53·9604·b996·3193·6f66·9332·368e·a18d··-S....1.of.26...
 00000350:·913e·0000·703a·3d91·04b9·966e·6578·7450··.>..p:=....nextP
 00000360:·7269·6d65·2832·5e32·3029·8ea1·8d91·3e00··rime(2^20)....>.
00000400:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....00000370:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..
00000410:·3e00·002d·2d52·910e·2cc2·2832·2991·0973··>..--R..,.(2)..s00000380:·8d91·3e00·002d·2d52·910e·2cc2·2831·2991··..>..--R..,.(1).
 00000390:·0973·2c31·3034·3835·3833·8ea1·8d91·3e00··.s,1048583....>.
 000003a0:·002d·2d52·9201·0898·d054·7970·653a·9104··.--R.....Type:..
 000003b0:·b996·506f·7369·7469·7665·496e·7465·6765··..PositiveIntege
 000003c0:·728e·a18d·913e·0000·2d2d·4591·04b9·9631··r....>..--E....1
 000003d0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9632··.....>..--S....2
 000003e0:·936f·6693·3236·8ea1·8d91·3e00·004b·3a3d··.of.26....>..K:=
 000003f0:·5046·9104·b996·708e·a18d·913e·0000·2d2d··PF....p....>..--
 00000400:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
 00000410:·0000·2d2d·5291·0e2c·c228·3229·9109·732c··..--R..,.(2)..s,
 00000420:·5072·696d·6546·6965·6c64·2831·3034·3835··PrimeField(10485
 00000430:·3833·298e·a18d·913e·0000·2d2d·5292·0133··83)....>..--R..3
 00000440:·1f16·5479·7065·3a91·04b9·9644·6f6d·6169··..Type:....Domai
 00000450:·6e8e·a18d·913e·0000·2d2d·4591·04b9·9632··n....>..--E....2
 00000460:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9633··.....>..--S....3
 00000470:·936f·6693·3236·8ea1·8d91·3e00·0052·3a3d··.of.26....>..R:=
 00000480:·444d·5028·5b78·2c79·2c7a·5d2c·4b29·8ea1··DMP([x,y,z],K)..
 00000490:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 000004a0:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,.
 000004b0:·2833·2991·0973·2c44·6973·7472·6962·7574··(3)..s,Distribut
 000004c0:·6564·4d75·6c74·6976·6172·6961·7465·506f··edMultivariatePo
 000004d0:·6c79·6e6f·6d69·616c·285b·782c·792c·7a5d··lynomial([x,y,z]
00000420:·2c50·7269·6d65·4669·656c·6428·3130·3438··,PrimeField(1048000004e0:·2c50·7269·6d65·4669·656c·6428·3130·3438··,PrimeField(1048
00000430:·3538·3329·8ea1·8d91·3e00·002d·2d52·9201··583)....>..--R..000004f0:·3538·3329·298e·a18d·913e·0000·2d2d·5292··583))....>..--R.
 00000500:·0133·1f16·5479·7065·3a91·04b9·9644·6f6d··.3..Type:....Dom
00000440:·331f·1654·7970·653a·9104·b996·446f·6d61··3..Type:....Doma 
00000450:·696e·8ea1·8d91·3e00·002d·2d45·9104·b996··in....>..--E.... 
00000460:·328e·a1a1·8d91·3e00·002d·2d53·9604·b996··2.....>..--S.... 
00000470:·3393·6f66·9332·368e·a18d·913e·0000·523a··3.of.26....>..R: 
00000480:·3d44·4d50·285b·782c·792c·7a5d·2c4b·298e··=DMP([x,y,z],K). 
00000490:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
000004a0:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R.., 
000004b0:·c228·3329·9109·732c·4469·7374·7269·6275··.(3)..s,Distribu 
000004c0:·7465·644d·756c·7469·7661·7269·6174·6550··tedMultivariateP 
000004d0:·6f6c·796e·6f6d·6961·6c28·5b78·2c79·2c7a··olynomial([x,y,z 
000004e0:·5d2c·5072·696d·6546·6965·6c64·2831·3034··],PrimeField(104 
000004f0:·3835·3833·2929·8ea1·8d91·3e00·002d·2d52··8583))....>..--R 
00000500:·9201·331f·1654·7970·653a·9104·b996·446f··..3..Type:....Do 
00000510:·6d61·696e·8ea1·8d91·3e00·002d·2d45·9104··main....>..--E.. 
00000520:·b996·338e·a1a1·8d91·3e00·002d·2d53·9604··..3.....>..--S.. 
00000530:·b996·3493·6f66·9332·368e·a18d·913e·0000··..4.of.26....>.. 
Max diff block lines reached; 56154/70684 bytes (79.44%) of diff not shown.
22.4 KB
./usr/share/doc/axiom-doc/src/input/i2e.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000020:·3131·2e30·373a·3133·3039·8b00·0000·0100··11.07:1309......00000020:·3132·2e31·313a·3233·3130·8b00·0000·0100··12.11:2310......
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·a7c4··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a7c4··..?.............
00000090:·eff3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·eff3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 165 lines modifiedOffset 12, 165 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·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:·7075·7491·0537·7469·3265·2e69·6e70·7574··put..7ti2e.input000000d0:·7075·7491·0537·7469·3265·2e69·6e70·7574··put..7ti2e.input
000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·ddf0·77f3··.."...........w.000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·ddf0·77f3··.."...........w.
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·d252·616c·6691·03ea·a848·656d··mr12.Ralf....Hem00000100:·6d72·3132·d252·616c·6691·03ea·a848·656d··mr12.Ralf....Hem
00000110:·6d65·6395·ac72·6b93·658e·8e8e·8e8e·9f17··mec..rk.e.......00000110:·6d65·6395·ac72·6b93·658e·8e8e·8e8e·9f17··mec..rk.e.......
00000120:·888b·8d92·00d7·fb53·4e6f·95ac·7276·9365··.......SNo..rv.e00000120:·888b·8d92·00d5·7382·4465·6365·6d90·ac72··......s.Decem..r
00000130:·6d93·6290·538e·6572·9603·eaa8·372c·9332··m.b.S.er....7,.200000130:·6290·538e·6572·9603·eaa8·3131·2c93·3230··b.S.er....11,.20
00000140:·3032·348e·9f24·0001·8d92·00f1·a14b·f331··024..$.......K.100000140:·3235·8e9f·2400·018d·9200·f1a1·4bf3·3174··25..$.......K.1t
00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb
00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....00000160:·7839·dc41·6273·7472·6163·748e·9f0f·acd1··x9.Abstract.....
00000170:·d18d·9164·dffc·f330·6fb4·8bc7·0009·0000··...d...0o.......00000170:·8d91·64df·fcf3·306f·b48b·c700·0900·0000··..d...0o........
00000180:·0009·0000·0004·636d·7239·db57·6865·6e96··......cmr9.When.00000180:·0900·0000·0463·6d72·39db·5768·656e·9602··.....cmr9.When..
 00000190:·f6ac·656e·90be·3974·6572·696e·679b·02f6··..en..9tering...
 000001a0:·ad61·9366·756e·6374·696f·6e98·6f6e·9374··.a.function.on.t
 000001b0:·6865·9863·6f6d·6d61·6e64·936c·696e·6598··he.command.line.
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ico.input.dvi
    
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Offset 12, 987 lines modifiedOffset 12, 987 lines modified
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ideal.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/ifact.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/ifthenelse.input.dvi.gz
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ifthenelse.input.dvi
    
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000000d0:·7075·7491·0537·7469·6674·6865·6e65·6c73··put..7tifthenels000000d0:·7075·7491·0537·7469·6674·6865·6e65·6c73··put..7tifthenels
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00000170:·4162·7374·7261·6374·8e9f·0fac·d18d·9164··Abstract.......d 
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 00000180:·fc69·662d·7468·656e·2d65·6c73·653a·9104··.if-then-else:..
 00000190:·bbb8·7768·6174·9603·8cca·6973·9377·726f··..what....is.wro
 000001a0:·6e67·3f8e·8e9f·1e00·008d·8d92·0103·8000··ng?.............
 000001b0:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........
000001c0:·0563·6d72·3130·c631·8e8e·8e8c·8b00·0000··.cmr10.1........000001c0:·636d·7231·30c6·318e·8e8e·8c8b·0000·0002··cmr10.1.........
000001d0:·0200·0000·0000·0000·0000·0000·0000·0000··................000001d0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001e0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001e0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001f0:·0000·0000·0000·0000·2aa0·0279·0000·8da0··........*..y.... 
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00000210:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff.. 
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000002a0:·0000·2973·7973·9604·b996·726d·932d·6693··..)sys....rm.-f. 
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 00000290:·9372·6573·756d·658e·a40b·0000·8d91·3e00··.resume.......>.
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 00000310:·6573·7361·6765·9361·7574·6f93·6f66·668e··essage.auto.off.
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 00000370:·6865·9369·662d·7468·656e·2d65·6c73·6593··he.if-then-else.
 00000380:·7379·6e98·7461·7893·696e·932e·696e·7075··syn.tax.in..inpu
00000390:·7574·930c·6c65·738e·a68d·914d·0000·df50··ut..les....M...P00000390:·7493·0c6c·6573·8ea6·8d91·4d00·00df·5072··t..les....M...Pr
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000003b0:·1349·9103·03da·7265·6665·7296·0303·ee74··.I....refer....t 
000003c0:·6f93·7468·6593·4178·696f·6d9b·0303·ef62··o.the.Axiom....b 
000003d0:·9547·1d6f·936f·6b96·0303·ee77·6869·6390··.G.o.ok....whic. 
000003e0:·b8e3·6893·7368·6970·7393·7769·7468·9374··..h.ships.with.t 
000003f0:·6865·9870·726f·6772·616d·9328·7690·b8e3··he.program.(v...000003a0:·6f62·6c65·6d91·0377·b831·c63a·9104·4913··oblem..w.1.:..I.
 000003b0:·4991·0303·da72·6566·6572·9603·03ee·746f··I....refer....to
 000003c0:·9374·6865·9341·7869·6f6d·9b03·03ef·6295··.the.Axiom....b.
 000003d0:·471d·6f93·6f6b·9603·03ee·7768·6963·90b8··G.o.ok....whic..
 000003e0:·e368·9373·6869·7073·9377·6974·6893·7468··.h.ships.with.th
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00000410:·8ea6·8d91·3e00·0041·90b8·e374·9603·9200··....>..A...t.... 
00000420:·7061·6765·9b03·9201·3230·3493·6974·9873··page....204.it.s 
00000430:·6190·b8e3·7973·9374·6861·7493·7468·6598··a...ys.that.the. 
00000440:·7573·7561·6c93·7275·6c65·7398·666f·7293··usual.rules.for. 
00000450:·7069·6c69·6e67·9361·7265·9873·7573·7090··piling.are.susp. 
00000460:·471d·656e·6465·6493·696e·9863·6f6e·6469··G.ended.in.condi 
00000470:·7469·6f6e·616c·9365·7870·7265·7373·696f··tional.expressio00000410:·a68d·913e·0000·4190·b8e3·7496·0392·0070··...>..A...t....p
 00000420:·6167·659b·0392·0132·3034·9369·7498·7361··age....204.it.sa
 00000430:·90b8·e379·7393·7468·6174·9374·6865·9875··...ys.that.the.u
 00000440:·7375·616c·9372·756c·6573·9866·6f72·9370··sual.rules.for.p
 00000450:·696c·696e·6793·6172·6598·7375·7370·9047··iling.are.susp.G
 00000460:·1d65·6e64·6564·9369·6e98·636f·6e64·6974··.ended.in.condit
 00000470:·696f·6e61·6c93·6578·7072·6573·7369·6f6e··ional.expression
00000480:·6e73·8ea6·8d91·3e00·0061·6e64·9603·5555··ns....>..and..UU00000480:·738e·a68d·913e·0000·616e·6496·0355·5569··s....>..and..UUi
00000490:·6974·9367·6976·9ab8·e365·7393·3593·6469··it.giv...es.5.di 
000004a0:·0b65·7265·6e98·7493·7798·6198·7973·9377··.eren.t.w.a.ys.w 
000004b0:·6869·6398·6893·7368·6f75·6c64·9362·9047··hic.h.should.b.G 
000004c0:·1d65·9365·7175·6976·91ff·71c7·616c·656e··.e.equiv..q.alen 
000004d0:·9874·2c93·6e61·6d65·6c79·3a8e·9f12·aed0··.t,.namely:.....00000490:·7493·6769·769a·b8e3·6573·9335·9364·690b··t.giv...es.5.di.
 000004a0:·6572·656e·9874·9377·9861·9879·7393·7768··eren.t.w.a.ys.wh
 000004b0:·6963·9868·9373·686f·756c·6493·6290·471d··ic.h.should.b.G.
 000004c0:·6593·6571·7569·7691·ff71·c761·6c65·6e98··e.equiv..q.alen.
 000004d0:·742c·936e·616d·656c·793a·8e9f·12ae·d0a1··t,.namely:......
 000004e0:·8d91·4773·2ce0·6966·9604·b996·693e·3093··..Gs,.if....i>0.
 000004f0:·7468·656e·936f·7574·7075·7428·2270·6f73··then.output("pos
 00000500:·6974·6976·6522·2993·656c·7365·936f·7574··itive").else.out
 00000510:·7075·7428·226e·6f6e·706f·7369·7469·7665··put("nonpositive
 00000520:·2229·8ea1·a18d·9147·732c·6966·9604·b996··").....Gs,if....
 00000530:·693e·3093·7468·656e·936f·7574·7075·7428··i>0.then.output(
 00000540:·2270·6f73·6974·6976·6522·298e·a18d·9150··"positive")....P
 00000550:·e658·656c·7365·9104·b996·6f75·7470·7574··.Xelse....output
 00000560:·2822·6e6f·6e70·6f73·6974·6976·6522·298e··("nonpositive").
000004e0:·a18d·9147·732c·e069·6696·04b9·9669·3e30··...Gs,.if....i>000000570:·a1a1·8d91·4773·2c69·6696·04b9·9669·3e30··....Gs,if....i>0
000004f0:·9374·6865·6e93·6f75·7470·7574·2822·706f··.then.output("po00000580:·9374·6865·6e93·6f75·7470·7574·2822·706f··.then.output("po
00000500:·7369·7469·7665·2229·9365·6c73·6593·6f75··sitive").else.ou 
00000510:·7470·7574·2822·6e6f·6e70·6f73·6974·6976··tput("nonpositiv 
00000520:·6522·298e·a1a1·8d91·4773·2c69·6696·04b9··e").....Gs,if... 
00000530:·9669·3e30·9374·6865·6e93·6f75·7470·7574··.i>0.then.output00000590:·7369·7469·7665·2229·8ea1·8d91·4773·2c65··sitive")....Gs,e
 000005a0:·6c73·6591·04b9·966f·7574·7075·7428·226e··lse....output("n
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Offset 12, 73 lines modifiedOffset 12, 73 lines modified
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52.1 KB
images1a.input.dvi
    
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Offset 12, 387 lines modifiedOffset 12, 387 lines modified
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images2a.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/images3.input.dvi
    
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Offset 12, 464 lines modifiedOffset 12, 464 lines modified
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./usr/share/doc/axiom-doc/src/input/images6.input.dvi
    
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000000d0:·7075·7491·0537·7469·6d61·6765·7338·612e··put..7timages8a.000000d0:·7075·7491·0537·7469·6d61·6765·7338·612e··put..7timages8a.
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 00000160:·0000·0563·6d62·7839·dc41·6273·7472·6163··...cmbx9.Abstrac
 00000170:·748e·9f0f·acd1·8e9f·1e00·008d·8d92·0103··t...............
 00000180:·8000·f31b·4bf1·6079·000a·0000·000a·0000··....K.`y........
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000001e0:·008d·913e·0000·f333·c2d6·4ea0·000e·6666··...>...3..N...ff 
000001f0:·000c·0000·0006·636d·6278·3132·de43·6f6e··......cmbx12.Con 
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 000001e0:·8d91·3e00·00f3·33c2·d64e·a000·0e66·6600··..>...3..N...ff.
 000001f0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con.
 00000200:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........
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 00000270:·7365·8e9f·15e7·1ba4·0c00·008d·9176·e7cf··se...........v..
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000002a0:·656e·7365·937c·8ea9·115d·a28d·913e·0000··ense.|...]...>..000002a0:·6e73·6593·7c8e·a911·5da2·8d91·3e00·00f3··nse.|...]...>...
000002b0:·f335·dfa4·4e00·0009·0000·0009·0000·0005··.5..N...........000002b0:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c
000002c0:·636d·7474·39e0·2d2d·436f·7079·7269·6768··cmtt9.--Copyrigh 
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 000002e0:·6c93·416c·676f·7269·7468·6d73·9347·726f··l.Algorithms.Gro
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 00000310:·a1a1·8d91·76e7·cf7c·9603·d554·2a93·7c8e··....v..|...T*.|.
 00000320:·a68d·913e·0000·e05c·6765·7463·6875·6e6b··...>...\getchunk
00000330:·6b7b·6c69·6365·6e73·657d·8ea4·0b00·00a1··k{license}......00000330:·7b6c·6963·656e·7365·7d8e·a40b·0000·a18d··{license}.......
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00000350:·696e·736b·7927·7393·5465·7472·6168·6564··insky's.Tetrahed00000340:·913e·0000·2d2d·9604·b996·5369·6572·7069··.>..--....Sierpi
 00000350:·6e73·6b79·2773·9354·6574·7261·6865·6472··nsky's.Tetrahedr
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00000370:·b996·5369·6572·7069·6e73·6b79·2773·9354··..Sierpinsky's.T 
00000380:·6574·7261·6865·6472·6f6e·8ea1·8d91·3e00··etrahedron....>. 
00000390:·002d·2d96·04b9·9642·7269·6e67·9344·4893··.--....Bring.DH. 
000003a0:·6d61·7472·6963·6573·9369·6e74·6f93·7468··matrices.into.th 
000003b0:·6593·656e·7669·726f·6e6d·656e·748e·a18d··e.environment... 
000003c0:·913e·0000·2973·6574·9604·b996·6578·706f··.>..)set....expo 
000003d0:·7365·9361·6464·9363·6f6e·9344·656e·6176··se.add.con.Denav 
000003e0:·6974·4861·7274·656e·6265·7267·4d61·7472··itHartenbergMatr00000370:·9653·6965·7270·696e·736b·7927·7393·5465··.Sierpinsky's.Te
 00000380:·7472·6168·6564·726f·6e8e·a18d·913e·0000··trahedron....>..
 00000390:·2d2d·9604·b996·4272·696e·6793·4448·936d··--....Bring.DH.m
 000003a0:·6174·7269·6365·7393·696e·746f·9374·6865··atrices.into.the
 000003b0:·9365·6e76·6972·6f6e·6d65·6e74·8ea1·8d91··.environment....
 000003c0:·3e00·0029·7365·7496·04b9·9665·7870·6f73··>..)set....expos
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 000003f0:·788e·a1a1·8d91·3e00·002d·2d96·04b9·9643··x.....>..--....C
 00000400:·7265·6174·6593·4166·6669·6e65·9374·7261··reate.Affine.tra
 00000410:·6e73·666f·726d·6174·696f·6e73·9328·4448··nsformations.(DH
 00000420:·936d·6174·7269·6365·7329·9374·6861·7493··.matrices).that.
 00000430:·7472·616e·7366·6f72·6d8e·a18d·913e·0000··transform....>..
 00000440:·2d2d·9604·b996·6193·6769·7665·6e93·7472··--....a.given.tr
 00000450:·6961·6e67·6c65·9369·6e74·6f93·616e·6f74··iangle.into.anot
 00000460:·6865·7293·6769·7665·6e93·7472·6961·6e67··her.given.triang
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 00000480:·7472·6932·7472·6928·7431·2c93·7432·2993··tri2tri(t1,.t2).
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 000004a0:·4958·9377·6869·6368·9374·7261·6e73·666f··IX.which.transfo
00000400:·4372·6561·7465·9341·6666·696e·6593·7472··Create.Affine.tr 
00000410:·616e·7366·6f72·6d61·7469·6f6e·7393·2844··ansformations.(D 
00000420:·4893·6d61·7472·6963·6573·2993·7468·6174··H.matrices).that 
00000430:·9374·7261·6e73·666f·726d·8ea1·8d91·3e00··.transform....>. 
00000440:·002d·2d96·04b9·9661·9367·6976·656e·9374··.--....a.given.t 
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00000460:·7468·6572·9367·6976·656e·9374·7269·616e··ther.given.trian 
00000470:·676c·658e·a1a1·8d91·3e00·002d·2d96·04b9··gle.....>..--... 
00000480:·9674·7269·3274·7269·2874·312c·9374·3229··.tri2tri(t1,.t2) 
00000490:·9372·6574·7572·6e73·9361·9344·484d·4154··.returns.a.DHMAT 
000004a0:·5249·5893·7768·6963·6893·7472·616e·7366··RIX.which.transf 
000004b0:·6f72·6d73·9374·3193·746f·9374·322c·8ea1··orms.t1.to.t2,..000004b0:·726d·7393·7431·9374·6f93·7432·2c8e·a18d··rms.t1.to.t2,...
000004c0:·8d91·3e00·002d·2d96·04b9·9677·6865·7265··..>..--....where 
000004d0:·9374·3193·616e·6493·7432·9361·7265·9374··.t1.and.t2.are.t 
000004e0:·6865·9376·6572·7469·6365·7393·6f66·9374··he.vertices.of.t 
000004f0:·776f·9374·7269·616e·676c·6573·9369·6e93··wo.triangles.in.000004c0:·913e·0000·2d2d·9604·b996·7768·6572·6593··.>..--....where.
 000004d0:·7431·9361·6e64·9374·3293·6172·6593·7468··t1.and.t2.are.th
 000004e0:·6593·7665·7274·6963·6573·936f·6693·7477··e.vertices.of.tw
 000004f0:·6f93·7472·6961·6e67·6c65·7393·696e·9333··o.triangles.in.3
00000500:·332d·7370·6163·652e·8ea1·8d91·3e00·0074··3-space.....>..t00000500:·2d73·7061·6365·2e8e·a18d·913e·0000·7472··-space.....>..tr
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00000570:·9104·b996·3d3d·8ea1·8d91·4773·2c6e·3196··....==....Gs,n1. 
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./usr/share/doc/axiom-doc/src/input/infprod.input.dvi.gz
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infprod.input.dvi
    
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·985e··..?............^00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·985e··..?............^
00000090:·eef3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·eef3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 14, 301 lines modifiedOffset 14, 301 lines modified
000000d0:·7075·7491·0537·7469·6e66·7072·6f90·738e··put..7tinfpro.s.000000d0:·7075·7491·0537·7469·6e66·7072·6f90·738e··put..7tinfpro.s.
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00000110:·746f·6e96·03ea·a84a·2e93·5769·6c6c·6961··ton....J..Willia00000110:·746f·6e96·03ea·a84a·2e93·5769·6c6c·6961··ton....J..Willia
00000120:·6d73·6f6e·9361·6e64·9354·696d·6f74·6890··mson.and.Timoth.00000120:·6d73·6f6e·9361·6e64·9354·696d·6f74·6890··mson.and.Timoth.
00000130:·ac72·7993·4461·6c79·8e8e·8e8e·8e9f·1788··.ry.Daly........00000130:·ac72·7993·4461·6c79·8e8e·8e8e·8e9f·1788··.ry.Daly........
00000140:·8b8d·9200·d7fb·534e·6f95·ac72·7693·656d··......SNo..rv.em00000140:·8b8d·9200·d573·8244·6563·656d·90ac·7262··.....s.Decem..rb
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000001d0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001d0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001e0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y......... 
000001f0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...000001e0:·0000·2aa0·0279·0000·8da0·fda3·0000·a002··..*..y..........
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77.8 KB
int.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/intaf.input.dvi.gz
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intaf.input.dvi
    
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Offset 12, 444 lines modifiedOffset 12, 444 lines modified
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./usr/share/doc/axiom-doc/src/input/intalgorithm.input.dvi.gz
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intalgorithm.input.dvi
    
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Offset 12, 367 lines modifiedOffset 12, 367 lines modified
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intef2.input.dvi
    
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00000240:·0000·0000·0000·0000·019f·a002·7900·008d··............y...00000240:·0000·0000·0000·0001·9ea0·0279·0000·8da0··...........y....
00000250:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........ 
00000260:·8d8d·913e·0000·de31·8e91·564c·cb4c·6963··...>...1..VL.Lic 
00000270:·656e·7365·8e9f·15e7·1ba4·0c00·008d·9176··ense...........v00000250:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?.........
 00000260:·8d91·3e00·00de·318e·9156·4ccb·4c69·6365··..>...1..VL.Lice
 00000270:·6e73·658e·9f15·e71b·a40c·0000·8d91·76e7··nse...........v.
00000280:·e7cf·f334·1af2·2256·000a·0000·000a·0000··...4.."V........00000280:·cff3·341a·f222·5600·0a00·0000·0a00·0000··..4.."V.........
00000290:·0006·636d·6278·3130·df7c·9603·d554·6c69··..cmbx10.|...Tli 
000002a0:·6365·6e73·6593·7c8e·a911·5da2·8d91·3e00··cense.|...]...>. 
000002b0:·00f3·35df·a44e·0000·0900·0000·0900·0000··..5..N.......... 
000002c0:·0563·6d74·7439·e02d·2d43·6f70·7972·6967··.cmtt9.--Copyrig 
000002d0:·6874·9604·b996·5468·6593·4e75·6d65·7269··ht....The.Numeri 
000002e0:·6361·6c93·416c·676f·7269·7468·6d73·9347··cal.Algorithms.G00000290:·0663·6d62·7831·30df·7c96·03d5·546c·6963··.cmbx10.|...Tlic
 000002a0:·656e·7365·937c·8ea9·115d·a28d·913e·0000··ense.|...]...>..
 000002b0:·f335·dfa4·4e00·0009·0000·0009·0000·0005··.5..N...........
 000002c0:·636d·7474·39e0·2d2d·436f·7079·7269·6768··cmtt9.--Copyrigh
 000002d0:·7496·04b9·9654·6865·934e·756d·6572·6963··t....The.Numeric
 000002e0:·616c·9341·6c67·6f72·6974·686d·7393·4772··al.Algorithms.Gr
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 00000300:·2e8e·9f12·5da1·8d91·76e7·cfdf·7c7c·7c2d··....]...v...|||-
 00000310:·8ea1·a18d·9176·e7cf·7c96·03d5·542a·937c··.....v..|...T*.|
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00000310:·2d8e·a1a1·8d91·76e7·cf7c·9603·d554·2a93··-.....v..|...T*. 
00000320:·7c8e·a68d·913e·0000·e029·7365·7496·04b9··|....>...)set... 
00000330:·9662·7265·616b·9372·6573·756d·658e·a40b··.break.resume... 
00000340:·0000·8d91·3e00·0029·7370·6f6f·6c91·04b9··....>..)spool... 
00000350:·9669·6e74·6865·6f72·792e·6f75·7470·7574··.intheory.output 
00000360:·8ea1·8d91·3e00·0029·7365·7496·04b9·966d··....>..)set....m00000320:·8ea6·8d91·3e00·00e0·2973·6574·9604·b996··....>...)set....
00000370:·6573·7361·6765·9374·6573·7493·6f6e·8ea1··essage.test.on.. 
00000380:·8d91·3e00·0029·7365·7496·04b9·966d·6573··..>..)set....mes 
00000390:·7361·6765·9361·7574·6f93·6f66·668e·a18d··sage.auto.off... 
000003a0:·913e·0000·2963·6c65·6172·9104·b996·616c··.>..)clear....al 
000003b0:·6c8e·a18d·913e·0000·2d2d·5396·04b9·9631··l....>..--S....100000330:·6272·6561·6b93·7265·7375·6d65·8ea4·0b00··break.resume....
 00000340:·008d·913e·0000·2973·706f·6f6c·9104·b996··...>..)spool....
 00000350:·696e·7468·656f·7279·2e6f·7574·7075·748e··intheory.output.
 00000360:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me
 00000370:·7373·6167·6593·7465·7374·936f·6e8e·a18d··ssage.test.on...
 00000380:·913e·0000·2973·6574·9604·b996·6d65·7373··.>..)set....mess
 00000390:·6167·6593·6175·746f·936f·6666·8ea1·8d91··age.auto.off....
 000003a0:·3e00·0029·636c·6561·7291·04b9·9661·6c6c··>..)clear....all
 000003b0:·8ea1·8d91·3e00·002d·2d53·9604·b996·3193··....>..--S....1.
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 000003d0:·3434·9604·b996·3a3d·9364·6976·6973·6f72··44....:=.divisor
000003d0:·3134·3496·04b9·963a·3d93·6469·7669·736f··144....:=.diviso 
000003e0:·7273·2831·3434·298e·a18d·913e·0000·2d2d··rs(144)....>..-- 
000003f0:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....> 
00000400:·0000·2d2d·5291·0e2c·c228·3129·9109·732c··..--R..,.(1)..s, 
00000410:·5b31·2c32·2c33·2c34·2c36·2c38·2c39·2c31··[1,2,3,4,6,8,9,1 
00000420:·322c·3136·2c31·382c·3234·2c33·362c·3438··2,16,18,24,36,48 
00000430:·2c37·322c·3134·345d·8ea1·8d91·3e00·002d··,72,144]....>..-000003e0:·7328·3134·3429·8ea1·8d91·3e00·002d·2d52··s(144)....>..--R
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00000450:·4c69·7374·2849·6e74·6567·6572·298e·a18d··List(Integer)... 
00000460:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1.... 
00000470:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of. 
00000480:·3232·8ea1·8d91·3e00·0023·2864·6976·3134··22....>..#(div14 
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000004a0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R 
000004b0:·910e·2cc2·2832·2991·0973·2c31·358e·a18d··..,.(2)..s,15... 
000004c0:·913e·0000·2d2d·5292·0108·98d0·5479·7065··.>..--R.....Type 
000004d0:·3a91·04b9·9650·6f73·6974·6976·6549·6e74··:....PositiveInt 
000004e0:·6567·6572·8ea1·8d91·3e00·002d·2d45·9104··eger....>..--E.. 
000004f0:·b996·328e·a1a1·8d91·3e00·002d·2d53·9604··..2.....>..--S.. 
00000500:·b996·3393·6f66·9332·328e·a18d·913e·0000··..3.of.22....>.. 
00000510:·7265·6475·6365·282b·2c64·6976·3134·3429··reduce(+,div144) 
00000520:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.000003f0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
00000530:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..00000400:·002d·2d52·910e·2cc2·2831·2991·0973·2c5b··.--R..,.(1)..s,[
 00000410:·312c·322c·332c·342c·362c·382c·392c·3132··1,2,3,4,6,8,9,12
 00000420:·2c31·362c·3138·2c32·342c·3336·2c34·382c··,16,18,24,36,48,
 00000430:·3732·2c31·3434·5d8e·a18d·913e·0000·2d2d··72,144]....>..--
 00000440:·5292·0112·0bfc·5479·7065·3a91·04b9·964c··R.....Type:....L
 00000450:·6973·7428·496e·7465·6765·7229·8ea1·8d91··ist(Integer)....
 00000460:·3e00·002d·2d45·9104·b996·318e·a1a1·8d91··>..--E....1.....
 00000470:·3e00·002d·2d53·9604·b996·3293·6f66·9332··>..--S....2.of.2
 00000480:·328e·a18d·913e·0000·2328·6469·7631·3434··2....>..#(div144
 00000490:·298e·a18d·913e·0000·2d2d·528e·a18d·913e··)....>..--R....>
 000004a0:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.
00000540:·2cc2·2833·2991·0973·2c34·3033·8ea1·8d91··,.(3)..s,403....000004b0:·0e2c·c228·3229·9109·732c·3135·8ea1·8d91··.,.(2)..s,15....
00000550:·3e00·002d·2d52·9201·0898·d054·7970·653a··>..--R.....Type:000004c0:·3e00·002d·2d52·9201·0898·d054·7970·653a··>..--R.....Type:
00000560:·9104·b996·506f·7369·7469·7665·496e·7465··....PositiveInte000004d0:·9104·b996·506f·7369·7469·7665·496e·7465··....PositiveInte
00000570:·6765·728e·a18d·913e·0000·2d2d·4591·04b9··ger....>..--E...000004e0:·6765·728e·a18d·913e·0000·2d2d·4591·04b9··ger....>..--E...
00000580:·9633·8ea1·a18d·913e·0000·2d2d·5396·04b9··.3.....>..--S...000004f0:·9632·8ea1·a18d·913e·0000·2d2d·5396·04b9··.2.....>..--S...
00000590:·9634·936f·6693·3232·8ea1·8d91·3e00·006e··.4.of.22....>..n00000500:·9633·936f·6693·3232·8ea1·8d91·3e00·0072··.3.of.22....>..r
000005a0:·756d·6265·724f·6644·6976·6973·6f72·7328··umberOfDivisors(00000510:·6564·7563·6528·2b2c·6469·7631·3434·298e··educe(+,div144).
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15.9 KB
./usr/share/doc/axiom-doc/src/input/intlf.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000090:·98f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·98f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 119 lines modifiedOffset 12, 119 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·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:·7075·7491·0537·7469·6e90·8c71·746c·662e··put..7tin..qtlf.000000d0:·7075·7491·0537·7469·6e90·8c71·746c·662e··put..7tin..qtlf.
000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........
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00000100:·0000·0005·636d·7231·32d2·5469·6d6f·7468··....cmr12.Timoth00000100:·0000·0005·636d·7231·32d2·5469·6d6f·7468··....cmr12.Timoth
00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....
00000120:·8e9f·1788·8b8d·9200·d7fb·534e·6f95·ac72··..........SNo..r00000120:·8e9f·1788·8b8d·9200·d573·8244·6563·656d··.........s.Decem
00000130:·7693·656d·9362·9053·8e65·7296·03ea·a837··v.em.b.S.er....700000130:·90ac·7262·9053·8e65·7296·03ea·a831·312c··..rb.S.er....11,
00000140:·2c93·3230·3234·8e9f·2400·018d·9200·f1a1··,.2024..$.......00000140:·9332·3032·358e·9f24·0001·8d92·00f1·a14b··.2025..$.......K
00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........
00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract..
 00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................
00000180:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........00000180:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c
00000190:·636d·7231·30c6·318e·8e8e·8c8b·0000·0002··cmr10.1.........00000190:·6d72·3130·c631·8e8e·8e8c·8b00·0000·0200··mr10.1..........
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....000001c0:·0000·0000·0000·2aa0·0279·0000·8da0·fda3··......*..y......
000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?.......... 
000001e0:·3e00·00f3·33c2·d64e·a000·0e66·6600·0c00··>...3..N...ff... 
000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con... 
00000200:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........000001d0:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........>
 000001e0:·0000·f333·c2d6·4ea0·000e·6666·000c·0000··...3..N...ff....
 000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t
 00000200:·656e·9374·738e·8e9f·1e00·008d·8d92·0103··en.ts...........
00000210:·0380·00c6·328e·8e8e·8c8b·0000·0003·0000··....2...........00000210:·8000·c632·8e8e·8e8c·8b00·0000·0300·0000··...2............
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00000240:·0000·0000·019b·a002·7900·008d·a0fd·a300··........y....... 
00000250:·00a0·023f·0000·8da0·fde4·0000·8d8d·913e··...?...........>00000240:·0000·0001·9aa0·0279·0000·8da0·fda3·0000··.......y........
 00000250:·a002·3f00·008d·a0fd·e400·008d·8d91·3e00··..?...........>.
00000260:·0000·de31·8e91·564c·cb4c·6963·656e·7365··...1..VL.License00000260:·00de·318e·9156·4ccb·4c69·6365·6e73·658e··..1..VL.License.
00000270:·8e9f·15e7·1ba4·0c00·008d·9176·e7cf·f334··...........v...400000270:·9f15·e71b·a40c·0000·8d91·76e7·cff3·341a··..........v...4.
00000280:·1af2·2256·000a·0000·000a·0000·0006·636d··.."V..........cm00000280:·f222·5600·0a00·0000·0a00·0000·0663·6d62··."V..........cmb
00000290:·6278·3130·df7c·9603·d554·6c69·6365·6e73··bx10.|...Tlicens00000290:·7831·30df·7c96·03d5·546c·6963·656e·7365··x10.|...Tlicense
000002a0:·6593·7c8e·a913·0000·8d91·3e00·00f3·35df··e.|.......>...5.000002a0:·937c·8ea9·1300·008d·913e·0000·f335·dfa4··.|.......>...5..
000002b0:·a44e·0000·0900·0000·0900·0000·0563·6d74··.N...........cmt000002b0:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt
000002c0:·7439·e02d·2d43·6f70·7972·6967·6874·9604··t9.--Copyright.. 
000002d0:·b996·5468·6593·4e75·6d65·7269·6361·6c93··..The.Numerical. 
000002e0:·416c·676f·7269·7468·6d73·9347·726f·7570··Algorithms.Group 
000002f0:·934c·696d·6974·6564·9331·3939·312e·8e9f··.Limited.1991...000002c0:·39e0·2d2d·436f·7079·7269·6768·7496·04b9··9.--Copyright...
 000002d0:·9654·6865·934e·756d·6572·6963·616c·9341··.The.Numerical.A
 000002e0:·6c67·6f72·6974·686d·7393·4772·6f75·7093··lgorithms.Group.
 000002f0:·4c69·6d69·7465·6493·3139·3931·2e8e·9f14··Limited.1991....
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00000310:·8d91·76e7·cf7c·9603·d554·2a93·7c8e·a68d··..v..|...T*.|...00000310:·9176·e7cf·7c96·03d5·542a·937c·8ea6·8d91··.v..|...T*.|....
00000320:·913e·0000·e029·7365·7496·04b9·9662·7265··.>...)set....bre00000320:·3e00·00e0·2973·6574·9604·b996·6272·6561··>...)set....brea
00000330:·616b·9372·6573·756d·658e·a40b·0000·8d91··ak.resume.......00000330:·6b93·7265·7375·6d65·8ea4·0b00·008d·913e··k.resume.......>
 00000340:·0000·2973·7973·9604·b996·726d·932d·6693··..)sys....rm.-f.
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 000003f0:·0052·6e96·04b9·963d·3d3e·9346·7261·6374··.Rn....==>.Fract
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00000500:·5396·04b9·9633·936f·6693·3130·8ea1·8d91··S....3.of.10.... 
00000510:·3e00·0065·716c·3f28·6d3a·4554·2c96·04b9··>..eql?(m:ET,... 
00000520:·966e·3a45·5429·3a42·6f6f·6c65·616e·933d··.n:ET):Boolean.= 
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00000540:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R00000410:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
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00000570:·933a·9328·4578·7072·6573·7369·6f6e·2843··.:.(Expression(C 
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 00000450:·3293·6f66·9331·308e·a18d·913e·0000·4554··2.of.10....>..ET
 00000460:·9604·b996·3a3d·9345·7870·7265·7373·696f··....:=.Expressio
 00000470:·6e28·436f·6d70·6c65·7828·496e·7465·6765··n(Complex(Intege
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 00000490:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
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 00000550:·0e2c·c246·756e·6374·696f·6e96·04b9·9664··.,.Function....d
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 00000570:·3a93·2845·7870·7265·7373·696f·6e28·436f··:.(Expression(Co
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./usr/share/doc/axiom-doc/src/input/intmix.input.dvi
    
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Offset 12, 238 lines modifiedOffset 12, 238 lines modified
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00000180:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract.
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000001d0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?......... 
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000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con.. 
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 000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
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 00000250:·00a0·023f·0000·8da0·fde4·0000·8d8d·913e··...?...........>
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 00000460:·0973·2c2b·9328·7893·2b93·3129·6c6f·6728··.s,+.(x.+.1)log(
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000004a0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000004a0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
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 000004c0:·4e33·9112·e658·3291·1c59·8432·9109·732c··N3...X2..Y.2..s,
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 000004f0:·6c6f·6728·7829·9109·732c·2b93·7893·6c6f··log(x)..s,+.x.lo
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00000570:·7465·2825·2c91·04b9·9678·298e·a18d·913e··te(%,....x)....> 
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 00000550:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of.
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Offset 12, 161 lines modifiedOffset 12, 161 lines modified
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000001c0:·0000·0000·0000·0000·002a·a002·7900·008d··.........*..y...000001c0:·0000·0000·0000·0000·2aa0·0279·0000·8da0··........*..y....
000001d0:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........ 
000001e0:·8d91·3e00·00f3·33c2·d64e·a000·0e66·6600··..>...3..N...ff. 
000001f0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con. 
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 000001e0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff..
 000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con..
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00000330:·b996·6272·6561·6b93·7265·7375·6d65·8ea4··..break.resume.. 
00000340:·0b00·008d·913e·0000·2973·706f·6f6c·9104··.....>..)spool.. 
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 00000490:·2993·2b93·788e·a18d·913e·0000·2d2d·5292··).+.x....>..--R.
 000004a0:·00f5·b278·5479·7065·3a91·04b9·9645·7870··...xType:....Exp
 000004b0:·7265·7373·696f·6e28·496e·7465·6765·7229··ression(Integer)
 000004c0:·8ea1·8d91·3e00·002d·2d45·9104·b996·318e··....>..--E....1.
 000004d0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2.
 000004e0:·6f66·9334·8ea1·8d91·3e00·0069·6e74·6567··of.4....>..integ
 000004f0:·7261·7465·2825·2c91·04b9·9678·298e·a18d··rate(%,....x)...
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./usr/share/doc/axiom-doc/src/input/is.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 235 lines modifiedOffset 12, 235 lines modified
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isprime.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/kamke1.input.dvi.gz
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kamke1.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/knot.input.dvi
    
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Offset 13, 949 lines modifiedOffset 13, 949 lines modified
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 00000320:·756e·6593·3137·2c93·3230·3033·9361·7493··une.17,.2003.at.
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 000003d0:·9176·e7cf·e17c·7c7c·2d8e·9f1b·fe36·8d8d··.v...|||-....6..
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000003f0:·6732·3a91·0600·0074·7275·6e63·6174·658e··g2:....truncate. 
00000400:·a68d·913e·0000·e032·3030·3330·3631·3830··...>...200306180 
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00000450:·7565·7364·6179·934a·756e·6593·3137·2c93··uesday.June.17,. 
00000460:·3230·3033·9361·7493·3138·3a32·373a·3037··2003.at.18:27:07 
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 00000520:·5090·a000·6172·748e·a68d·913e·0000·e032··P...art....>...2
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Max diff block lines reached; 114804/130300 bytes (88.11%) of diff not shown.
21.4 KB
./usr/share/doc/axiom-doc/src/input/kovacic.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 158 lines modifiedOffset 12, 158 lines modified
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./usr/share/doc/axiom-doc/src/input/kuipers.input.dvi.gz
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kuipers.input.dvi
    
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Offset 12, 588 lines modifiedOffset 12, 588 lines modified
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00000410:·0000·7028·6e96·04b9·967c·936e·3d30·2993··..p(n....|.n=0).00000470:·913e·0000·7028·6e96·04b9·967c·936e·3d31··.>..p(n....|.n=1
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00000470:·8d91·3e00·0070·286e·9604·b996·7c93·6e3d··..>..p(n....|.n=000004d0:·8ea1·8d91·3e00·0070·286e·9604·b996·7c93··....>..p(n....|.
00000480:·3129·933d·3d93·788e·a18d·913e·0000·2d2d··1).==.x....>..--000004e0:·6e3e·3129·933d·3d93·2828·322a·6e2d·3129··n>1).==.((2*n-1)
 000004f0:·2a78·2a70·286e·2d31·292d·286e·2d31·292a··*x*p(n-1)-(n-1)*
 00000500:·7028·6e2d·3229·292f·6e8e·a18d·913e·0000··p(n-2))/n....>..
00000490:·528e·a18d·913e·0000·2d2d·5292·013c·9242··R....>..--R..<.B00000510:·2d2d·528e·a18d·913e·0000·2d2d·5292·013c··--R....>..--R..<
000004a0:·5479·7065·3a91·04b9·9656·6f69·648e·a18d··Type:....Void...00000520:·9242·5479·7065·3a91·04b9·9656·6f69·648e··.BType:....Void.
000004b0:·913e·0000·2d2d·4591·04b9·9632·8ea1·a18d··.>..--E....2....00000530:·a18d·913e·0000·2d2d·4591·04b9·9633·8ea1··...>..--E....3..
000004c0:·913e·0000·2d2d·5396·04b9·9633·936f·6693··.>..--S....3.of.00000540:·a18d·913e·0000·2d2d·5396·04b9·9634·936f··...>..--S....4.o
000004d0:·348e·a18d·913e·0000·7028·6e96·04b9·967c··4....>..p(n....|00000550:·6693·348e·a18d·913e·0000·7091·04b9·9633··f.4....>..p....3
000004e0:·936e·3e31·2993·3d3d·9328·2832·2a6e·2d31··.n>1).==.((2*n-1 
000004f0:·292a·782a·7028·6e2d·3129·2d28·6e2d·3129··)*x*p(n-1)-(n-1) 
00000500:·2a70·286e·2d32·2929·2f6e·8ea1·8d91·3e00··*p(n-2))/n....>. 
00000510:·002d·2d52·8ea1·8d91·3e00·002d·2d52·9201··.--R....>..--R.. 
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00000540:·a1a1·8d91·3e00·002d·2d53·9604·b996·3493··....>..--S....4. 
00000550:·6f66·9334·8ea1·8d91·3e00·0070·9104·b996··of.4....>..p.... 
00000560:·338e·a18d·913e·0000·2d2d·528e·a18d·913e··3....>..--R....> 
00000570:·0000·2d2d·5291·0e2c·c243·6f6d·7069·6c69··..--R..,.Compili 
00000580:·6e67·9604·b996·6675·6e63·7469·6f6e·9370··ng....function.p 
00000590:·9377·6974·6893·7479·7065·9349·6e74·6567··.with.type.Integ 
000005a0:·6572·932d·3e93·506f·6c79·6e6f·6d69·616c··er.->.Polynomial 
000005b0:·2846·7261·6374·696f·6e28·8ea1·8d91·3e00··(Fraction(....>. 
000005c0:·002d·2d52·911c·5984·496e·7465·6765·7229··.--R..Y.Integer) 
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15.4 KB
./usr/share/doc/axiom-doc/src/input/lextripk.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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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·9200·86e2··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·86e2··..?.............
00000090:·55f3·26de·9119·c600·1147·ae00·1147·ae00··U.&......G...G..00000090:·55f3·26de·9119·c600·1147·ae00·1147·ae00··U.&......G...G..
Offset 12, 111 lines modifiedOffset 12, 111 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·744c·4558·5452·4950·4b2e··put..7tLEXTRIPK.000000d0:·7075·7491·0537·744c·4558·5452·4950·4b2e··put..7tLEXTRIPK.
000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........
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00000100:·0000·0005·636d·7231·32d2·5468·6596·03ea··....cmr12.The...00000100:·0000·0005·636d·7231·32d2·5468·6596·03ea··....cmr12.The...
00000110:·a841·7869·6f6d·9354·91ff·0556·6561·6d8e··.Axiom.T...Veam.00000110:·a841·7869·6f6d·9354·91ff·0556·6561·6d8e··.Axiom.T...Veam.
00000120:·8e8e·8e8e·9f17·888b·8d92·00d7·fb53·4e6f··.............SNo00000120:·8e8e·8e8e·9f17·888b·8d92·00d5·7382·4465··............s.De
00000130:·95ac·7276·9365·6d93·6290·538e·6572·9603··..rv.em.b.S.er..00000130:·6365·6d90·ac72·6290·538e·6572·9603·eaa8··cem..rb.S.er....
00000140:·eaa8·372c·9332·3032·348e·9f24·0001·8d92··..7,.2024..$.... 
00000150:·00f1·a14b·f331·740c·893a·0009·0000·0009··...K.1t..:...... 
00000160:·0000·0005·636d·6278·39dc·4162·7374·7261··....cmbx9.Abstra 
00000170:·6374·8e9f·0fac·d19f·2111·c48d·913e·0000··ct......!....>..00000140:·3131·2c93·3230·3235·8e9f·2400·018d·9200··11,.2025..$.....
 00000150:·f1a1·4bf3·3174·0c89·3a00·0900·0000·0900··..K.1t..:.......
 00000160:·0000·0563·6d62·7839·dc41·6273·7472·6163··...cmbx9.Abstrac
 00000170:·748e·9f0f·acd1·9f21·11c4·8d91·3e00·00f3··t......!....>...
00000180:·f333·c2d6·4ea0·000e·6666·000c·0000·0006··.3..N...ff......00000180:·33c2·d64e·a000·0e66·6600·0c00·0000·0663··3..N...ff......c
00000190:·636d·6278·3132·de43·6f6e·958c·cc74·656e··cmbx12.Con...ten 
000001a0:·9374·738e·9f15·e71b·9f0c·0000·8d91·76e7··.ts...........v.00000190:·6d62·7831·32de·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten.
 000001a0:·7473·8e9f·15e7·1b9f·0c00·008d·9176·e7cf··ts...........v..
000001b0:·cff3·341a·f222·5600·0a00·0000·0a00·0000··..4.."V.........000001b0:·f334·1af2·2256·000a·0000·000a·0000·0006··.4.."V..........
000001c0:·0663·6d62·7831·30df·7c96·03d5·542a·937c··.cmbx10.|...T*.| 
000001d0:·8e9f·1300·008d·913e·0000·f335·dfa4·4e00··.......>...5..N.000001c0:·636d·6278·3130·df7c·9603·d554·2a93·7c8e··cmbx10.|...T*.|.
 000001d0:·9f13·0000·8d91·3e00·00f3·35df·a44e·0000··......>...5..N..
000001e0:·0009·0000·0009·0000·0005·636d·7474·39e0··..........cmtt9.000001e0:·0900·0000·0900·0000·0563·6d74·7439·e029··.........cmtt9.)
000001f0:·2963·6c91·04b9·9661·6c6c·8ea4·0b00·00a1··)cl....all......000001f0:·636c·9104·b996·616c·6c8e·a40b·0000·a18d··cl....all.......
 00000200:·913e·0000·5296·04b9·963a·3d93·496e·7465··.>..R....:=.Inte
 00000210:·6765·728e·a18d·913e·0000·6c73·9604·b996··ger....>..ls....
 00000220:·3a93·4c69·7374·9353·796d·626f·6c93·3a3d··:.List.Symbol.:=
 00000230:·935b·612c·622c·632c·642c·652c·665d·8ea1··.[a,b,c,d,e,f]..
00000200:·8d91·3e00·0052·9604·b996·3a3d·9349·6e74··..>..R....:=.Int00000240:·8d91·3e00·0056·9604·b996·3a3d·934f·5641··..>..V....:=.OVA
00000210:·6567·6572·8ea1·8d91·3e00·006c·7396·04b9··eger....>..ls... 
00000220:·963a·934c·6973·7493·5379·6d62·6f6c·933a··.:.List.Symbol.: 
00000230:·3d93·5b61·2c62·2c63·2c64·2c65·2c66·5d8e··=.[a,b,c,d,e,f]. 
00000240:·a18d·913e·0000·5696·04b9·963a·3d93·4f56··...>..V....:=.OV 
00000250:·4152·286c·7329·8ea1·8d91·3e00·0050·9604··AR(ls)....>..P..00000250:·5228·6c73·298e·a18d·913e·0000·5096·04b9··R(ls)....>..P...
00000260:·b996·3a3d·934e·534d·5028·522c·9356·298e··..:=.NSMP(R,.V). 
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 00000270:·8d91·3e00·0070·313a·9604·b996·5093·3a3d··..>..p1:....P.:=
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00000290:·932d·9331·8ea1·8d91·3e00·0070·323a·9604··.-.1....>..p2:.. 
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 000002a0:·9650·933a·3d93·612a·622a·632a·642a·6593··.P.:=.a*b*c*d*e.
 000002b0:·2b61·2a62·2a63·2a64·2a66·932b·612a·622a··+a*b*c*d*f.+a*b*
 000002c0:·632a·652a·6693·2b61·2a62·2a64·2a65·2a66··c*e*f.+a*b*d*e*f
000002b0:·932b·612a·622a·632a·642a·6693·2b61·2a62··.+a*b*c*d*f.+a*b000002d0:·932b·612a·632a·642a·652a·6693·2b62·2a63··.+a*c*d*e*f.+b*c
000002c0:·2a63·2a65·2a66·932b·612a·622a·642a·652a··*c*e*f.+a*b*d*e* 
000002d0:·6693·2b61·2a63·2a64·2a65·2a66·932b·622a··f.+a*c*d*e*f.+b* 
000002e0:·632a·642a·652a·668e·a18d·913e·0000·7033··c*d*e*f....>..p3 
000002f0:·3a96·04b9·9650·933a·3d91·0973·2c61·2a62··:....P.:=..s,a*b 
00000300:·2a63·2a64·932b·9361·2a62·2a63·2a66·932b··*c*d.+.a*b*c*f.+ 
00000310:·9361·2a62·2a65·2a66·932b·9361·2a64·2a65··.a*b*e*f.+.a*d*e 
00000320:·2a66·932b·9362·2a63·2a64·2a65·932b·9363··*f.+.b*c*d*e.+.c 
00000330:·2a64·2a65·2a66·8ea1·8d91·3e00·0070·343a··*d*e*f....>..p4:000002e0:·2a64·2a65·2a66·8ea1·8d91·3e00·0070·333a··*d*e*f....>..p3:
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 00000310:·612a·622a·652a·6693·2b93·612a·642a·652a··a*b*e*f.+.a*d*e*
 00000320:·6693·2b93·622a·632a·642a·6593·2b93·632a··f.+.b*c*d*e.+.c*
 00000330:·642a·652a·668e·a18d·913e·0000·7034·3a96··d*e*f....>..p4:.
 00000340:·04b9·9650·933a·3d93·612a·622a·6393·2b93··...P.:=.a*b*c.+.
 00000350:·612a·622a·6693·2b93·612a·652a·6693·2b93··a*b*f.+.a*e*f.+.
 00000360:·622a·632a·6493·2b93·632a·642a·6593·2b93··b*c*d.+.c*d*e.+.
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00000380:·9604·b996·5093·3a3d·9361·2a62·932b·9361··....P.:=.a*b.+.a 
00000390:·2a66·932b·9362·2a63·932b·9363·2a64·932b··*f.+.b*c.+.c*d.+ 
000003a0:·9364·2a65·932b·9365·2a66·8ea1·8d91·3e00··.d*e.+.e*f....>. 
000003b0:·0070·363a·9604·b996·5093·3a3d·9361·932b··.p6:....P.:=.a.+ 
000003c0:·9362·932b·9363·932b·9364·932b·9365·932b··.b.+.c.+.d.+.e.+00000380:·04b9·9650·933a·3d93·612a·6293·2b93·612a··...P.:=.a*b.+.a*
 00000390:·6693·2b93·622a·6393·2b93·632a·6493·2b93··f.+.b*c.+.c*d.+.
 000003a0:·642a·6593·2b93·652a·668e·a18d·913e·0000··d*e.+.e*f....>..
 000003b0:·7036·3a96·04b9·9650·933a·3d93·6193·2b93··p6:....P.:=.a.+.
 000003c0:·6293·2b93·6393·2b93·6493·2b93·6593·2b93··b.+.c.+.d.+.e.+.
 000003d0:·668e·a18d·913e·0000·6c70·9604·b996·3a3d··f....>..lp....:=
 000003e0:·935b·7031·2c93·7032·2c93·7033·2c93·7034··.[p1,.p2,.p3,.p4
 000003f0:·2c93·7035·2c93·7036·5d8e·a18d·913e·0000··,.p5,.p6]....>..
 00000400:·6c65·7874·7269·7061·636b·9104·b996·3a3d··lextripack....:=
 00000410:·9109·732c·4c45·5854·5249·504b·2852·2c6c··..s,LEXTRIPK(R,l
000003d0:·9366·8ea1·8d91·3e00·006c·7096·04b9·963a··.f....>..lp....:00000420:·7329·8ea1·8d91·3e00·006c·6796·04b9·963a··s)....>..lg....:
 00000430:·3d93·6772·6f65·626e·6572·286c·7029·246c··=.groebner(lp)$l
000003e0:·3d93·5b70·312c·9370·322c·9370·332c·9370··=.[p1,.p2,.p3,.p 
000003f0:·342c·9370·352c·9370·365d·8ea1·8d91·3e00··4,.p5,.p6]....>. 
00000400:·006c·6578·7472·6970·6163·6b91·04b9·963a··.lextripack....: 
00000410:·3d91·0973·2c4c·4558·5452·4950·4b28·522c··=..s,LEXTRIPK(R, 
00000420:·6c73·298e·a18d·913e·0000·6c67·9604·b996··ls)....>..lg.... 
00000430:·3a3d·9367·726f·6562·6e65·7228·6c70·2924··:=.groebner(lp)$ 
00000440:·6c65·7874·7269·7061·636b·8ea1·8d91·3e00··lextripack....>.00000440:·6578·7472·6970·6163·6b8e·a18d·913e·0000··extripack....>..
 00000450:·6c65·7854·7269·616e·6775·6c61·7228·6c67··lexTriangular(lg
 00000460:·2c66·616c·7365·2924·6c65·7874·7269·7061··,false)$lextripa
 00000470:·636b·8ea1·8d91·3e00·006c·7473·9604·b996··ck....>..lts....
 00000480:·3a3d·936c·6578·5472·6961·6e67·756c·6172··:=.lexTriangular
 00000490:·286c·672c·7472·7565·2924·6c65·7874·7269··(lg,true)$lextri
 000004a0:·7061·636b·8ea1·8d91·3e00·005b·5b69·6e69··pack....>..[[ini
 000004b0:·7428·7029·9604·b996·666f·7293·7093·696e··t(p)....for.p.in
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 000004e0:·8ea1·8d91·3e00·0073·7175·6172·6546·7265··....>..squareFre
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 00000500:·672c·7472·7565·2924·6c65·7874·7269·7061··g,true)$lextripa
 00000510:·636b·8ea1·8d91·3e00·0072·6564·7563·6528··ck....>..reduce(
 00000520:·2b2c·5b64·6567·7265·6528·7473·2996·04b9··+,[degree(ts)...
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00000480:·963a·3d93·6c65·7854·7269·616e·6775·6c61··.:=.lexTriangula 
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000004b0:·6974·2870·2996·04b9·9666·6f72·9370·9369··it(p)....for.p.i 
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000004e0:·5d8e·a18d·913e·0000·7371·7561·7265·4672··]....>..squareFr 
000004f0:·6565·4c65·7854·7269·616e·6775·6c61·7228··eeLexTriangular( 
00000500:·6c67·2c74·7275·6529·246c·6578·7472·6970··lg,true)$lextrip 
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./usr/share/doc/axiom-doc/src/input/lib.input.dvi
    
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Offset 12, 74 lines modifiedOffset 12, 74 lines modified
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000000d0:·7075·7491·0537·744c·4942·2e69·6e70·7574··put..7tLIB.input000000d0:·7075·7491·0537·744c·4942·2e69·6e70·7574··put..7tLIB.input
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./usr/share/doc/axiom-doc/src/input/limit.input.dvi.gz
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limit.input.dvi
    
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a132··..?............200000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a132··..?............2
00000090:·d2f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·d2f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 893 lines modifiedOffset 12, 893 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746c·696d·6974·2e69·6e70··put..7tlimit.inp000000d0:·7075·7491·0537·746c·696d·6974·2e69·6e70··put..7tlimit.inp
000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0··ut.."...........000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0··ut.."...........
000000f0:·cff3·2758·ab51·0b00·0c00·0000·0c00·0000··..'X.Q..........000000f0:·cff3·2758·ab51·0b00·0c00·0000·0c00·0000··..'X.Q..........
00000100:·0563·6d72·3132·d254·696d·6f74·6890·ac72··.cmr12.Timoth..r00000100:·0563·6d72·3132·d254·696d·6f74·6890·ac72··.cmr12.Timoth..r
00000110:·7991·03ea·a844·616c·798e·8e8e·8e8e·9f17··y....Daly.......00000110:·7991·03ea·a844·616c·798e·8e8e·8e8e·9f17··y....Daly.......
00000120:·888b·8d92·00d7·fb53·4e6f·95ac·7276·9365··.......SNo..rv.e00000120:·888b·8d92·00d5·7382·4465·6365·6d90·ac72··......s.Decem..r
00000130:·6d93·6290·538e·6572·9603·eaa8·372c·9332··m.b.S.er....7,.200000130:·6290·538e·6572·9603·eaa8·3131·2c93·3230··b.S.er....11,.20
00000140:·3032·348e·9f24·0001·8d92·00f1·a14b·f331··024..$.......K.100000140:·3235·8e9f·2400·018d·9200·f1a1·4bf3·3174··25..$.......K.1t
00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb
00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....00000160:·7839·dc41·6273·7472·6163·748e·9f0f·acd1··x9.Abstract.....
00000170:·d18d·9164·dffc·f330·6fb4·8bc7·0009·0000··...d...0o.......00000170:·8d91·64df·fcf3·306f·b48b·c700·0900·0000··..d...0o........
00000180:·0009·0000·0004·636d·7239·db45·7865·7263··......cmr9.Exerc 
00000190:·6973·6596·0315·5474·6865·936c·696d·6974··ise...Tthe.limit 
000001a0:·9366·756e·6374·696f·6e2e·8e8e·9f1e·0000··.function....... 
000001b0:·8d8d·9201·0380·00f3·1b4b·f160·7900·0a00··.........K.`y...00000180:·0900·0000·0463·6d72·39db·4578·6572·6369··.....cmr9.Exerci
 00000190:·7365·9603·1554·7468·6593·6c69·6d69·7493··se...Tthe.limit.
 000001a0:·6675·6e63·7469·6f6e·2e8e·8e9f·1e00·008d··function........
 000001b0:·8d92·0103·8000·f31b·4bf1·6079·000a·0000··........K.`y....
000001c0:·0000·0a00·0000·0563·6d72·3130·c631·8e8e··.......cmr10.1..000001c0:·000a·0000·0005·636d·7231·30c6·318e·8e8e··......cmr10.1...
000001d0:·8e8c·8b00·0000·0200·0000·0000·0000·0000··................000001d0:·8c8b·0000·0002·0000·0000·0000·0000·0000··................
000001e0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001e0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001f0:·0000·0000·0000·0000·0000·0000·0000·2aa0··..............*.000001f0:·0000·0000·0000·0000·0000·0000·002a·a002··.............*..
00000200:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?... 
00000210:·a0fd·e400·008d·913e·0000·f333·c2d6·4ea0··.......>...3..N.00000200:·7900·008d·a0fd·a300·00a0·023f·0000·8da0··y..........?....
 00000210:·fde4·0000·8d91·3e00·00f3·33c2·d64e·a000··......>...3..N..
00000220:·000e·6666·000c·0000·0006·636d·6278·3132··..ff......cmbx1200000220:·0e66·6600·0c00·0000·0663·6d62·7831·32de··.ff......cmbx12.
00000230:·de43·6f6e·958c·cc74·656e·9374·738e·8e9f··.Con...ten.ts... 
00000240:·1e00·008d·8d92·0103·8000·c632·8e8e·8e8c··...........2....00000230:·436f·6e95·8ccc·7465·6e93·7473·8e8e·9f1e··Con...ten.ts....
 00000240:·0000·8d8d·9201·0380·00c6·328e·8e8e·8c8b··..........2.....
00000250:·8b00·0000·0300·0000·0000·0000·0000·0000··................00000250:·0000·0003·0000·0000·0000·0000·0000·0000··................
00000260:·0000·0000·0000·0000·0000·0000·0000·0000··................00000260:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000270:·0000·0000·0000·0000·0000·0001·d2a0·0279··...............y00000270:·0000·0000·0000·0000·0000·01d1·a002·7900··..............y.
00000280:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?..... 
00000290:·e400·008d·8d91·3e00·00de·318e·9156·4ccb··......>...1..VL.00000280:·008d·a0fd·a300·00a0·023f·0000·8da0·fde4··.........?......
 00000290:·0000·8d8d·913e·0000·de31·8e91·564c·cb4c··.....>...1..VL.L
000002a0:·4c69·6d69·7496·0566·666f·6693·6193·4691··Limit..ffof.a.F.000002a0:·696d·6974·9605·6666·6f66·9361·9346·91fe··imit..ffof.a.F..
000002b0:·fea6·6675·6e63·7469·6f6e·8ea9·15e7·1b8d··..function...... 
000002c0:·913e·0000·c649·6696·0355·55f3·1e0b·a062··.>...If..UU....b000002b0:·a666·756e·6374·696f·6e8e·a915·e71b·8d91··.function.......
 000002c0:·3e00·00c6·4966·9603·5555·f31e·0ba0·623e··>...If..UU....b>
000002d0:·3e00·0a00·0000·0a00·0000·0663·6d6d·6931··>..........cmmi1000002d0:·000a·0000·000a·0000·0006·636d·6d69·3130··..........cmmi10
000002e0:·30c9·6691·0468·e4c6·6973·9361·9366·756e··0.f..h..is.a.fun 
000002f0:·6374·696f·6e2c·9374·6865·6e8e·a40c·0000··ction,.then..... 
00000300:·8d8d·8d92·00ea·12ad·6c69·6d8e·9f06·0000··........lim..... 
00000310:·8d92·00e6·54ca·f31d·3065·9772·0007·0000··....T...0e.r....000002e0:·c966·9104·68e4·c669·7393·6193·6675·6e63··.f..h..is.a.func
 000002f0:·7469·6f6e·2c93·7468·656e·8ea4·0c00·008d··tion,.then......
 00000300:·8d8d·9200·ea12·ad6c·696d·8e9f·0600·008d··.......lim......
 00000310:·9200·e654·caf3·1d30·6597·7200·0700·0000··...T...0e.r.....
00000320:·0007·0000·0005·636d·6d69·37c8·78f3·204f··......cmmi7.x.·O00000320:·0700·0000·0563·6d6d·6937·c878·f320·4f21··.....cmmi7.x.·O!
00000330:·21e2·8500·0700·0000·0700·0000·0563·6d73··!............cms00000330:·e285·0007·0000·0007·0000·0005·636d·7379··............cmsy
00000340:·7937·cb00·c83e·618e·8e8d·9200·fd5e·c8c9··y7...>a......^..00000340:·37cb·00c8·3e61·8e8e·8d92·00fd·5ec8·c966··7...>a......^..f
00000350:·6691·0113·8fc6·28c9·78c6·2996·02c7·183d··f.....(.x.)....=00000350:·9101·138f·c628·c978·c629·9602·c718·3d93··.....(.x.)....=.
00000360:·93c9·418e·8e9f·1576·fa8d·913e·0000·c669··..A....v...>...i00000360:·c941·8e8e·9f15·76fa·8d91·3e00·00c6·6966··.A....v...>...if
 00000370:·9603·5555·7468·6593·7691·ff71·c761·6c75··..UUthe.v..q.alu
 00000380:·6593·6f66·93c9·6691·0113·8fc6·28c9·78c6··e.of..f.....(.x.
00000370:·6696·0355·5574·6865·9376·91ff·71c7·616c··f..UUthe.v..q.al 
00000380:·7565·936f·6693·c966·9101·138f·c628·c978··ue.of..f.....(.x 
00000390:·c629·9367·6574·7393·6172·6269·7472·6172··.).gets.arbitrar 
000003a0:·696c·7993·636c·6f73·6593·746f·93c9·4193··ily.close.to..A. 
000003b0:·c661·7393·c978·93c6·6765·7473·9361·7262··.as..x..gets.arb 
000003c0:·6974·7261·7269·6c79·9363·6c6f·7365·9374··itrarily.close.t 
000003d0:·6f93·c961·c62e·9104·71c7·4691·ff2a·aa6f··o..a....q.F..*.o 
000003e0:·7293·6578·616d·706c·652c·8e9f·148d·668d··r.example,....f. 
000003f0:·8d8d·9200·eff4·756c·696d·8e9f·062d·828d··......ulim...-.. 
00000400:·9200·ec63·91c8·78cb·00c8·3ef3·1ad9·93a0··...c..x...>..... 
00000410:·5200·0700·0000·0700·0000·0463·6d72·37c5··R..........cmr7. 
00000420:·338e·8e8d·9201·0313·92c9·788d·9ffb·deff··3.........x..... 
00000430:·c532·8e8e·9201·100e·39c6·3d91·02c7·1839··.2......9.=....9 
00000440:·8e9f·19b4·178d·913e·0000·7369·6e63·6596··.......>..since. 
00000450:·0355·55c9·788d·9ffc·5eff·c532·8e91·07d1··.UU.x...^..2.... 
00000460:·c8c6·6765·7473·9361·7262·6974·7261·7269··..gets.arbitrari00000390:·2993·6765·7473·9361·7262·6974·7261·7269··).gets.arbitrari
00000470:·6c79·9363·6c6f·7365·9374·6f93·3993·6173··ly.close.to.9.as000003a0:·6c79·9363·6c6f·7365·9374·6f93·c941·93c6··ly.close.to..A..
 000003b0:·6173·93c9·7893·c667·6574·7393·6172·6269··as..x..gets.arbi
 000003c0:·7472·6172·696c·7993·636c·6f73·6593·746f··trarily.close.to
 000003d0:·93c9·61c6·2e91·0471·c746·91ff·2aaa·6f72··..a....q.F..*.or
 000003e0:·9365·7861·6d70·6c65·2c8e·9f14·8d66·8d8d··.example,....f..
 000003f0:·8d92·00ef·f475·6c69·6d8e·9f06·2d82·8d92··.....ulim...-...
 00000400:·00ec·6391·c878·cb00·c83e·f31a·d993·a052··..c..x...>.....R
 00000410:·0007·0000·0007·0000·0004·636d·7237·c533··..........cmr7.3
 00000420:·8e8e·8d92·0103·1392·c978·8d9f·fbde·ffc5··.........x......
 00000430:·328e·8e92·0110·0e39·c63d·9102·c718·398e··2......9.=....9.
 00000440:·9f19·b417·8d91·3e00·0073·696e·6365·9603··......>..since..
 00000450:·5555·c978·8d9f·fc5e·ffc5·328e·9107·d1c8··UU.x...^..2.....
 00000460:·c667·6574·7393·6172·6269·7472·6172·696c··.gets.arbitraril
 00000470:·7993·636c·6f73·6593·746f·9339·9361·7393··y.close.to.9.as.
 00000480:·c978·93c6·6170·7072·6f61·6390·b8e3·6865··.x..approac...he
 00000490:·7393·332e·8ea1·8d91·4d00·0042·7996·0355··s.3.....M..By..U
 000004a0:·5564·650c·6e69·7469·6f6e·2c93·7468·6593··Ude.nition,.the.
 000004b0:·6c69·6d69·748e·a18d·8d8d·9200·ea12·ad6c··limit..........l
 000004c0:·696d·8e9f·0600·008d·9200·e654·cac8·78cb··im.........T..x.
 000004d0:·00c8·3e61·8e8e·8d92·00fd·5ec8·c966·9101··..>a......^..f..
 000004e0:·138f·c628·c978·c629·9602·c718·3d93·c941··...(.x.)....=..A
 000004f0:·8e8e·9f14·e8c1·8d91·3e00·00c6·6966·9602··........>...if..
 00000500:·9b2c·616e·6493·6f6e·6c79·9602·9b2d·6966··.,and.only...-if
 00000510:·2c91·02c0·6766·6f72·9361·6e95·b8e3·799b··,...gfor.an...y.
 00000520:·029b·2c63·9368·6f73·656e·9870·9047·1d6f··..,c.hosen.p.G.o
 00000530:·7369·7469·7693·6598·6e93·756d·9362·9047··sitiv.e.n.um.b.G
 00000540:·1d65·7298·c90f·c62c·9102·c068·686f·9377··.er....,...hho.w
 00000550:·9365·7693·6572·9873·6d61·6c6c·2c91·02c0··.ev.er.small,...
 00000560:·6874·6865·7265·9865·7869·7374·7391·029b··hthere.exists...
 00000570:·2d61·9870·9047·1d6f·7369·7469·7693·6598··-a.p.G.ositiv.e.
 00000580:·6e93·756d·9362·9047·1d65·728e·a18d·913e··n.um.b.G.er....>
 00000590:·0000·c90e·9103·b638·c673·7563·90b8·e368··.......8.suc...h
 000005a0:·9103·5555·7468·6174·8ea1·8d92·00b0·970e··..UUthat........
 000005b0:·3096·02c7·18c9·3c93·f321·2122·2c9a·000a··0.....<..!!",...
 000005c0:·0000·000a·0000·0006·636d·7379·3130·cc6a··........cmsy10.j
 000005d0:·c978·9602·38e0·cc00·93c9·61cc·6a96·02c7··.x..8.....a.j...
 000005e0:·18c9·3c93·0e8d·9103·b638·f324·dfea·3c78··..<......8.$..<x
 000005f0:·000a·0000·000a·0000·0006·636d·7474·3130··..........cmtt10
 00000600:·cf69·6d70·6c69·6573·8e91·2bcb·78cc·6ac9··.implies..+.x.j.
 00000610:·6691·0113·8fc6·28c9·78c6·2996·0238·e0cc··f.....(.x.)..8..
 00000620:·0093·c941·cc6a·9602·c718·c93c·930f·8e9f··...A.j.....<....
 00000630:·1121·a48d·913e·0000·c64e·6f74·6596·0355··.!...>...Note..U
 00000640:·5574·6861·7493·c966·9101·138f·c628·c978··Uthat..f.....(.x
 00000650:·c629·9364·6f9a·471d·6573·936e·6f74·936e··.).do.G.es.not.n
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./usr/share/doc/axiom-doc/src/input/linalg.input.dvi.gz
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linalg.input.dvi
    
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00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
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00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9e97··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9e97··..?.............
00000090:·18f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·18f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 1612 lines modifiedOffset 12, 1611 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746c·696e·616c·672e·696e··put..7tlinalg.in000000d0:·7075·7491·0537·746c·696e·616c·672e·696e··put..7tlinalg.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........
000000f0:·cc36·f327·58ab·510b·000c·0000·000c·0000··.6.'X.Q.........000000f0:·cc36·f327·58ab·510b·000c·0000·000c·0000··.6.'X.Q.........
00000100:·0005·636d·7231·32d2·5468·6596·03ea·a841··..cmr12.The....A00000100:·0005·636d·7231·32d2·5468·6596·03ea·a841··..cmr12.The....A
00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...
00000120:·8e8e·9f17·888b·8d92·00d7·fb53·4e6f·95ac··...........SNo..00000120:·8e8e·9f17·888b·8d92·00d5·7382·4465·6365··..........s.Dece
00000130:·7276·9365·6d93·6290·538e·6572·9603·eaa8··rv.em.b.S.er....00000130:·6d90·ac72·6290·538e·6572·9603·eaa8·3131··m..rb.S.er....11
00000140:·372c·9332·3032·348e·9f24·0001·8d92·00f1··7,.2024..$......00000140:·2c93·3230·3235·8e9f·2400·018d·9200·f1a1··,.2025..$.......
00000150:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........
00000160:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract 
00000170:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................ 
00000180:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract.
 00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................
 00000180:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........
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000001d0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?......... 
000001e0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff.. 
000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con.. 
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 000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?..........
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 000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
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 00000250:·00a0·023f·0000·8da0·fde4·0000·9f0c·0000··...?............
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 00000330:·658e·a18d·913e·0000·2963·6c65·6172·9104··e....>..)clear..
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00000470:·2d2d·5396·04b9·9632·936f·6693·3832·8ea1··--S....2.of.82.. 
00000480:·8d91·3e00·006d·3296·04b9·963a·3d93·6d61··..>..m2....:=.ma 
00000490:·7472·6978·285b·5b30·2c31·2c32·5d2c·5b32··trix([[0,1,2],[2 
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000004e0:·9121·131a·7c8e·a18d·913e·0000·2d2d·5291··.!..|....>..--R. 
000004f0:·0e2c·c228·3229·9609·732c·7c32·9333·9334··.,.(2)..s,|2.3.4 
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00000510:·9121·131a·7c8e·a18d·913e·0000·2d2d·5291··.!..|....>..--R. 
00000520:·25cc·b02b·3396·0973·2c34·9335·2b8e·a18d··%..+3..s,4.5+... 
00000530:·913e·0000·2d2d·5292·0108·98d0·5479·7065··.>..--R.....Type 
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00000550:·6765·7229·8ea1·8d91·3e00·002d·2d45·9104··ger)....>..--E.. 
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 00000350:·04b9·9649·6e70·7574·9366·6f72·9370·6167··...Input.for.pag
 00000360:·6593·4d61·7472·6978·4d6f·7265·4675·6e63··e.MatrixMoreFunc
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00000570:·b996·3393·6f66·9338·328e·a18d·913e·0000··..3.of.82....>.. 
00000580:·6d33·9604·b996·3a3d·936d·6174·7269·7828··m3....:=.matrix( 
00000590:·5b5b·312c·322c·335d·2c5b·322c·342c·365d··[[1,2,3],[2,4,6] 
000005a0:·5d29·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··])....>..--R.... 
000005b0:·3e00·002d·2d52·9125·ccb0·2b31·9609·732c··>..--R.%..+1..s, 
000005c0:·3293·332b·8ea1·8d91·3e00·002d·2d52·910e··2.3+....>..--R.. 
000005d0:·2cc2·2833·2991·0973·2c7c·9121·131a·7c8e··,.(3)..s,|.!..|. 
000005e0:·a18d·913e·0000·2d2d·5291·25cc·b02b·3296··...>..--R.%..+2. 
000005f0:·0973·2c34·9336·2b8e·a18d·913e·0000·2d2d··.s,4.6+....>..-- 
00000600:·5292·0108·98d0·5479·7065·3a91·04b9·964d··R.....Type:....M 
00000610:·6174·7269·7828·496e·7465·6765·7229·8ea1··atrix(Integer).. 
00000620:·8d91·3e00·002d·2d45·9104·b996·338e·a1a1··..>..--E....3... 
00000630:·8d91·3e00·002d·2d53·9604·b996·3493·6f66··..>..--S....4.of00000390:·8d91·3e00·002d·2d53·9604·b996·3193·6f66··..>..--S....1.of
00000640:·9338·328e·a18d·913e·0000·6d31·9604·b996··.82....>..m1....000003a0:·9338·328e·a18d·913e·0000·6d31·9604·b996··.82....>..m1....
 000003b0:·3a3d·936d·6174·7269·7828·5b5b·312c·2d32··:=.matrix([[1,-2
 000003c0:·2c31·5d2c·5b34·2c32·2c2d·345d·5d29·8ea1··,1],[4,2,-4]])..
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Offset 12, 306 lines modifiedOffset 12, 306 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746c·696e·6465·702e·696e··put..7tlindep.in000000d0:·7075·7491·0537·746c·696e·6465·702e·696e··put..7tlindep.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........
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00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..
00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......
00000120:·1788·8b8d·9200·d7fb·534e·6f95·ac72·7693··........SNo..rv.00000120:·1788·8b8d·9200·d573·8244·6563·656d·90ac··.......s.Decem..
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00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.00000140:·3032·358e·9f24·0001·8d92·00f1·a14b·f331··025..$.......K.1
00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract... 
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
 00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·1b4b··...............K
00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr
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000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te 
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00000260:·de31·8e91·564c·cb4c·6963·656e·7365·8e9f··.1..VL.License..00000260:·318e·9156·4ccb·4c69·6365·6e73·658e·9f15··1..VL.License...
00000270:·15e7·1ba4·0c00·008d·9176·e7cf·f334·1af2··.........v...4..00000270:·e71b·a40c·0000·8d91·76e7·cff3·341a·f222··........v...4.."
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Offset 12, 60 lines modifiedOffset 12, 60 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746c·6973·7332·2e69·6e70··put..7tliss2.inp000000d0:·7075·7491·0537·746c·6973·7332·2e69·6e70··put..7tliss2.inp
000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·d8cc··ut.."...........000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·d8cc··ut.."...........
000000f0:·36f3·2758·ab51·0b00·0c00·0000·0c00·0000··6.'X.Q..........000000f0:·36f3·2758·ab51·0b00·0c00·0000·0c00·0000··6.'X.Q..........
00000100:·0563·6d72·3132·d254·6865·9603·eaa8·4178··.cmr12.The....Ax00000100:·0563·6d72·3132·d254·6865·9603·eaa8·4178··.cmr12.The....Ax
00000110:·696f·6d93·5491·ff05·5665·616d·8e8e·8e8e··iom.T...Veam....00000110:·696f·6d93·5491·ff05·5665·616d·8e8e·8e8e··iom.T...Veam....
00000120:·8e9f·1788·8b8d·9200·d7fb·534e·6f95·ac72··..........SNo..r00000120:·8e9f·1788·8b8d·9200·d573·8244·6563·656d··.........s.Decem
00000130:·7693·656d·9362·9053·8e65·7296·03ea·a837··v.em.b.S.er....700000130:·90ac·7262·9053·8e65·7296·03ea·a831·312c··..rb.S.er....11,
00000140:·2c93·3230·3234·8e9f·2400·018d·9200·f1a1··,.2024..$.......00000140:·9332·3032·358e·9f24·0001·8d92·00f1·a14b··.2025..$.......K
00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........
00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract..
 00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................
00000180:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........00000180:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c
00000190:·636d·7231·30c6·318e·8e8e·8c8b·0000·0002··cmr10.1.........00000190:·6d72·3130·c631·8e8e·8e8c·8b00·0000·0200··mr10.1..........
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....000001c0:·0000·0000·0000·2aa0·0279·0000·8da0·fda3··......*..y......
000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?.......... 
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000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con... 
00000200:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........000001d0:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........>
 000001e0:·0000·f333·c2d6·4ea0·000e·6666·000c·0000··...3..N...ff....
 000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t
 00000200:·656e·9374·738e·8e9f·1e00·008d·8d92·0103··en.ts...........
00000210:·0380·00c6·328e·8e8e·8c8b·0000·0003·0000··....2...........00000210:·8000·c632·8e8e·8e8c·8b00·0000·0300·0000··...2............
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0000·019b·a002·7900·008d·a0fd·a300··........y....... 
00000250:·00a0·023f·0000·8da0·fde4·0000·9f0c·0000··...?............00000240:·0000·0001·9aa0·0279·0000·8da0·fda3·0000··.......y........
 00000250:·a002·3f00·008d·a0fd·e400·009f·0c00·008d··..?.............
00000260:·8d91·76e7·cff3·341a·f222·5600·0a00·0000··..v...4.."V.....00000260:·9176·e7cf·f334·1af2·2256·000a·0000·000a··.v...4.."V......
00000270:·0a00·0000·0663·6d62·7831·30df·7c96·03d5··.....cmbx10.|... 
00000280:·542a·937c·8e9f·1300·008d·913e·0000·f335··T*.|.......>...500000270:·0000·0006·636d·6278·3130·df7c·9603·d554··....cmbx10.|...T
 00000280:·2a93·7c8e·9f13·0000·8d91·3e00·00f3·35df··*.|.......>...5.
00000290:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm00000290:·a44e·0000·0900·0000·0900·0000·0563·6d74··.N...........cmt
000002a0:·7474·39e0·6472·6177·2863·7572·7665·282d··tt9.draw(curve(- 
000002b0:·392a·7369·6e28·342a·742f·3529·2c38·2a73··9*sin(4*t/5),8*s 
000002c0:·696e·2874·2929·2c74·9604·b996·3d93·2d35··in(t)),t....=.-5 
000002d0:·2a25·7069·2e2e·352a·2570·692c·935b·7469··*%pi..5*%pi,.[ti 
000002e0:·746c·6593·224c·6973·7361·6a6f·7573·9363··tle."Lissajous.c000002a0:·7439·e064·7261·7728·6375·7276·6528·2d39··t9.draw(curve(-9
 000002b0:·2a73·696e·2834·2a74·2f35·292c·382a·7369··*sin(4*t/5),8*si
 000002c0:·6e28·7429·292c·7496·04b9·963d·932d·352a··n(t)),t....=.-5*
 000002d0:·2570·692e·2e35·2a25·7069·2c93·5b74·6974··%pi..5*%pi,.[tit
 000002e0:·6c65·9322·4c69·7373·616a·6f75·7393·6375··le."Lissajous.cu
000002f0:·7572·7665·225d·298e·9f14·0000·8d91·76e7··urve"]).......v.000002f0:·7276·6522·5d29·8e9f·1400·008d·9176·e7cf··rve"]).......v..
00000300:·cfdf·7c7c·7c2d·8e8e·9f1e·0000·8d8d·9201··..|||-..........00000300:·df7c·7c7c·2d8e·8e9f·1e00·008d·8d92·0103··.|||-...........
00000310:·0380·00c6·338e·8e8e·8c8b·0000·0004·0000··....3...........00000310:·8000·c633·8e8e·8e8c·8b00·0000·0400·0000··...3............
00000320:·0000·0000·0000·0000·0000·0000·0000·0000··................00000320:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000330:·0000·0000·0000·0000·0000·0000·0000·0000··................00000330:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000340:·0000·0000·0219·a002·7900·008d·a0fd·a300··........y....... 
00000350:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>. 
00000360:·00de·5265·6665·7265·6e63·6573·8e9f·15e7··..References.... 
00000370:·1b8d·8d8d·9143·0001·c65b·315d·8e8e·9152··.....C...[1]...R 
00000380:·8e3c·6e6f·7468·696e·678e·8e9f·1e00·008d··.<nothing....... 
00000390:·8d92·0103·8000·348e·8e8e·8cf8·0000·0319··......4.........00000340:·0000·0002·18a0·0279·0000·8da0·fda3·0000··.......y........
 00000350:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..
 00000360:·de52·6566·6572·656e·6365·738e·9f15·e71b··.References.....
 00000370:·8d8d·8d91·4300·01c6·5b31·5d8e·8e91·528e··....C...[1]...R.
 00000380:·3c6e·6f74·6869·6e67·8e8e·9f1e·0000·8d8d··<nothing........
 00000390:·9201·0380·0034·8e8e·8e8c·f800·0003·1801··.....4..........
000003a0:·0183·92c0·1c3b·0000·0000·03e8·0279·0000··.....;.......y..000003a0:·8392·c01c·3b00·0000·0003·e802·7900·0001··....;.......y...
000003b0:·01ce·0000·0007·0004·f335·dfa4·4e00·0009··.........5..N...000003b0:·ce00·0000·0700·04f3·35df·a44e·0000·0900··........5..N....
000003c0:·0000·0009·0000·0005·636d·7474·39f3·341a··........cmtt9.4.000003c0:·0000·0900·0000·0563·6d74·7439·f334·1af2··.......cmtt9.4..
000003d0:·f222·5600·0a00·0000·0a00·0000·0663·6d62··."V..........cmb000003d0:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx
000003e0:·7831·30f3·33c2·d64e·a000·0e66·6600·0c00··x10.3..N...ff... 
000003f0:·0000·0663·6d62·7831·32f3·3174·0c89·3a00··...cmbx12.1t..:.000003e0:·3130·f333·c2d6·4ea0·000e·6666·000c·0000··10.3..N...ff....
 000003f0:·0006·636d·6278·3132·f331·740c·893a·0009··..cmbx12.1t..:..
00000400:·0900·0000·0900·0000·0563·6d62·7839·f327··.........cmbx9.'00000400:·0000·0009·0000·0005·636d·6278·39f3·2758··........cmbx9.'X
00000410:·58ab·510b·000c·0000·000c·0000·0005·636d··X.Q...........cm00000410:·ab51·0b00·0c00·0000·0c00·0000·0563·6d72··.Q...........cmr
00000420:·7231·32f3·26de·9119·c600·1147·ae00·1147··r12.&......G...G00000420:·3132·f326·de91·19c6·0011·47ae·0011·47ae··12.&......G...G.
00000430:·ae00·0874·6372·6d31·3732·38f3·2544·d3ed··...tcrm1728.%D..00000430:·0008·7463·726d·3137·3238·f325·44d3·ed74··..tcrm1728.%D..t
00000440:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr1700000440:·0011·47ae·0011·47ae·0005·636d·7231·37f3··..G...G...cmr17.
00000450:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........00000450:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c
00000460:·636d·7231·30f9·0000·039b·02df·dfdf·dfdf··cmr10...........00000460:·6d72·3130·f900·0003·9a02·dfdf·dfdf·dfdf··mr10............
55.5 KB
./usr/share/doc/axiom-doc/src/input/list.input.dvi.gz
55.4 KB
list.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
00000000:·f702·0183·92c0·1c3b·0000·0000·03e8·1b20··.......;.......·00000000:·f702·0183·92c0·1c3b·0000·0000·03e8·1b20··.......;.......·
00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
00000020:·3131·2e30·373a·3133·3039·8b00·0000·0100··11.07:1309......00000020:·3132·2e31·313a·3233·3131·8b00·0000·0100··12.11:2311......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header
00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a6eb··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a6eb··..?.............
00000090:·dff3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·dff3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 413 lines modifiedOffset 12, 413 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746c·6973·742e·696e·7075··put..7tlist.inpu000000d0:·7075·7491·0537·746c·6973·742e·696e·7075··put..7tlist.inpu
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·1788··....Daly........00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........
00000120:·8b8d·9200·d7fb·534e·6f95·ac72·7693·656d··......SNo..rv.em00000120:·8b8d·9200·d573·8244·6563·656d·90ac·7262··.....s.Decem..rb
00000130:·9362·9053·8e65·7296·03ea·a837·2c93·3230··.b.S.er....7,.2000000130:·9053·8e65·7296·03ea·a831·312c·9332·3032··.S.er....11,.202
00000140:·3234·8e9f·2400·018d·9200·f1a1·4bf3·3174··24..$.......K.1t00000140:·358e·9f24·0001·8d92·00f1·a14b·f331·740c··5..$.......K.1t.
00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx
00000160:·7839·dc41·6273·7472·6163·748e·9f0f·acd1··x9.Abstract..... 
00000170:·8e9f·1e00·008d·8d92·0103·8000·f31b·4bf1··..............K.00000160:·39dc·4162·7374·7261·6374·8e9f·0fac·d18e··9.Abstract......
 00000170:·9f1e·0000·8d8d·9201·0380·00f3·1b4b·f160··.............K.`
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 000001d0:·3f00·008d·a0fd·e400·008d·913e·0000·f333··?..........>...3
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000001f0:·6d62·7831·32de·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten. 
00000200:·7473·8e8e·9f1e·0000·8d8d·9201·0380·00c6··ts..............000001f0:·6278·3132·de43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t
 00000200:·738e·8e9f·1e00·008d·8d92·0103·8000·c632··s..............2
00000210:·328e·8e8e·8c8b·0000·0003·0000·0000·0000··2...............00000210:·8e8e·8e8c·8b00·0000·0300·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0001··................
00000240:·0197·a002·7900·008d·a0fd·a300·00a0·023f··....y..........? 
00000250:·0000·8da0·fde4·0000·8d8d·913e·0000·de31··...........>...1 
00000260:·8e91·564c·cb4c·6963·656e·7365·8e9f·15e7··..VL.License.... 
00000270:·1ba4·0c00·008d·9176·e7cf·f334·1af2·2256··.......v...4.."V00000240:·96a0·0279·0000·8da0·fda3·0000·a002·3f00··...y..........?.
 00000250:·008d·a0fd·e400·008d·8d91·3e00·00de·318e··..........>...1.
 00000260:·9156·4ccb·4c69·6365·6e73·658e·9f15·e71b··.VL.License.....
 00000270:·a40c·0000·8d91·76e7·cff3·341a·f222·5600··......v...4.."V.
00000280:·000a·0000·000a·0000·0006·636d·6278·3130··..........cmbx1000000280:·0a00·0000·0a00·0000·0663·6d62·7831·30df··.........cmbx10.
00000290:·df7c·9603·d554·6c69·6365·6e73·6593·7c8e··.|...Tlicense.|.00000290:·7c96·03d5·546c·6963·656e·7365·937c·8ea9··|...Tlicense.|..
000002a0:·a911·5da2·8d91·3e00·00f3·35df·a44e·0000··..]...>...5..N..000002a0:·115d·a28d·913e·0000·f335·dfa4·4e00·0009··.]...>...5..N...
000002b0:·0900·0000·0900·0000·0563·6d74·7439·e02d··.........cmtt9.-000002b0:·0000·0009·0000·0005·636d·7474·39e0·2d2d··........cmtt9.--
000002c0:·2d43·6f70·7972·6967·6874·9604·b996·5468··-Copyright....Th 
000002d0:·6593·4e75·6d65·7269·6361·6c93·416c·676f··e.Numerical.Algo 
000002e0:·7269·7468·6d73·9347·726f·7570·934c·696d··rithms.Group.Lim 
000002f0:·6974·6564·9331·3939·312e·8e9f·125d·a18d··ited.1991....].. 
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00000310:·cf7c·9603·d554·2a93·7c8e·a68d·913e·0000··.|...T*.|....>.. 
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00000330:·6573·756d·658e·a40b·0000·8d91·3e00·0029··esume.......>..) 
00000340:·7370·6f6f·6c91·04b9·966c·6973·742e·6f75··spool....list.ou 
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./usr/share/doc/axiom-doc/src/input/liu.input.dvi
    
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Offset 12, 187 lines modifiedOffset 12, 187 lines modified
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Offset 12, 442 lines modifiedOffset 12, 442 lines modified
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000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........
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00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....
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00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........
00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
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 00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................
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000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con... 
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 000001e0:·0000·f333·c2d6·4ea0·000e·6666·000c·0000··...3..N...ff....
 000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t
 00000200:·656e·9374·738e·8e9f·1e00·008d·8d92·0103··en.ts...........
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000002b0:·a44e·0000·0900·0000·0900·0000·0563·6d74··.N...........cmt000002b0:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt
000002c0:·7439·e02d·2d43·6f70·7972·6967·6874·9604··t9.--Copyright.. 
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00000310:·8d91·76e7·cf7c·9603·d554·2a93·7c8e·a68d··..v..|...T*.|...000002c0:·39e0·2d2d·436f·7079·7269·6768·7496·04b9··9.--Copyright...
 000002d0:·9654·6865·934e·756d·6572·6963·616c·9341··.The.Numerical.A
 000002e0:·6c67·6f72·6974·686d·7393·4772·6f75·7093··lgorithms.Group.
 000002f0:·4c69·6d69·7465·6493·3139·3931·2e8e·9f12··Limited.1991....
 00000300:·5da1·8d91·76e7·cfdf·7c7c·7c2d·8ea1·a18d··]...v...|||-....
 00000310:·9176·e7cf·7c96·03d5·542a·937c·8ea6·8d91··.v..|...T*.|....
00000320:·913e·0000·e029·7365·7496·04b9·9662·7265··.>...)set....bre00000320:·3e00·00e0·2973·6574·9604·b996·6272·6561··>...)set....brea
00000330:·616b·9372·6573·756d·658e·a40b·0000·8d91··ak.resume.......00000330:·6b93·7265·7375·6d65·8ea4·0b00·008d·913e··k.resume.......>
00000340:·3e00·0029·7370·6f6f·6c91·04b9·966c·6f64··>..)spool....lod 
00000350:·6f31·2e6f·7574·7075·748e·a18d·913e·0000··o1.output....>.. 
00000360:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message. 
00000370:·7465·7374·936f·6e8e·a18d·913e·0000·2973··test.on....>..)s 
00000380:·6574·9604·b996·6d65·7373·6167·6593·6175··et....message.au00000340:·0000·2973·706f·6f6c·9104·b996·6c6f·646f··..)spool....lodo
 00000350:·312e·6f75·7470·7574·8ea1·8d91·3e00·0029··1.output....>..)
 00000360:·7365·7496·04b9·966d·6573·7361·6765·9374··set....message.t
 00000370:·6573·7493·6f6e·8ea1·8d91·3e00·0029·7365··est.on....>..)se
 00000380:·7496·04b9·966d·6573·7361·6765·9361·7574··t....message.aut
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000003a0:·6561·7291·04b9·9661·6c6c·8ea1·8d91·3e00··ear....all....>. 
000003b0:·002d·2d53·9604·b996·3193·6f66·9332·308e··.--S....1.of.20. 
000003c0:·a18d·913e·0000·5246·5a96·04b9·963a·3d93··...>..RFZ....:=. 
000003d0:·4672·6163·7469·6f6e·9355·6e69·7661·7269··Fraction.Univari 
000003e0:·6174·6550·6f6c·796e·6f6d·6961·6c28·2778··atePolynomial('x000003a0:·6172·9104·b996·616c·6c8e·a18d·913e·0000··ar....all....>..
 000003b0:·2d2d·5396·04b9·9631·936f·6693·3230·8ea1··--S....1.of.20..
 000003c0:·8d91·3e00·0052·465a·9604·b996·3a3d·9346··..>..RFZ....:=.F
 000003d0:·7261·6374·696f·6e93·556e·6976·6172·6961··raction.Univaria
 000003e0:·7465·506f·6c79·6e6f·6d69·616c·2827·782c··tePolynomial('x,
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00000400:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R.. 
00000410:·8d91·3e00·002d·2d52·910e·2cc2·2831·2991··..>..--R..,.(1). 
00000420:·0973·2c46·7261·6374·696f·6e28·556e·6976··.s,Fraction(Univ 
00000430:·6172·6961·7465·506f·6c79·6e6f·6d69·616c··ariatePolynomial 
00000440:·2878·2c49·6e74·6567·6572·2929·8ea1·8d91··(x,Integer)).... 
00000450:·3e00·002d·2d52·9201·331f·1654·7970·653a··>..--R..3..Type: 
00000460:·9104·b996·446f·6d61·696e·8ea1·8d91·3e00··....Domain....>. 
00000470:·002d·2d45·9104·b996·318e·a1a1·8d91·3e00··.--E....1.....>. 
00000480:·002d·2d53·9604·b996·3293·6f66·9332·308e··.--S....2.of.20. 
00000490:·a18d·913e·0000·7896·04b9·963a·9352·465a··...>..x....:.RFZ 
000004a0:·933a·3d93·2778·8ea1·8d91·3e00·002d·2d52··.:=.'x....>..--R 
000004b0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>. 
000004c0:·002d·2d52·910e·2cc2·2832·2991·0973·2c78··.--R..,.(2)..s,x 
000004d0:·8ea1·8d91·3e00·002d·2d52·9200·8dbf·9454··....>..--R.....T 
000004e0:·7970·653a·9104·b996·4672·6163·7469·6f6e··ype:....Fraction 
000004f0:·2855·6e69·7661·7269·6174·6550·6f6c·796e··(UnivariatePolyn 
00000500:·6f6d·6961·6c28·782c·496e·7465·6765·7229··omial(x,Integer) 
00000510:·298e·a18d·913e·0000·2d2d·4591·04b9·9632··)....>..--E....2 
00000520:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9633··.....>..--S....3 
00000530:·936f·6693·3230·8ea1·8d91·3e00·0044·7896··.of.20....>..Dx. 
00000540:·04b9·963a·934c·4f44·4f31·9352·465a·933a··...:.LODO1.RFZ.: 
00000550:·3d93·4428·298e·a18d·913e·0000·2d2d·528e··=.D()....>..--R. 
00000560:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
00000570:·2d2d·5291·0e2c·c228·3329·9109·732c·448e··--R..,.(3)..s,D. 
00000580:·a18d·913e·0000·2d2d·4954·7970·653a·9104··...>..--IType:.. 
00000590:·b996·4c69·6e65·6172·4f72·6469·6e61·7279··..LinearOrdinary 
000005a0:·4469·6666·6572·656e·7469·616c·4f70·6572··DifferentialOper 
000005b0:·6174·6f72·3128·4672·6163·7469·6f6e·282e··ator1(Fraction(. 
000005c0:·2e2e·8ea1·8d91·3e00·002d·2d45·9104·b996··......>..--E.... 
000005d0:·338e·a1a1·8d91·3e00·002d·2d53·9604·b996··3.....>..--S.... 
000005e0:·3493·6f66·9332·308e·a18d·913e·0000·6296··4.of.20....>..b. 
000005f0:·04b9·963a·934c·4f44·4f31·9352·465a·933a··...:.LODO1.RFZ.: 
00000600:·3d93·332a·785e·322a·4478·5e32·932b·9332··=.3*x^2*Dx^2.+.2 
00000610:·2a44·7893·2b93·312f·788e·a18d·913e·0000··*Dx.+.1/x....>.. 
00000620:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...00000400:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...
00000630:·913e·0000·2d2d·5291·2f3f·dc32·9104·b996··.>..--R./?.2.... 
00000640:·3291·25cc·b031·8ea1·8d91·3e00·002d·2d52··2.%..1....>..--R 
00000650:·910e·2cc2·2834·2996·0973·2c33·789b·04b9··..,.(4)..s,3x... 
00000660:·9644·932b·9832·4498·2b98·2d8e·a18d·913e··.D.+.2D.+.-....> 
00000670:·0000·2d2d·5291·6339·4e78·8ea1·8d91·3e00··..--R.c9Nx....>.00000410:·913e·0000·2d2d·5291·0e2c·c228·3129·9109··.>..--R..,.(1)..
 00000420:·732c·4672·6163·7469·6f6e·2855·6e69·7661··s,Fraction(Univa
 00000430:·7269·6174·6550·6f6c·796e·6f6d·6961·6c28··riatePolynomial(
 00000440:·782c·496e·7465·6765·7229·298e·a18d·913e··x,Integer))....>
 00000450:·0000·2d2d·5292·0133·1f16·5479·7065·3a91··..--R..3..Type:.
 00000460:·04b9·9644·6f6d·6169·6e8e·a18d·913e·0000··...Domain....>..
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./usr/share/doc/axiom-doc/src/input/lodo2.input.dvi.gz
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lodo2.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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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·9200·9eb7··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9eb7··..?.............
00000090:·45f3·26de·9119·c600·1147·ae00·1147·ae00··E.&......G...G..00000090:·45f3·26de·9119·c600·1147·ae00·1147·ae00··E.&......G...G..
Offset 12, 526 lines modifiedOffset 12, 526 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746c·6f90·738e·646f·322e··put..7tlo.s.do2.000000d0:·7075·7491·0537·746c·6f90·738e·646f·322e··put..7tlo.s.do2.
000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........
000000f0:·00e1·b0cf·f327·58ab·510b·000c·0000·000c··.....'X.Q.......000000f0:·00e1·b0cf·f327·58ab·510b·000c·0000·000c··.....'X.Q.......
00000100:·0000·0005·636d·7231·32d2·5469·6d6f·7468··....cmr12.Timoth00000100:·0000·0005·636d·7231·32d2·5469·6d6f·7468··....cmr12.Timoth
00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....
00000120:·8e9f·1788·8b8d·9200·d7fb·534e·6f95·ac72··..........SNo..r00000120:·8e9f·1788·8b8d·9200·d573·8244·6563·656d··.........s.Decem
00000130:·7693·656d·9362·9053·8e65·7296·03ea·a837··v.em.b.S.er....700000130:·90ac·7262·9053·8e65·7296·03ea·a831·312c··..rb.S.er....11,
00000140:·2c93·3230·3234·8e9f·2400·018d·9200·f1a1··,.2024..$.......00000140:·9332·3032·358e·9f24·0001·8d92·00f1·a14b··.2025..$.......K
00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........
00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract..
 00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................
00000180:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........00000180:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c
00000190:·636d·7231·30c6·318e·8e8e·8c8b·0000·0002··cmr10.1.........00000190:·6d72·3130·c631·8e8e·8e8c·8b00·0000·0200··mr10.1..........
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....000001c0:·0000·0000·0000·2aa0·0279·0000·8da0·fda3··......*..y......
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./usr/share/doc/axiom-doc/src/input/lodo3.input.dvi.gz
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lodo3.input.dvi
    
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Offset 12, 673 lines modifiedOffset 12, 673 lines modified
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./usr/share/doc/axiom-doc/src/input/lodof.input.dvi.gz
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lodof.input.dvi
    
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Offset 12, 357 lines modifiedOffset 12, 357 lines modified
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log.input.dvi
    
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Offset 12, 2231 lines modifiedOffset 12, 2231 lines modified
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00000450:·3030·2d31·3133·8ea1·a18d·9176·e7cf·f334··00-113.....v...400000450:·302d·3131·338e·a1a1·8d91·76e7·cff3·341a··0-113.....v...4.
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00000470:·6278·3130·df7c·9603·d554·2a93·7c8e·9f12··bx10.|...T*.|... 
00000480:·0000·8d91·3e00·00f3·35df·a44e·0000·0900··....>...5..N.... 
00000490:·0000·0900·0000·0563·6d74·7439·e029·7365··.......cmtt9.)se 
000004a0:·7496·04b9·9662·7265·616b·9372·6573·756d··t....break.resum 
000004b0:·658e·a40b·0000·8d91·3e00·0029·7370·6f6f··e.......>..)spoo 
000004c0:·6c91·04b9·966c·6f67·2e6f·7574·7075·748e··l....log.output. 
000004d0:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me00000470:·7831·30df·7c96·03d5·542a·937c·8e9f·1200··x10.|...T*.|....
 00000480:·008d·913e·0000·f335·dfa4·4e00·0009·0000··...>...5..N.....
 00000490:·0009·0000·0005·636d·7474·39e0·2973·6574··......cmtt9.)set
 000004a0:·9604·b996·6272·6561·6b93·7265·7375·6d65··....break.resume
 000004b0:·8ea4·0b00·008d·913e·0000·2973·706f·6f6c··.......>..)spool
 000004c0:·9104·b996·6c6f·672e·6f75·7470·7574·8ea1··....log.output..
 000004d0:·8d91·3e00·0029·7365·7496·04b9·966d·6573··..>..)set....mes
000004e0:·7373·6167·6593·7465·7374·936f·6e8e·a18d··ssage.test.on...000004e0:·7361·6765·9374·6573·7493·6f6e·8ea1·8d91··sage.test.on....
000004f0:·913e·0000·2973·6574·9604·b996·6d65·7373··.>..)set....mess 
00000500:·6167·6593·6175·746f·936f·6666·8ea1·8d91··age.auto.off.... 
00000510:·3e00·0029·636c·6561·7291·04b9·9661·6c6c··>..)clear....all 
00000520:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9631··.....>..--S....1 
00000530:·936f·6693·318e·a18d·913e·0000·5b5b·302e··.of.1....>..[[0. 
00000540:·3031·2c96·04b9·962d·342e·3630·3531·3730··01,....-4.605170 
00000550:·3138·3539·3838·3039·3134·2c93·6c6f·6728··1859880914,.log(000004f0:·3e00·0029·7365·7496·04b9·966d·6573·7361··>..)set....messa
 00000500:·6765·9361·7574·6f93·6f66·668e·a18d·913e··ge.auto.off....>
 00000510:·0000·2963·6c65·6172·9104·b996·616c·6c8e··..)clear....all.
 00000520:·a1a1·8d91·3e00·002d·2d53·9604·b996·3193··....>..--S....1.
 00000530:·6f66·9331·8ea1·8d91·3e00·005b·5b30·2e30··of.1....>..[[0.0
 00000540:·312c·9604·b996·2d34·2e36·3035·3137·3031··1,....-4.6051701
 00000550:·3835·3938·3830·3931·342c·936c·6f67·2830··859880914,.log(0
 00000560:·2e30·3129·2c93·6c6f·6728·302e·3031·292d··.01),.log(0.01)-
 00000570:·282d·342e·3630·3531·3730·3138·3539·3838··(-4.605170185988
 00000580:·3039·3134·295d·2c93·5f8e·a18d·913e·0000··0914)],._....>..
 00000590:·5b30·2e30·322c·9604·b996·2d33·2e39·3132··[0.02,....-3.912
 000005a0:·3032·3330·3035·3432·3831·3436·312c·936c··0230054281461,.l
 000005b0:·6f67·2830·2e30·3229·2c93·6c6f·6728·302e··og(0.02),.log(0.
Max diff block lines reached; 270675/307218 bytes (88.11%) of diff not shown.
18.7 KB
./usr/share/doc/axiom-doc/src/input/loop.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a2ad··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a2ad··..?.............
00000090:·a8f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·a8f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 138 lines modifiedOffset 12, 138 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746c·6f90·738e·6f70·2e69··put..7tlo.s.op.i000000d0:·7075·7491·0537·746c·6f90·738e·6f70·2e69··put..7tlo.s.op.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
000000f0:·d8cc·36f3·2758·ab51·0b00·0c00·0000·0c00··..6.'X.Q........000000f0:·d8cc·36f3·2758·ab51·0b00·0c00·0000·0c00··..6.'X.Q........
00000100:·0000·0563·6d72·3132·d254·6865·9603·eaa8··...cmr12.The....00000100:·0000·0563·6d72·3132·d254·6865·9603·eaa8··...cmr12.The....
00000110:·4178·696f·6d93·5491·ff05·5665·616d·8e8e··Axiom.T...Veam..00000110:·4178·696f·6d93·5491·ff05·5665·616d·8e8e··Axiom.T...Veam..
00000120:·8e8e·8e9f·1788·8b8d·9200·d7fb·534e·6f95··............SNo.00000120:·8e8e·8e9f·1788·8b8d·9200·d573·8244·6563··...........s.Dec
00000130:·ac72·7693·656d·9362·9053·8e65·7296·03ea··.rv.em.b.S.er...00000130:·656d·90ac·7262·9053·8e65·7296·03ea·a831··em..rb.S.er....1
00000140:·a837·2c93·3230·3234·8e9f·2400·018d·9200··.7,.2024..$.....00000140:·312c·9332·3032·358e·9f24·0001·8d92·00f1··1,.2025..$......
00000150:·f1a1·4bf3·3174·0c89·3a00·0900·0000·0900··..K.1t..:.......00000150:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........
00000160:·0000·0563·6d62·7839·dc41·6273·7472·6163··...cmbx9.Abstrac 
00000170:·748e·9f0f·acd1·8e9f·1e00·008d·8d92·0103··t............... 
00000180:·8000·f31b·4bf1·6079·000a·0000·000a·0000··....K.`y........00000160:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract
 00000170:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................
 00000180:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........
00000190:·0005·636d·7231·30c6·318e·8e8e·8c8b·0000··..cmr10.1.......00000190:·0563·6d72·3130·c631·8e8e·8e8c·8b00·0000··.cmr10.1........
000001a0:·0002·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0200·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·0000·002a·a002·7900·008d··.........*..y...000001c0:·0000·0000·0000·0000·2aa0·0279·0000·8da0··........*..y....
000001d0:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........ 
000001e0:·8d91·3e00·00f3·33c2·d64e·a000·0e66·6600··..>...3..N...ff. 
000001f0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con. 
00000200:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........000001d0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?.........
 000001e0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff..
 000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con..
 00000200:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........
00000210:·9201·0380·00c6·328e·8e8e·8c8b·0000·0003··......2.........00000210:·0103·8000·c632·8e8e·8e8c·8b00·0000·0300··.....2..........
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0000·0000·019d·a002·7900·008d·a0fd··..........y.....00000240:·0000·0000·0001·9ca0·0279·0000·8da0·fda3··.........y......
00000250:·a300·00a0·023f·0000·8da0·fde4·0000·9f0c··.....?.......... 
00000260:·0000·8d91·76e7·cff3·341a·f222·5600·0a00··....v...4.."V...00000250:·0000·a002·3f00·008d·a0fd·e400·009f·0c00··....?...........
 00000260:·008d·9176·e7cf·f334·1af2·2256·000a·0000··...v...4.."V....
00000270:·0000·0a00·0000·0663·6d62·7831·30df·7c96··.......cmbx10.|.00000270:·000a·0000·0006·636d·6278·3130·df7c·9603··......cmbx10.|..
00000280:·03d5·542a·937c·8e9f·1300·00a4·0b00·008d··..T*.|.......... 
00000290:·913e·0000·f335·dfa4·4e00·0009·0000·0009··.>...5..N.......00000280:·d554·2a93·7c8e·9f13·0000·a40b·0000·8d91··.T*.|...........
 00000290:·3e00·00f3·35df·a44e·0000·0900·0000·0900··>...5..N........
000002a0:·0000·0005·636d·7474·39e0·2d2d·9604·b996··....cmtt9.--....000002a0:·0000·0563·6d74·7439·e02d·2d96·04b9·9649··...cmtt9.--....I
000002b0:·496e·7075·7493·666f·7293·7061·6765·9342··Input.for.page.B 
000002c0:·6173·6963·4c6f·6f70·738e·a18d·913e·0000··asicLoops....>.. 
000002d0:·2963·6c65·6172·9104·b996·616c·6c8e·a1a1··)clear....all... 
000002e0:·8d91·3e00·0070·9604·b996·3a3d·9332·5e28··..>..p....:=.2^( 
000002f0:·325e·3329·932b·9331·8ea1·8d91·3e00·0072··2^3).+.1....>..r 
00000300:·6570·6561·7496·04b9·9669·6693·7072·696d··epeat....if.prim 
00000310:·653f·2870·933a·3d93·7093·2b93·3129·9374··e?(p.:=.p.+.1).t 
00000320:·6865·6e93·6c65·6176·658e·a18d·913e·0000··hen.leave....>.. 
00000330:·708e·a18d·913e·0000·7265·7065·6174·9604··p....>..repeat.. 
00000340:·b996·6966·9370·7269·6d65·3f28·7093·3a3d··..if.prime?(p.:= 
00000350:·9370·932b·9331·2993·7468·656e·936c·6561··.p.+.1).then.lea 
00000360:·7665·9370·8ea1·a18d·913e·0000·2d2d·9604··ve.p.....>..--.. 
00000370:·b996·496e·7075·7493·666f·7293·7061·6765··..Input.for.page 
00000380:·934e·6573·7465·644c·6f6f·7073·8ea1·8d91··.NestedLoops.... 
00000390:·3e00·0029·636c·6561·7291·04b9·9661·6c6c··>..)clear....all 
000003a0:·8ea1·a18d·913e·0000·666f·7296·04b9·9669··.....>..for....i 
000003b0:·9369·6e93·312e·2e32·9372·6570·6561·7493··.in.1..2.repeat. 
000003c0:·666f·7293·6a93·696e·9333·2e2e·3493·7265··for.j.in.3..4.re 
000003d0:·7065·6174·9370·7269·6e74·935b·692c·6a5d··peat.print.[i,j] 
000003e0:·8ea1·8d91·3e00·0069·9604·b996·3a3d·9331··....>..i....:=.1 
000003f0:·8ea1·8d91·3e00·0077·6869·6c65·9604·b996··....>..while.... 
00000400:·6993·3c93·3393·7265·7065·6174·9328·666f··i.<.3.repeat.(fo 
00000410:·7293·6a93·696e·9333·2e2e·3493·7265·7065··r.j.in.3..4.repe 
00000420:·6174·9370·7269·6e74·935b·692c·6a5d·3b93··at.print.[i,j];. 
00000430:·6993·3a3d·9369·932b·9331·298e·a1a1·8d91··i.:=.i.+.1)..... 
00000440:·3e00·002d·2d96·04b9·9649·6e70·7574·9366··>..--....Input.f 
00000450:·6f72·9370·6167·6593·5061·7261·6c6c·656c··or.page.Parallel 
00000460:·4c6f·6f70·738e·a18d·913e·0000·2963·6c65··Loops....>..)cle 
00000470:·6172·9104·b996·616c·6c8e·a1a1·8d91·3e00··ar....all.....>. 
00000480:·0066·6f72·9604·b996·6993·696e·9331·2e2e··.for....i.in.1.. 
00000490:·3593·666f·7293·6a93·696e·9331·312e·2e32··5.for.j.in.11..2 
000004a0:·3093·7265·7065·6174·9370·7269·6e74·935b··0.repeat.print.[ 
000004b0:·692c·6a5d·8ea1·8d91·3e00·0066·6f72·9604··i,j]....>..for.. 
000004c0:·b996·6993·696e·9331·2e2e·3593·666f·7293··..i.in.1..5.for. 
000004d0:·6a93·696e·9331·312e·2e93·7c93·6576·656e··j.in.11...|.even 
000004e0:·3f93·6a93·7265·7065·6174·9370·7269·6e74··?.j.repeat.print 
000004f0:·935b·692c·6a5d·8ea1·8d91·3e00·0066·6f72··.[i,j]....>..for 
00000500:·9604·b996·6993·696e·9331·2e2e·9366·6f72··....i.in.1...for 
00000510:·936a·9369·6e93·3131·2e2e·937c·9365·7665··.j.in.11...|.eve 
00000520:·6e3f·936a·9377·6869·6c65·9369·933c·9336··n?.j.while.i.<.6 
00000530:·9372·6570·6561·7493·7072·696e·7493·5b69··.repeat.print.[i 
00000540:·2c6a·5d8e·a1a1·8d91·3e00·002d·2d96·04b9··,j].....>..--... 
00000550:·9649·6e70·7574·9366·6f72·9370·6167·6593··.Input.for.page.000002b0:·6e70·7574·9366·6f72·9370·6167·6593·4261··nput.for.page.Ba
00000560:·4c6f·6f70·738e·a18d·913e·0000·2963·6c65··Loops....>..)cle 
00000570:·6172·9104·b996·616c·6c8e·a1a1·8d91·3e00··ar....all.....>. 
00000580:·0069·9604·b996·3a3d·9332·8ea1·8d91·3e00··.i....:=.2....>. 
00000590:·0072·6570·6561·7496·04b9·9628·7072·696e··.repeat....(prin 
000005a0:·7493·2869·933a·3d93·325e·693b·9369·6693··t.(i.:=.2^i;.if. 
000005b0:·6993·3e93·3130·9374·6865·6e93·6c65·6176··i.>.10.then.leav 
000005c0:·6529·298e·a18d·913e·0000·666f·7296·04b9··e))....>..for... 
000005d0:·966a·9369·6e93·312e·2e35·9372·6570·6561··.j.in.1..5.repea 
000005e0:·7493·7072·696e·7493·2869·933a·3d93·6a5e··t.print.(i.:=.j^ 
000005f0:·6929·8ea1·8d91·3e00·0077·6869·6c65·9604··i)....>..while.. 
00000600:·b996·6993·3c93·3130·3030·9372·6570·6561··..i.<.1000.repea 
00000610:·7493·7072·696e·7493·2869·933a·3d93·325e··t.print.(i.:=.2^ 
00000620:·6929·8ea1·8d91·3e00·0066·6f72·9604·b996··i)....>..for.... 
00000630:·6993·696e·9331·2e2e·9377·6869·6c65·9369··i.in.1...while.i 
00000640:·933c·9331·3030·3093·7265·7065·6174·9370··.<.1000.repeat.p 
00000650:·7269·6e74·935b·6a2c·223a·9322·2c69·933a··rint.[j,":.",i.: 
00000660:·3d93·325e·695d·8ea1·8d91·3e00·0066·6f72··=.2^i]....>..for 
00000670:·9604·b996·6a93·696e·9331·2e2e·3493·7265··....j.in.1..4.re 
00000680:·7065·6174·9366·6f72·9369·9369·6e93·322e··peat.for.i.in.2. 
00000690:·2e34·9372·6570·6561·7493·7072·696e·7493··.4.repeat.print. 
000006a0:·5b69·2c22·5e22·2c6a·2c22·933d·9322·2c69··[i,"^",j,".=.",i 
000006b0:·5e6a·5d8e·a1a1·8d91·3e00·002d·2d96·04b9··^j].....>..--... 
000006c0:·9649·6e70·7574·9366·6f72·9370·6167·6593··.Input.for.page. 
000006d0:·466f·724c·6f6f·7073·8ea1·8d91·3e00·0029··ForLoops....>..)000002c0:·7369·634c·6f6f·7073·8ea1·8d91·3e00·0029··sicLoops....>..)
000006e0:·636c·6561·7291·04b9·9661·6c6c·8ea1·a18d··clear....all....000002d0:·636c·6561·7291·04b9·9661·6c6c·8ea1·a18d··clear....all....
 000002e0:·913e·0000·7096·04b9·963a·3d93·325e·2832··.>..p....:=.2^(2
 000002f0:·5e33·2993·2b93·318e·a18d·913e·0000·7265··^3).+.1....>..re
 00000300:·7065·6174·9604·b996·6966·9370·7269·6d65··peat....if.prime
 00000310:·3f28·7093·3a3d·9370·932b·9331·2993·7468··?(p.:=.p.+.1).th
 00000320:·656e·936c·6561·7665·8ea1·8d91·3e00·0070··en.leave....>..p
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000000d0:·7075·7491·0537·746c·756d·702e·696e·7075··put..7tlump.inpu000000d0:·7075·7491·0537·746c·756d·702e·696e·7075··put..7tlump.inpu
000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00d8·cc36··t.."...........6000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00d8·cc36··t.."...........6
000000f0:·f327·58ab·510b·000c·0000·000c·0000·0005··.'X.Q...........000000f0:·f327·58ab·510b·000c·0000·000c·0000·0005··.'X.Q...........
00000100:·636d·7231·32d2·5468·6596·03ea·a841·7869··cmr12.The....Axi00000100:·636d·7231·32d2·5468·6596·03ea·a841·7869··cmr12.The....Axi
00000110:·6f6d·9354·91ff·0556·6561·6d8e·8e8e·8e8e··om.T...Veam.....00000110:·6f6d·9354·91ff·0556·6561·6d8e·8e8e·8e8e··om.T...Veam.....
00000120:·9f17·888b·8d92·00d7·fb53·4e6f·95ac·7276··.........SNo..rv00000120:·9f17·888b·8d92·00d5·7382·4465·6365·6d90··........s.Decem.
00000130:·9365·6d93·6290·538e·6572·9603·eaa8·372c··.em.b.S.er....7,00000130:·ac72·6290·538e·6572·9603·eaa8·3131·2c93··.rb.S.er....11,.
00000140:·9332·3032·348e·9f24·0001·8d92·00f1·a14b··.2024..$.......K00000140:·3230·3235·8e9f·2400·018d·9200·f1a1·4bf3··2025..$.......K.
00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c
00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract...
 00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................
00000180:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm
00000190:·6d72·3130·c631·8e8e·8e8c·8b00·0000·0200··mr10.1..........00000190:·7231·30c6·318e·8e8e·8c8b·0000·0002·0000··r10.1...........
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
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000001e0:·0000·f333·c2d6·4ea0·000e·6666·000c·0000··...3..N...ff.... 
000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t 
00000200:·656e·9374·738e·8e9f·1e00·008d·8d92·0103··en.ts...........000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......
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 000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te
 00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............
00000210:·8000·c632·8e8e·8e8c·8b00·0000·0300·0000··...2............00000210:·00c6·328e·8e8e·8c8b·0000·0003·0000·0000··..2.............
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0001·9aa0·0279·0000·8da0·fda3·0000··.......y........ 
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00000290:·a44e·0000·0900·0000·0900·0000·0563·6d74··.N...........cmt00000290:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt
000002a0:·7439·e064·7261·7728·7369·6e28·3296·04b9··t9.draw(sin(2...000002a0:·39e0·6472·6177·2873·696e·2832·9604·b996··9.draw(sin(2....
000002b0:·962a·9378·5e32·932b·9333·932a·9379·5e32··.*.x^2.+.3.*.y^2000002b0:·2a93·785e·3293·2b93·3393·2a93·795e·3229··*.x^2.+.3.*.y^2)
000002c0:·292f·2878·5e32·932b·9379·5e32·292c·7893··)/(x^2.+.y^2),x. 
000002d0:·3d93·2d33·2e2e·332c·7993·3d93·2d33·2e2e··=.-3..3,y.=.-3..000002c0:·2f28·785e·3293·2b93·795e·3229·2c78·933d··/(x^2.+.y^2),x.=
 000002d0:·932d·332e·2e33·2c79·933d·932d·332e·2e33··.-3..3,y.=.-3..3
000002e0:·3329·8e9f·1400·008d·9176·e7cf·df7c·7c7c··3).......v...|||000002e0:·298e·9f14·0000·8d91·76e7·cfdf·7c7c·7c2d··).......v...|||-
000002f0:·2d8e·8e9f·1e00·008d·8d92·0103·8000·c633··-..............3000002f0:·8e8e·9f1e·0000·8d8d·9201·0380·00c6·338e··..............3.
00000300:·8e8e·8e8c·8b00·0000·0400·0000·0000·0000··................00000300:·8e8e·8c8b·0000·0004·0000·0000·0000·0000··................
00000310:·0000·0000·0000·0000·0000·0000·0000·0000··................00000310:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000320:·0000·0000·0000·0000·0000·0000·0000·0002··................00000320:·0000·0000·0000·0000·0000·0000·0000·0217··................
00000330:·18a0·0279·0000·8da0·fda3·0000·a002·3f00··...y..........?. 
00000340:·008d·a0fd·e400·008d·913e·0000·de52·6566··.........>...Ref 
00000350:·6572·656e·6365·738e·9f15·e71b·8d8d·8d91··erences.........00000330:·a002·7900·008d·a0fd·a300·00a0·023f·0000··..y..........?..
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00000360:·4300·01c6·5b31·5d8e·8e91·528e·3c6e·6f74··C...[1]...R.<not00000360:·0001·c65b·315d·8e8e·9152·8e3c·6e6f·7468··...[1]...R.<noth
00000370:·6869·6e67·8e8e·9f1e·0000·8d8d·9201·0380··hing............00000370:·696e·678e·8e9f·1e00·008d·8d92·0103·8000··ing.............
00000380:·0034·8e8e·8e8c·f800·0003·0401·8392·c01c··.4..............00000380:·348e·8e8e·8cf8·0000·0303·0183·92c0·1c3b··4..............;
00000390:·3b00·0000·0003·e802·7900·0001·ce00·0000··;.......y....... 
000003a0:·0700·04f3·35df·a44e·0000·0900·0000·0900··....5..N........ 
000003b0:·0000·0563·6d74·7439·f334·1af2·2256·000a··...cmtt9.4.."V..00000390:·0000·0000·03e8·0279·0000·01ce·0000·0007··.......y........
 000003a0:·0004·f335·dfa4·4e00·0009·0000·0009·0000··...5..N.........
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000003c0:·0000·000a·0000·0006·636d·6278·3130·f333··........cmbx10.3000003c0:·0000·0a00·0000·0663·6d62·7831·30f3·33c2··.......cmbx10.3.
000003d0:·c2d6·4ea0·000e·6666·000c·0000·0006·636d··..N...ff......cm000003d0:·d64e·a000·0e66·6600·0c00·0000·0663·6d62··.N...ff......cmb
000003e0:·6278·3132·f331·740c·893a·0009·0000·0009··bx12.1t..:......000003e0:·7831·32f3·3174·0c89·3a00·0900·0000·0900··x12.1t..:.......
000003f0:·0000·0005·636d·6278·39f3·2758·ab51·0b00··....cmbx9.'X.Q..000003f0:·0000·0563·6d62·7839·f327·58ab·510b·000c··...cmbx9.'X.Q...
00000400:·0c00·0000·0c00·0000·0563·6d72·3132·f326··.........cmr12.&00000400:·0000·000c·0000·0005·636d·7231·32f3·26de··........cmr12.&.
00000410:·de91·19c6·0011·47ae·0011·47ae·0008·7463··......G...G...tc 
00000420:·726d·3137·3238·f325·44d3·ed74·0011·47ae··rm1728.%D..t..G. 
00000430:·0011·47ae·0005·636d·7231·37f3·1b4b·f160··..G...cmr17..K.`00000410:·9119·c600·1147·ae00·1147·ae00·0874·6372··.....G...G...tcr
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00000440:·7900·0a00·0000·0a00·0000·0563·6d72·3130··y..........cmr1000000440:·000a·0000·000a·0000·0005·636d·7231·30f9··..........cmr10.
00000450:·f900·0003·8602·dfdf·dfdf·dfdf············............00000450:·0000·0385·02df·dfdf·dfdf·dfdf············............
80.2 KB
./usr/share/doc/axiom-doc/src/input/lupfact.input.dvi.gz
80.1 KB
lupfact.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
00000020:·3131·2e30·373a·3133·3039·8b00·0000·0100··11.07:1309......00000020:·3132·2e31·313a·3233·3131·8b00·0000·0100··12.11:2311......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header
00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·997f··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·997f··..?.............
00000090:·d1f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·d1f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 598 lines modifiedOffset 12, 598 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746c·7570·6661·6374·2e69··put..7tlupfact.i000000d0:·7075·7491·0537·746c·7570·6661·6374·2e69··put..7tlupfact.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.
00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
00000120:·9f17·888b·8d92·00d7·fb53·4e6f·95ac·7276··.........SNo..rv00000120:·9f17·888b·8d92·00d5·7382·4465·6365·6d90··........s.Decem.
00000130:·9365·6d93·6290·538e·6572·9603·eaa8·372c··.em.b.S.er....7,00000130:·ac72·6290·538e·6572·9603·eaa8·3131·2c93··.rb.S.er....11,.
00000140:·9332·3032·348e·9f24·0001·8d92·00f1·a14b··.2024..$.......K00000140:·3230·3235·8e9f·2400·018d·9200·f1a1·4bf3··2025..$.......K.
00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c
00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract...
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00000210:·8000·c632·8e8e·8e8c·8b00·0000·0300·0000··...2............00000210:·00c6·328e·8e8e·8c8b·0000·0003·0000·0000··..2.............
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00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0001·9aa0·0279·0000·8da0·fda3·0000··.......y........ 
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00000270:·9f15·e71b·a40c·0000·8d91·76e7·cff3·341a··..........v...4.00000270:·15e7·1ba4·0c00·008d·9176·e7cf·f334·1af2··.........v...4..
00000280:·f222·5600·0a00·0000·0a00·0000·0663·6d62··."V..........cmb00000280:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx
00000290:·7831·30df·7c96·03d5·546c·6963·656e·7365··x10.|...Tlicense00000290:·3130·df7c·9603·d554·6c69·6365·6e73·6593··10.|...Tlicense.
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000002b0:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt000002b0:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt9
000002c0:·39e0·2d2d·436f·7079·7269·6768·7496·04b9··9.--Copyright... 
000002d0:·9654·6865·934e·756d·6572·6963·616c·9341··.The.Numerical.A 
000002e0:·6c67·6f72·6974·686d·7393·4772·6f75·7093··lgorithms.Group.000002c0:·e02d·2d43·6f70·7972·6967·6874·9604·b996··.--Copyright....
 000002d0:·5468·6593·4e75·6d65·7269·6361·6c93·416c··The.Numerical.Al
 000002e0:·676f·7269·7468·6d73·9347·726f·7570·934c··gorithms.Group.L
000002f0:·4c69·6d69·7465·6493·3139·3931·2e8e·9f13··Limited.1991....000002f0:·696d·6974·6564·9331·3939·312e·8e9f·134c··imited.1991....L
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Offset 12, 358 lines modifiedOffset 12, 358 lines modified
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./usr/share/doc/axiom-doc/src/input/machinearithmetic.input.dvi.gz
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machinearithmetic.input.dvi
    
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000000f0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0·cff3··..".............000000f0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0·cff3··..".............
00000100:·2758·ab51·0b00·0c00·0000·0c00·0000·0563··'X.Q...........c00000100:·2758·ab51·0b00·0c00·0000·0c00·0000·0563··'X.Q...........c
00000110:·6d72·3132·d254·696d·6f74·6890·ac72·7991··mr12.Timoth..ry.00000110:·6d72·3132·d254·696d·6f74·6890·ac72·7991··mr12.Timoth..ry.
00000120:·03ea·a844·616c·798e·8e8e·8e8e·9f17·888b··...Daly.........00000120:·03ea·a844·616c·798e·8e8e·8e8e·9f17·888b··...Daly.........
00000130:·8d92·00d7·fb53·4e6f·95ac·7276·9365·6d93··.....SNo..rv.em.00000130:·8d92·00d5·7382·4465·6365·6d90·ac72·6290··....s.Decem..rb.
00000140:·6290·538e·6572·9603·eaa8·372c·9332·3032··b.S.er....7,.20200000140:·538e·6572·9603·eaa8·3131·2c93·3230·3235··S.er....11,.2025
00000150:·348e·9f24·0001·8d92·00f1·a14b·f331·740c··4..$.......K.1t.00000150:·8e9f·2400·018d·9200·f1a1·4bf3·3174·0c89··..$.......K.1t..
00000160:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx00000160:·3a00·0900·0000·0900·0000·0563·6d62·7839··:..........cmbx9
00000170:·39dc·4162·7374·7261·6374·8e9f·0fac·d18e··9.Abstract...... 
00000180:·9f1e·0000·8d8d·9201·0380·00f3·1b4b·f160··.............K.`00000170:·dc41·6273·7472·6163·748e·9f0f·acd1·8e9f··.Abstract.......
 00000180:·1e00·008d·8d92·0103·8000·f31b·4bf1·6079··............K.`y
00000190:·7900·0a00·0000·0a00·0000·0563·6d72·3130··y..........cmr1000000190:·000a·0000·000a·0000·0005·636d·7231·30c6··..........cmr10.
000001a0:·c631·8e8e·8e8c·8b00·0000·0200·0000·0000··.1..............000001a0:·318e·8e8e·8c8b·0000·0002·0000·0000·0000··1...............
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001c0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001d0:·0000·2aa0·0279·0000·8da0·fda3·0000·a002··..*..y.......... 
000001e0:·3f00·008d·a0fd·e400·008d·913e·0000·f333··?..........>...3000001d0:·002a·a002·7900·008d·a0fd·a300·00a0·023f··.*..y..........?
 000001e0:·0000·8da0·fde4·0000·8d91·3e00·00f3·33c2··..........>...3.
000001f0:·c2d6·4ea0·000e·6666·000c·0000·0006·636d··..N...ff......cm000001f0:·d64e·a000·0e66·6600·0c00·0000·0663·6d62··.N...ff......cmb
00000200:·6278·3132·de43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t 
00000210:·738e·8e9f·1e00·008d·8d92·0103·8000·c632··s..............200000200:·7831·32de·436f·6e95·8ccc·7465·6e93·7473··x12.Con...ten.ts
 00000210:·8e8e·9f1e·0000·8d8d·9201·0380·00c6·328e··..............2.
00000220:·8e8e·8e8c·8b00·0000·0300·0000·0000·0000··................00000220:·8e8e·8c8b·0000·0003·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000250:·a6a0·0279·0000·8da0·fda3·0000·a002·3f00··...y..........?. 
00000260:·008d·a0fd·e400·009f·0c00·008d·9176·e7cf··.............v..00000250:·a002·7900·008d·a0fd·a300·00a0·023f·0000··..y..........?..
 00000260:·8da0·fde4·0000·9f0c·0000·8d91·76e7·cff3··............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·d554·2a93·7c8e··cmbx10.|...T*.|. 
00000290:·9f13·0000·8d91·3e00·00f3·35df·a44e·0000··......>...5..N..00000280:·6d62·7831·30df·7c96·03d5·542a·937c·8e9f··mbx10.|...T*.|..
 00000290:·1300·008d·913e·0000·f335·dfa4·4e00·0009··.....>...5..N...
000002a0:·0900·0000·0900·0000·0563·6d74·7439·e029··.........cmtt9.)000002a0:·0000·0009·0000·0005·636d·7474·39e0·2973··........cmtt9.)s
000002b0:·7365·7496·04b9·9662·7265·616b·9372·6573··set....break.res 
000002c0:·756d·658e·a40b·0000·8d91·3e00·0029·7379··ume.......>..)sy 
000002d0:·7396·04b9·9672·6d93·2d66·936d·6163·6869··s....rm.-f.machi 
000002e0:·6e65·6172·6974·686d·6574·6963·2e6f·7574··nearithmetic.out000002b0:·6574·9604·b996·6272·6561·6b93·7265·7375··et....break.resu
 000002c0:·6d65·8ea4·0b00·008d·913e·0000·2973·7973··me.......>..)sys
 000002d0:·9604·b996·726d·932d·6693·6d61·6368·696e··....rm.-f.machin
 000002e0:·6561·7269·7468·6d65·7469·632e·6f75·7470··earithmetic.outp
000002f0:·7075·748e·a18d·913e·0000·2973·706f·6f6c··put....>..)spool000002f0:·7574·8ea1·8d91·3e00·0029·7370·6f6f·6c91··ut....>..)spool.
00000300:·9104·b996·6d61·6368·696e·6561·7269·7468··....machinearith00000300:·04b9·966d·6163·6869·6e65·6172·6974·686d··...machinearithm
00000310:·6d65·7469·632e·6f75·7470·7574·8ea1·8d91··metic.output....00000310:·6574·6963·2e6f·7574·7075·748e·a18d·913e··etic.output....>
00000320:·3e00·0029·7365·7496·04b9·966d·6573·7361··>..)set....messa00000320:·0000·2973·6574·9604·b996·6d65·7373·6167··..)set....messag
00000330:·6765·9374·6573·7493·6f6e·8ea1·8d91·3e00··ge.test.on....>.00000330:·6593·7465·7374·936f·6e8e·a18d·913e·0000··e.test.on....>..
00000340:·0029·7365·7496·04b9·966d·6573·7361·6765··.)set....message 
00000350:·9361·7574·6f93·6f66·668e·a18d·913e·0000··.auto.off....>.. 
00000360:·2963·6c65·6172·9104·b996·616c·6c8e·a1a1··)clear....all...00000340:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message.
 00000350:·6175·746f·936f·6666·8ea1·8d91·3e00·0029··auto.off....>..)
 00000360:·636c·6561·7291·04b9·9661·6c6c·8ea1·a18d··clear....all....
 00000370:·913e·0000·2d2d·5396·04b9·9631·936f·6693··.>..--S....1.of.
 00000380:·3336·8ea1·8d91·3e00·0074·313a·3d65·6d70··36....>..t1:=emp
 00000390:·7479·2829·2455·3332·5665·6374·6f72·8ea1··ty()$U32Vector..
 000003a0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 000003b0:·2d52·910e·2cc2·2831·2991·0973·2c5b·5d8e··-R..,.(1)..s,[].
 000003c0:·a18d·913e·0000·2d2d·5292·0124·f254·5479··...>..--R..$.TTy
 000003d0:·7065·3a91·04b9·9655·3332·5665·6374·6f72··pe:....U32Vector
 000003e0:·8ea1·8d91·3e00·002d·2d45·9104·b996·318e··....>..--E....1.
00000370:·8d91·3e00·002d·2d53·9604·b996·3193·6f66··..>..--S....1.of000003f0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2.
00000380:·9333·368e·a18d·913e·0000·7431·3a3d·656d··.36....>..t1:=em00000400:·6f66·9333·368e·a18d·913e·0000·7432·3a3d··of.36....>..t2:=
 00000410:·6e65·7728·3130·2c31·3029·2455·3332·5665··new(10,10)$U32Ve
00000390:·7074·7928·2924·5533·3256·6563·746f·728e··pty()$U32Vector. 
000003a0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
000003b0:·2d2d·5291·0e2c·c228·3129·9109·732c·5b5d··--R..,.(1)..s,[] 
000003c0:·8ea1·8d91·3e00·002d·2d52·9201·24f2·5454··....>..--R..$.TT 
000003d0:·7970·653a·9104·b996·5533·3256·6563·746f··ype:....U32Vecto 
000003e0:·728e·a18d·913e·0000·2d2d·4591·04b9·9631··r....>..--E....1 
000003f0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9632··.....>..--S....2 
00000400:·936f·6693·3336·8ea1·8d91·3e00·0074·323a··.of.36....>..t2: 
00000410:·3d6e·6577·2831·302c·3130·2924·5533·3256··=new(10,10)$U32V 
00000420:·6563·746f·728e·a18d·913e·0000·2d2d·528e··ector....>..--R. 
00000430:·a18d·913e·0000·2d2d·5291·0e2c·c228·3229··...>..--R..,.(2) 
00000440:·9109·732c·5b31·302c·3130·2c31·302c·3130··..s,[10,10,10,10 
00000450:·2c31·302c·3130·2c31·302c·3130·2c31·302c··,10,10,10,10,10, 
00000460:·3130·5d8e·a18d·913e·0000·2d2d·5292·0124··10]....>..--R..$ 
00000470:·f254·5479·7065·3a91·04b9·9655·3332·5665··.TType:....U32Ve 
00000480:·6374·6f72·8ea1·8d91·3e00·002d·2d45·9104··ctor....>..--E..00000420:·6374·6f72·8ea1·8d91·3e00·002d·2d52·8ea1··ctor....>..--R..
00000490:·b996·328e·a1a1·8d91·3e00·002d·2d53·9604··..2.....>..--S.. 
000004a0:·b996·3393·6f66·9333·368e·a18d·913e·0000··..3.of.36....>..00000430:·8d91·3e00·002d·2d52·910e·2cc2·2832·2991··..>..--R..,.(2).
 00000440:·0973·2c5b·3130·2c31·302c·3130·2c31·302c··.s,[10,10,10,10,
 00000450:·3130·2c31·302c·3130·2c31·302c·3130·2c31··10,10,10,10,10,1
 00000460:·305d·8ea1·8d91·3e00·002d·2d52·9201·24f2··0]....>..--R..$.
 00000470:·5454·7970·653a·9104·b996·5533·3256·6563··TType:....U32Vec
 00000480:·746f·728e·a18d·913e·0000·2d2d·4591·04b9··tor....>..--E...
 00000490:·9632·8ea1·a18d·913e·0000·2d2d·5396·04b9··.2.....>..--S...
 000004a0:·9633·936f·6693·3336·8ea1·8d91·3e00·0074··.3.of.36....>..t
 000004b0:·333a·3d71·656c·7428·7432·2c32·298e·a18d··3:=qelt(t2,2)...
 000004c0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
 000004d0:·5291·0e2c·c228·3329·9109·732c·3130·8ea1··R..,.(3)..s,10..
 000004e0:·8d91·3e00·002d·2d52·9201·0898·d054·7970··..>..--R.....Typ
 000004f0:·653a·9104·b996·506f·7369·7469·7665·496e··e:....PositiveIn
 00000500:·7465·6765·728e·a18d·913e·0000·2d2d·4591··teger....>..--E.
 00000510:·04b9·9633·8ea1·a18d·913e·0000·2d2d·5396··...3.....>..--S.
 00000520:·04b9·9634·936f·6693·3336·8ea1·8d91·3e00··...4.of.36....>.
000004b0:·7433·3a3d·7165·6c74·2874·322c·3229·8ea1··t3:=qelt(t2,2)..00000530:·0074·343a·3d65·6c74·2874·322c·3229·8ea1··.t4:=elt(t2,2)..
000004c0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-00000540:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
000004d0:·2d52·910e·2cc2·2833·2991·0973·2c31·308e··-R..,.(3)..s,10.00000550:·2d52·910e·2cc2·2834·2991·0973·2c31·308e··-R..,.(4)..s,10.
000004e0:·a18d·913e·0000·2d2d·5292·0108·98d0·5479··...>..--R.....Ty00000560:·a18d·913e·0000·2d2d·5292·0108·98d0·5479··...>..--R.....Ty
000004f0:·7065·3a91·04b9·9650·6f73·6974·6976·6549··pe:....PositiveI00000570:·7065·3a91·04b9·9650·6f73·6974·6976·6549··pe:....PositiveI
00000500:·6e74·6567·6572·8ea1·8d91·3e00·002d·2d45··nteger....>..--E00000580:·6e74·6567·6572·8ea1·8d91·3e00·002d·2d45··nteger....>..--E
00000510:·9104·b996·338e·a1a1·8d91·3e00·002d·2d53··....3.....>..--S00000590:·9104·b996·348e·a1a1·8d91·3e00·002d·2d53··....4.....>..--S
00000520:·9604·b996·3493·6f66·9333·368e·a18d·913e··....4.of.36....>000005a0:·9604·b996·3593·6f66·9333·368e·a18d·913e··....5.of.36....>
00000530:·0000·7434·3a3d·656c·7428·7432·2c32·298e··..t4:=elt(t2,2). 
00000540:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
00000550:·2d2d·5291·0e2c·c228·3429·9109·732c·3130··--R..,.(4)..s,10000005b0:·0000·7435·3a3d·7432·2e32·8ea1·8d91·3e00··..t5:=t2.2....>.
 000005c0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..
 000005d0:·2cc2·2835·2991·0973·2c31·308e·a18d·913e··,.(5)..s,10....>
 000005e0:·0000·2d2d·5292·0108·98d0·5479·7065·3a91··..--R.....Type:.
 000005f0:·04b9·9650·6f73·6974·6976·6549·6e74·6567··...PositiveInteg
 00000600:·6572·8ea1·8d91·3e00·002d·2d45·9104·b996··er....>..--E....
 00000610:·358e·a1a1·8d91·3e00·002d·2d53·9604·b996··5.....>..--S....
 00000620:·3693·6f66·9333·368e·a18d·913e·0000·7436··6.of.36....>..t6
 00000630:·3a3d·7173·6574·656c·7421·2874·322c·322c··:=qsetelt!(t2,2,
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./usr/share/doc/axiom-doc/src/input/macros.input.dvi
    
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00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
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00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9920··..?............·00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9920··..?............·
00000090:·e2f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·e2f3·26de·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:·7075·7491·0537·746d·6163·726f·732e·696e··put..7tmacros.in000000d0:·7075·7491·0537·746d·6163·726f·732e·696e··put..7tmacros.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........
000000f0:·b0cf·f327·58ab·510b·000c·0000·000c·0000··...'X.Q.........000000f0:·b0cf·f327·58ab·510b·000c·0000·000c·0000··...'X.Q.........
00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..
00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......
00000120:·1788·8b8d·9200·d7fb·534e·6f95·ac72·7693··........SNo..rv.00000120:·1788·8b8d·9200·d573·8244·6563·656d·90ac··.......s.Decem..
00000130:·656d·9362·9053·8e65·7296·03ea·a837·2c93··em.b.S.er....7,.00000130:·7262·9053·8e65·7296·03ea·a831·312c·9332··rb.S.er....11,.2
00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.00000140:·3032·358e·9f24·0001·8d92·00f1·a14b·f331··025..$.......K.1
00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract... 
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
 00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·1b4b··...............K
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magma.input.dvi
    
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Offset 12, 285 lines modifiedOffset 12, 285 lines modified
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000000d0:·7075·7491·0537·746d·6167·6d61·2e69·6e70··put..7tmagma.inp000000d0:·7075·7491·0537·746d·6167·6d61·2e69·6e70··put..7tmagma.inp
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Offset 13, 1142 lines modifiedOffset 13, 1142 lines modified
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 000003d0:·696e·7393·4465·6669·6e69·7469·6f6e·738e··ins.Definitions.
000003e0:·8ea1·8d91·3e00·002d·2d2d·2d2d·2d2d·2d2d··....>..---------000003e0:·a18d·913e·0000·2d2d·2d2d·2d2d·2d2d·2d2d··...>..----------
000003f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000003f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000400:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000400:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000410:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000410:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000420:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000420:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000430:·2d2d·2d2d·8ea1·a18d·913e·0000·2963·6c65··----.....>..)cle00000430:·2d2d·2d8e·a1a1·8d91·3e00·0029·636c·6561··---.....>..)clea
00000440:·6172·9104·b996·616c·6c8e·a18d·913e·0000··ar....all....>.. 
00000450:·6c73·9604·b996·3a93·4c69·7374·9353·796d··ls....:.List.Sym00000440:·7291·04b9·9661·6c6c·8ea1·8d91·3e00·006c··r....all....>..l
 00000450:·7396·04b9·963a·934c·6973·7493·5379·6d62··s....:.List.Symb
00000460:·626f·6c93·3a3d·935b·702c·732c·7068·695d··bol.:=.[p,s,phi]00000460:·6f6c·933a·3d93·5b70·2c73·2c70·6869·5d3b··ol.:=.[p,s,phi];
 00000470:·8ea1·8d91·3e00·0056·9604·b996·3a3d·934f··....>..V....:=.O
 00000480:·5641·5228·6c73·293b·8ea1·8d91·3e00·0052··VAR(ls);....>..R
 00000490:·9604·b996·3a3d·9349·6e74·6567·6572·3b8e··....:=.Integer;.
 000004a0:·a18d·913e·0000·4596·04b9·963a·3d93·496e··...>..E....:=.In
 000004b0:·6465·7865·6445·7870·6f6e·656e·7473·9356··dexedExponents.V
00000470:·3b8e·a18d·913e·0000·5696·04b9·963a·3d93··;....>..V....:=.000004c0:·3b8e·a18d·913e·0000·5096·04b9·963a·3d93··;....>..P....:=.
 000004d0:·4e53·4d50·2852·2c93·5629·3b8e·a18d·913e··NSMP(R,.V);....>
 000004e0:·0000·4c50·9604·b996·3a3d·934c·6973·7428··..LP....:=.List(
00000480:·4f56·4152·286c·7329·3b8e·a18d·913e·0000··OVAR(ls);....>.. 
00000490:·5296·04b9·963a·3d93·496e·7465·6765·723b··R....:=.Integer; 
000004a0:·8ea1·8d91·3e00·0045·9604·b996·3a3d·9349··....>..E....:=.I 
000004b0:·6e64·6578·6564·4578·706f·6e65·6e74·7393··ndexedExponents. 
000004c0:·563b·8ea1·8d91·3e00·0050·9604·b996·3a3d··V;....>..P....:= 
000004d0:·934e·534d·5028·522c·9356·293b·8ea1·8d91··.NSMP(R,.V);.... 
000004e0:·3e00·004c·5096·04b9·963a·3d93·4c69·7374··>..LP....:=.List 
000004f0:·2850·293b·8ea1·a18d·913e·0000·2d2d·2d2d··(P);.....>..----000004f0:·5029·3b8e·a1a1·8d91·3e00·002d·2d2d·2d2d··P);.....>..-----
00000500:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000500:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000510:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000510:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000520:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000520:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000530:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000530:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000540:·2d2d·2d2d·2d2d·2d2d·2d8e·a18d·913e·0000··---------....>..00000540:·2d2d·2d2d·2d2d·2d2d·8ea1·8d91·3e00·002d··--------....>..-
00000550:·2d2d·2591·04b9·9649·6e69·7469·616c·6973··--%....Initialis00000550:·2d25·9104·b996·496e·6974·6961·6c69·7361··-%....Initialisa
00000560:·6174·696f·6e73·8ea1·8d91·3e00·002d·2d2d··ations....>..---00000560:·7469·6f6e·738e·a18d·913e·0000·2d2d·2d2d··tions....>..----
00000570:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000570:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000580:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000580:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000590:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000590:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000005a0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000005a0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000005b0:·2d2d·2d2d·2d2d·2d2d·2d2d·8ea1·a18d·913e··----------.....>000005b0:·2d2d·2d2d·2d2d·2d2d·2d8e·a1a1·8d91·3e00··---------.....>.
000005c0:·0000·703a·9604·b996·5093·3a3d·9327·703b··..p:....P.:=.'p; 
000005d0:·8ea1·8d91·3e00·0073·3a96·04b9·9650·933a··....>..s:....P.: 
000005e0:·3d93·2773·3b8e·a18d·913e·0000·7068·693a··=.'s;....>..phi: 
000005f0:·9604·b996·5093·3a3d·9327·7068·693b·8ea1··....P.:=.'phi;.. 
00000600:·8d91·3e00·0070·313a·3d2d·322a·705e·332b··..>..p1:=-2*p^3+ 
00000610:·322a·705e·332a·7068·695e·332d·342a·7068··2*p^3*phi^3-4*ph 
00000620:·695e·332a·732a·705e·322b·352a·7068·695e··i^3*s*p^2+5*phi^ 
00000630:·332a·735e·332a·702d·7068·695e·332a·735e··3*s^3*p-phi^3*s^000005c0:·0070·3a96·04b9·9650·933a·3d93·2770·3b8e··.p:....P.:=.'p;.
 000005d0:·a18d·913e·0000·733a·9604·b996·5093·3a3d··...>..s:....P.:=
 000005e0:·9327·733b·8ea1·8d91·3e00·0070·6869·3a96··.'s;....>..phi:.
 000005f0:·04b9·9650·933a·3d93·2770·6869·3b8e·a18d··...P.:=.'phi;...
 00000600:·913e·0000·7031·3a3d·2d32·2a70·5e33·2b32··.>..p1:=-2*p^3+2
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./usr/share/doc/axiom-doc/src/input/matbug.input.dvi.gz
67.6 KB
matbug.input.dvi
    
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00000000:·f702·0183·92c0·1c3b·0000·0000·03e8·1b20··.......;.......·00000000:·f702·0183·92c0·1c3b·0000·0000·03e8·1b20··.......;.......·
00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
00000020:·3131·2e30·373a·3133·3039·8b00·0000·0100··11.07:1309......00000020:·3132·2e31·313a·3233·3131·8b00·0000·0100··12.11:2311......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header
00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·96ea··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·96ea··..?.............
00000090:·aaf3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·aaf3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 505 lines modifiedOffset 12, 505 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746d·6174·6275·672e·696e··put..7tmatbug.in000000d0:·7075·7491·0537·746d·6174·6275·672e·696e··put..7tmatbug.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........
000000f0:·b0cf·f327·58ab·510b·000c·0000·000c·0000··...'X.Q.........000000f0:·b0cf·f327·58ab·510b·000c·0000·000c·0000··...'X.Q.........
00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..
00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......
00000120:·1788·8b8d·9200·d7fb·534e·6f95·ac72·7693··........SNo..rv.00000120:·1788·8b8d·9200·d573·8244·6563·656d·90ac··.......s.Decem..
00000130:·656d·9362·9053·8e65·7296·03ea·a837·2c93··em.b.S.er....7,.00000130:·7262·9053·8e65·7296·03ea·a831·312c·9332··rb.S.er....11,.2
00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.00000140:·3032·358e·9f24·0001·8d92·00f1·a14b·f331··025..$.......K.1
00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract... 
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
 00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·1b4b··...............K
00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr
00000190:·7231·30c6·318e·8e8e·8c8b·0000·0002·0000··r10.1...........00000190:·3130·c631·8e8e·8e8c·8b00·0000·0200·0000··10.1............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y....... 
000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.000001c0:·0000·0000·2aa0·0279·0000·8da0·fda3·0000··....*..y........
 000001d0:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..
000001e0:·00f3·33c2·d64e·a000·0e66·6600·0c00·0000··..3..N...ff.....000001e0:·f333·c2d6·4ea0·000e·6666·000c·0000·0006··.3..N...ff......
000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te 
00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............000001f0:·636d·6278·3132·de43·6f6e·958c·cc74·656e··cmbx12.Con...ten
 00000200:·9374·738e·8e9f·1e00·008d·8d92·0103·8000··.ts.............
00000210:·00c6·328e·8e8e·8c8b·0000·0003·0000·0000··..2.............00000210:·c632·8e8e·8e8c·8b00·0000·0300·0000·0000··.2..............
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0199·a002·7900·008d·a0fd·a300·00a0··......y......... 
00000250:·023f·0000·8da0·fde4·0000·8d8d·913e·0000··.?...........>..00000240:·0001·98a0·0279·0000·8da0·fda3·0000·a002··.....y..........
 00000250:·3f00·008d·a0fd·e400·008d·8d91·3e00·00de··?...........>...
00000260:·de31·8e91·564c·cb4c·6963·656e·7365·8e9f··.1..VL.License..00000260:·318e·9156·4ccb·4c69·6365·6e73·658e·9f15··1..VL.License...
00000270:·15e7·1ba4·0c00·008d·9176·e7cf·f334·1af2··.........v...4..00000270:·e71b·a40c·0000·8d91·76e7·cff3·341a·f222··........v...4.."
00000280:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx00000280:·5600·0a00·0000·0a00·0000·0663·6d62·7831··V..........cmbx1
00000290:·3130·df7c·9603·d554·6c69·6365·6e73·6593··10.|...Tlicense.00000290:·30df·7c96·03d5·546c·6963·656e·7365·937c··0.|...Tlicense.|
000002a0:·7c8e·a911·5da2·8d91·3e00·00f3·35df·a44e··|...]...>...5..N000002a0:·8ea9·115d·a28d·913e·0000·f335·dfa4·4e00··...]...>...5..N.
000002b0:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt9000002b0:·0009·0000·0009·0000·0005·636d·7474·39e0··..........cmtt9.
000002c0:·e02d·2d43·6f70·7972·6967·6874·9604·b996··.--Copyright.... 
000002d0:·5468·6593·4e75·6d65·7269·6361·6c93·416c··The.Numerical.Al 
000002e0:·676f·7269·7468·6d73·9347·726f·7570·934c··gorithms.Group.L 
000002f0:·696d·6974·6564·9331·3939·312e·8e9f·125d··imited.1991....] 
00000300:·a18d·9176·e7cf·df7c·7c7c·2d8e·a1a1·8d91··...v...|||-..... 
00000310:·76e7·cf7c·9603·d554·2a93·7c8e·a68d·913e··v..|...T*.|....> 
00000320:·0000·e029·7365·7496·04b9·9662·7265·616b··...)set....break 
00000330:·9372·6573·756d·658e·a40b·0000·8d91·3e00··.resume.......>. 
00000340:·0029·7370·6f6f·6c91·04b9·966d·6174·6275··.)spool....matbu000002c0:·2d2d·436f·7079·7269·6768·7496·04b9·9654··--Copyright....T
 000002d0:·6865·934e·756d·6572·6963·616c·9341·6c67··he.Numerical.Alg
 000002e0:·6f72·6974·686d·7393·4772·6f75·7093·4c69··orithms.Group.Li
 000002f0:·6d69·7465·6493·3139·3931·2e8e·9f12·5da1··mited.1991....].
 00000300:·8d91·76e7·cfdf·7c7c·7c2d·8ea1·a18d·9176··..v...|||-.....v
 00000310:·e7cf·7c96·03d5·542a·937c·8ea6·8d91·3e00··..|...T*.|....>.
 00000320:·00e0·2973·6574·9604·b996·6272·6561·6b93··..)set....break.
 00000330:·7265·7375·6d65·8ea4·0b00·008d·913e·0000··resume.......>..
 00000340:·2973·706f·6f6c·9104·b996·6d61·7462·7567··)spool....matbug
00000350:·672e·6f75·7470·7574·8ea1·8d91·3e00·0029··g.output....>..)00000350:·2e6f·7574·7075·748e·a18d·913e·0000·2973··.output....>..)s
00000360:·7365·7496·04b9·966d·6573·7361·6765·9374··set....message.t 
00000370:·6573·7493·6f6e·8ea1·8d91·3e00·0029·7365··est.on....>..)se 
00000380:·7496·04b9·966d·6573·7361·6765·9361·7574··t....message.aut00000360:·6574·9604·b996·6d65·7373·6167·6593·7465··et....message.te
 00000370:·7374·936f·6e8e·a18d·913e·0000·2973·6574··st.on....>..)set
 00000380:·9604·b996·6d65·7373·6167·6593·6175·746f··....message.auto
00000390:·6f93·6f66·668e·a18d·913e·0000·2963·6c65··o.off....>..)cle00000390:·936f·6666·8ea1·8d91·3e00·0029·636c·6561··.off....>..)clea
 000003a0:·7291·04b9·9661·6c6c·8ea1·8d91·3e00·002d··r....all....>..-
 000003b0:·2d53·9604·b996·3193·6f66·9331·328e·a18d··-S....1.of.12...
 000003c0:·913e·0000·6d73·7196·04b9·963a·3d93·4d61··.>..msq....:=.Ma
 000003d0:·7472·6978·9353·7175·6172·654d·6174·7269··trix.SquareMatri
 000003e0:·7828·322c·504f·4c59·9349·4e54·298e·a18d··x(2,POLY.INT)...
000003a0:·6172·9104·b996·616c·6c8e·a18d·913e·0000··ar....all....>.. 
000003b0:·2d2d·5396·04b9·9631·936f·6693·3132·8ea1··--S....1.of.12.. 
000003c0:·8d91·3e00·006d·7371·9604·b996·3a3d·934d··..>..msq....:=.M 
000003d0:·6174·7269·7893·5371·7561·7265·4d61·7472··atrix.SquareMatr 
000003e0:·6978·2832·2c50·4f4c·5993·494e·5429·8ea1··ix(2,POLY.INT).. 
000003f0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..- 
00000400:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,. 
00000410:·2831·2991·0973·2c4d·6174·7269·7828·5371··(1)..s,Matrix(Sq 
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 00000440:·298e·a18d·913e·0000·2d2d·5292·0133·1f16··)....>..--R..3..
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 00000490:·3a93·6d73·7193·3a3d·937a·6572·6f28·322c··:.msq.:=.zero(2,
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00000520:·2991·0973·2c7c·9142·2634·7c8e·a18d·913e··)..s,|.B&4|....> 
00000530:·0000·2d2d·5291·25cc·b07c·2b30·9609·732c··..--R.%..|+0..s, 
00000540:·302b·932b·3093·302b·7c8e·a18d·913e·0000··0+.+0.0+|....>.. 
00000550:·2d2d·5291·25cc·b07c·7c96·12e6·587c·9109··--R.%..||...X|.. 
00000560:·732c·7c93·7c7c·8ea1·8d91·3e00·002d·2d52··s,|.||....>..--R 
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./usr/share/doc/axiom-doc/src/input/mathml.input.dvi.gz
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mathml.input.dvi
    
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Offset 12, 757 lines modifiedOffset 12, 757 lines modified
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00000120:·1788·8b8d·9200·d7fb·534e·6f95·ac72·7693··........SNo..rv.00000120:·1788·8b8d·9200·d573·8244·6563·656d·90ac··.......s.Decem..
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 000001f0:·b996·6272·6561·6b93·7265·7375·6d65·8ea4··..break.resume..
 00000200:·0b00·008d·913e·0000·2973·706f·6f6c·9104··.....>..)spool..
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Offset 12, 794 lines modifiedOffset 12, 794 lines modified
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000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t 
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 000001e0:·00f3·33c2·d64e·a000·0e66·6600·0c00·0000··..3..N...ff.....
 000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te
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 000003d0:·7269·7828·496e·7465·6765·7229·933a·3d93··rix(Integer).:=.
 000003e0:·6e65·7728·332c·332c·3029·8ea1·8d91·3e00··new(3,3,0)....>.
 000003f0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..
 00000400:·8d91·3e00·002d·2d52·9125·ccb0·2b30·9609··..>..--R.%..+0..
 00000410:·732c·3093·302b·8ea1·8d91·3e00·002d·2d52··s,0.0+....>..--R
 00000420:·9125·ccb0·7c91·2113·1a7c·8ea1·8d91·3e00··.%..|.!..|....>.
 00000430:·002d·2d52·910e·2cc2·2831·2996·0973·2c7c··.--R..,.(1)..s,|
 00000440:·3093·3093·307c·8ea1·8d91·3e00·002d·2d52··0.0.0|....>..--R
 00000450:·9125·ccb0·7c91·2113·1a7c·8ea1·8d91·3e00··.%..|.!..|....>.
 00000460:·002d·2d52·9125·ccb0·2b30·9609·732c·3093··.--R.%..+0..s,0.
 00000470:·302b·8ea1·8d91·3e00·002d·2d52·9201·0898··0+....>..--R....
 00000480:·d054·7970·653a·9104·b996·4d61·7472·6978··.Type:....Matrix
 00000490:·2849·6e74·6567·6572·298e·a18d·913e·0000··(Integer)....>..
 000004a0:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>..
 000004b0:·2d2d·5396·04b9·9632·936f·6693·3338·8ea1··--S....2.of.38..
 000004c0:·8d91·3e00·0073·6574·656c·7428·6d2c·322c··..>..setelt(m,2,
000004d0:·2c33·2c35·298e·a18d·913e·0000·2d2d·528e··,3,5)....>..--R.000004d0:·332c·3529·8ea1·8d91·3e00·002d·2d52·8ea1··3,5)....>..--R..
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 000004f0:·2d52·910e·2cc2·2832·2991·0973·2c35·8ea1··-R..,.(2)..s,5..
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000004f0:·2d2d·5291·0e2c·c228·3229·9109·732c·358e··--R..,.(2)..s,5. 
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00000520:·6e74·6567·6572·8ea1·8d91·3e00·002d·2d45··nteger....>..--E 
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00000540:·9604·b996·3393·6f66·9333·388e·a18d·913e··....3.of.38....> 
00000550:·0000·6d28·312c·3229·9604·b996·3a3d·9331··..m(1,2)....:=.1 
00000560:·308e·a18d·913e·0000·2d2d·528e·a18d·913e··0....>..--R....> 
00000570:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R. 
00000580:·0e2c·c228·3329·9109·732c·3130·8ea1·8d91··.,.(3)..s,10.... 
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./usr/share/doc/axiom-doc/src/input/matrix22.input.dvi.gz
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matrix22.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9260··..?............`00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9260··..?............`
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Offset 12, 481 lines modifiedOffset 12, 481 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
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00000100:·0000·0005·636d·7231·32d2·5469·6d6f·7468··....cmr12.Timoth00000100:·0000·0005·636d·7231·32d2·5469·6d6f·7468··....cmr12.Timoth
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mfinfact.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/mkfunc.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 238 lines modifiedOffset 12, 238 lines modified
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00000090:·7ff3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·7ff3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 260 lines modifiedOffset 12, 260 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5096·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5096·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746d·7090·738e·6f6c·7993··put..7tmp.s.oly.000000d0:·7075·7491·0537·746d·7090·738e·6f6c·7993··put..7tmp.s.oly.
000000e0:·2e69·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d··.input..".......000000e0:·2e69·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d··.input..".......
000000f0:·9200·e1b0·cff3·2758·ab51·0b00·0c00·0000··......'X.Q......000000f0:·9200·e1b0·cff3·2758·ab51·0b00·0c00·0000··......'X.Q......
00000100:·0c00·0000·0563·6d72·3132·d254·696d·6f74··.....cmr12.Timot00000100:·0c00·0000·0563·6d72·3132·d254·696d·6f74··.....cmr12.Timot
00000110:·6890·ac72·7991·03ea·a844·616c·798e·8e8e··h..ry....Daly...00000110:·6890·ac72·7991·03ea·a844·616c·798e·8e8e··h..ry....Daly...
00000120:·8e8e·9f17·888b·8d92·00d7·fb53·4e6f·95ac··...........SNo..00000120:·8e8e·9f17·888b·8d92·00d5·7382·4465·6365··..........s.Dece
00000130:·7276·9365·6d93·6290·538e·6572·9603·eaa8··rv.em.b.S.er....00000130:·6d90·ac72·6290·538e·6572·9603·eaa8·3131··m..rb.S.er....11
00000140:·372c·9332·3032·348e·9f24·0001·8d92·00f1··7,.2024..$......00000140:·2c93·3230·3235·8e9f·2400·018d·9200·f1a1··,.2025..$.......
00000150:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........
00000160:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract 
00000170:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................ 
00000180:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract.
 00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................
 00000180:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........
00000190:·0563·6d72·3130·c631·8e8e·8e8c·8b00·0000··.cmr10.1........00000190:·636d·7231·30c6·318e·8e8e·8c8b·0000·0002··cmr10.1.........
000001a0:·0200·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·0000·2aa0·0279·0000·8da0··........*..y.... 
000001d0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?......... 
000001e0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff.. 
000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con.. 
00000200:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........000001c0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....
 000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?..........
 000001e0:·3e00·00f3·33c2·d64e·a000·0e66·6600·0c00··>...3..N...ff...
 000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
 00000200:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........
00000210:·0103·8000·c632·8e8e·8e8c·8b00·0000·0300··.....2..........00000210:·0380·00c6·328e·8e8e·8c8b·0000·0003·0000··....2...........
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000250:·0000·a002·3f00·008d·a0fd·e400·008d·8d91··....?...........00000240:·0000·0000·019b·a002·7900·008d·a0fd·a300··........y.......
 00000250:·00a0·023f·0000·8da0·fde4·0000·8d8d·913e··...?...........>
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00000290:·6d62·7831·30df·7c96·03d5·546c·6963·656e··mbx10.|...Tlicen00000290:·6278·3130·df7c·9603·d554·6c69·6365·6e73··bx10.|...Tlicens
000002a0:·7365·937c·8ea9·115d·a28d·913e·0000·f335··se.|...]...>...5000002a0:·6593·7c8e·a911·5da2·8d91·3e00·00f3·35df··e.|...]...>...5.
000002b0:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm000002b0:·a44e·0000·0900·0000·0900·0000·0563·6d74··.N...........cmt
000002c0:·7474·39e0·2d2d·436f·7079·7269·6768·7496··tt9.--Copyright. 
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000002e0:·9341·6c67·6f72·6974·686d·7393·4772·6f75··.Algorithms.Grou000002c0:·7439·e02d·2d43·6f70·7972·6967·6874·9604··t9.--Copyright..
 000002d0:·b996·5468·6593·4e75·6d65·7269·6361·6c93··..The.Numerical.
 000002e0:·416c·676f·7269·7468·6d73·9347·726f·7570··Algorithms.Group
000002f0:·7093·4c69·6d69·7465·6493·3139·3931·2e8e··p.Limited.1991..000002f0:·934c·696d·6974·6564·9331·3939·312e·8e9f··.Limited.1991...
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00000310:·a18d·9176·e7cf·7c96·03d5·542a·937c·8ea6··...v..|...T*.|..00000310:·8d91·76e7·cf7c·9603·d554·2a93·7c8e·a68d··..v..|...T*.|...
00000320:·8d91·3e00·00e0·2973·6574·9604·b996·6272··..>...)set....br00000320:·913e·0000·e029·7365·7496·04b9·9662·7265··.>...)set....bre
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00000340:·913e·0000·2973·706f·6f6c·9104·b996·6d70··.>..)spool....mp00000330:·616b·9372·6573·756d·658e·a40b·0000·8d91··ak.resume.......
 00000340:·3e00·0029·7370·6f6f·6c91·04b9·966d·706f··>..)spool....mpo
00000350:·6f6c·792e·6f75·7470·7574·8ea1·8d91·3e00··oly.output....>.00000350:·6c79·2e6f·7574·7075·748e·a18d·913e·0000··ly.output....>..
 00000360:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message.
00000360:·0029·7365·7496·04b9·966d·6573·7361·6765··.)set....message 
00000370:·9374·6573·7493·6f6e·8ea1·8d91·3e00·0029··.test.on....>..) 
00000380:·7365·7496·04b9·966d·6573·7361·6765·9361··set....message.a 
00000390:·7574·6f93·6f66·668e·a18d·913e·0000·2963··uto.off....>..)c00000370:·7465·7374·936f·6e8e·a18d·913e·0000·2973··test.on....>..)s
 00000380:·6574·9604·b996·6d65·7373·6167·6593·6175··et....message.au
 00000390:·746f·936f·6666·8ea1·8d91·3e00·0029·636c··to.off....>..)cl
 000003a0:·6561·7291·04b9·9661·6c6c·8ea1·8d91·3e00··ear....all....>.
 000003b0:·002d·2d53·9604·b996·3193·6f66·9331·308e··.--S....1.of.10.
000003a0:·6c65·6172·9104·b996·616c·6c8e·a18d·913e··lear....all....> 
000003b0:·0000·2d2d·5396·04b9·9631·936f·6693·3130··..--S....1.of.10 
000003c0:·8ea1·8d91·3e00·006d·9604·b996·3a93·4d50··....>..m....:.MP 
000003d0:·4f4c·5928·5b78·2c79·5d2c·494e·5429·933a··OLY([x,y],INT).: 
000003e0:·3d93·2878·5e32·932d·9378·2a79·5e33·932b··=.(x^2.-.x*y^3.+ 
000003f0:·332a·7929·5e32·8ea1·8d91·3e00·002d·2d52··3*y)^2....>..--R 
00000400:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>. 
00000410:·002d·2d52·912a·8646·3496·179f·ee33·9104··.--R.*.F4....3.. 
00000420:·b996·3393·3691·2113·1a32·9334·911c·5984··..3.6.!..2.4..Y. 
00000430:·328e·a18d·913e·0000·2d2d·5291·0e2c·c228··2....>..--R..,.( 
00000440:·3129·9609·732c·7893·2d96·04b9·9632·7993··1)..s,x.-....2y. 
00000450:·789b·0973·2c2b·9328·7998·2b93·3679·2978··x..s,+.(y.+.6y)x 
00000460:·982d·9336·7993·7893·2b93·3979·8ea1·8d91··.-.6y.x.+.9y.... 
00000470:·3e00·002d·2d52·9200·a0a5·ec54·7970·653a··>..--R.....Type: 
00000480:·9104·b996·4d75·6c74·6976·6172·6961·7465··....Multivariate 
00000490:·506f·6c79·6e6f·6d69·616c·285b·782c·795d··Polynomial([x,y] 
000004a0:·2c49·6e74·6567·6572·298e·a18d·913e·0000··,Integer)....>.. 
000004b0:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>.. 
000004c0:·2d2d·5396·04b9·9632·936f·6693·3130·8ea1··--S....2.of.10.. 
000004d0:·8d91·3e00·006d·9604·b996·3a3a·934d·504f··..>..m....::.MPO000003c0:·a18d·913e·0000·6d96·04b9·963a·934d·504f··...>..m....:.MPO
000004e0:·4c59·285b·792c·785d·2c49·4e54·298e·a18d··LY([y,x],INT)...000003d0:·4c59·285b·782c·795d·2c49·4e54·2993·3a3d··LY([x,y],INT).:=
 000003e0:·9328·785e·3293·2d93·782a·795e·3393·2b33··.(x^2.-.x*y^3.+3
 000003f0:·2a79·295e·328e·a18d·913e·0000·2d2d·528e··*y)^2....>..--R.
 00000400:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 00000410:·2d2d·5291·2a86·4634·9617·9fee·3391·04b9··--R.*.F4....3...
 00000420:·9633·9336·9121·131a·3293·3491·1c59·8432··.3.6.!..2.4..Y.2
 00000430:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2831··....>..--R..,.(1
 00000440:·2996·0973·2c78·932d·9604·b996·3279·9378··)..s,x.-....2y.x
 00000450:·9b09·732c·2b93·2879·982b·9336·7929·7898··..s,+.(y.+.6y)x.
 00000460:·2d93·3679·9378·932b·9339·798e·a18d·913e··-.6y.x.+.9y....>
 00000470:·0000·2d2d·5292·00a0·a5ec·5479·7065·3a91··..--R.....Type:.
 00000480:·04b9·964d·756c·7469·7661·7269·6174·6550··...MultivariateP
 00000490:·6f6c·796e·6f6d·6961·6c28·5b78·2c79·5d2c··olynomial([x,y],
 000004a0:·496e·7465·6765·7229·8ea1·8d91·3e00·002d··Integer)....>..-
 000004b0:·2d45·9104·b996·318e·a1a1·8d91·3e00·002d··-E....1.....>..-
 000004c0:·2d53·9604·b996·3293·6f66·9331·308e·a18d··-S....2.of.10...
 000004d0:·913e·0000·6d96·04b9·963a·3a93·4d50·4f4c··.>..m....::.MPOL
 000004e0:·5928·5b79·2c78·5d2c·494e·5429·8ea1·8d91··Y([y,x],INT)....
 000004f0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000500:·8ea1·8d91·3e00·002d·2d52·912a·8646·3296··....>..--R.*.F2.
 00000510:·04b9·9636·9121·131a·349b·179f·ee33·9333··...6.!..4....3.3
 00000520:·9832·9832·9834·8ea1·8d91·3e00·002d·2d52··.2.2.4....>..--R
 00000530:·910e·2cc2·2832·2996·0973·2c78·9b04·b996··..,.(2)..s,x....
 00000540:·7993·2d98·3678·9879·932d·9832·7898·7993··y.-.6x.y.-.2x.y.
 00000550:·2b98·3979·932b·9836·7898·7998·2b98·788e··+.9y.+.6x.y.+.x.
 00000560:·a18d·913e·0000·2d2d·5292·00a0·a5ec·5479··...>..--R.....Ty
 00000570:·7065·3a91·04b9·964d·756c·7469·7661·7269··pe:....Multivari
 00000580:·6174·6550·6f6c·796e·6f6d·6961·6c28·5b79··atePolynomial([y
 00000590:·2c78·5d2c·496e·7465·6765·7229·8ea1·8d91··,x],Integer)....
 000005a0:·3e00·002d·2d45·9104·b996·328e·a1a1·8d91··>..--E....2.....
 000005b0:·3e00·002d·2d53·9604·b996·3393·6f66·9331··>..--S....3.of.1
 000005c0:·308e·a18d·913e·0000·7096·04b9·963a·934d··0....>..p....:.M
 000005d0:·504f·4c59·285b·782c·795d·2c50·4f4c·5993··POLY([x,y],POLY.
 000005e0:·494e·5429·8ea1·8d91·3e00·002d·2d52·8ea1··INT)....>..--R..
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./usr/share/doc/axiom-doc/src/input/mset.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
00000020:·3131·2e30·373a·3133·3039·8b00·0000·0100··11.07:1309......00000020:·3132·2e31·313a·3233·3131·8b00·0000·0100··12.11:2311......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header
00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a10d··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a10d··..?.............
00000090:·a9f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·a9f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 245 lines modifiedOffset 12, 245 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746d·7365·742e·696e·7075··put..7tmset.inpu000000d0:·7075·7491·0537·746d·7365·742e·696e·7075··put..7tmset.inpu
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·1788··....Daly........00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........
00000120:·8b8d·9200·d7fb·534e·6f95·ac72·7693·656d··......SNo..rv.em00000120:·8b8d·9200·d573·8244·6563·656d·90ac·7262··.....s.Decem..rb
00000130:·9362·9053·8e65·7296·03ea·a837·2c93·3230··.b.S.er....7,.2000000130:·9053·8e65·7296·03ea·a831·312c·9332·3032··.S.er....11,.202
00000140:·3234·8e9f·2400·018d·9200·f1a1·4bf3·3174··24..$.......K.1t00000140:·358e·9f24·0001·8d92·00f1·a14b·f331·740c··5..$.......K.1t.
00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx
00000160:·7839·dc41·6273·7472·6163·748e·9f0f·acd1··x9.Abstract..... 
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 00000450:·6472·6177·2863·7572·7665·2873·696e·2874··draw(curve(sin(t
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 00000470:·2e32·2a25·7069·2c74·7562·6552·6164·6975··.2*%pi,tubeRadiu
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 00000490:·04b9·963a·3d93·7375·6273·7061·6365·2876··...:=.subspace(v
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 000005a0:·7396·04b9·963a·3d93·7375·6273·7061·6365··s....:=.subspace
 000005b0:·2876·298e·a18d·913e·0000·6d61·6b65·4f62··(v)....>..makeOb
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 00000470:·2a78·5e32·932b·9361·2a61·2a78·2a79·5e32··*x^2.+.a*a*x*y^2
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ndftip.input.dvi
    
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000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........
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 00000250:·3f00·008d·a0fd·e400·008d·8d91·3e00·00de··?...........>...
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 000002f0:·6d69·7465·6493·3139·3931·2e8e·a913·382e··mited.1991....8.
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000003f0:·7375·6c74·7393·6672·6f6d·9344·6f75·626c··sults.from.Doubl 
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 00000430:·3e00·006f·7574·7075·7447·656e·6572·616c··>..outputGeneral
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 00000450:·6564·9374·6f98·6170·706c·7993·746f·9844··ed.to.apply.to.D
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000004c0:·1d65·9364·6973·706c·6195·b8e3·7993·6564··.e.displa...y.ed 
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 000004c0:·6593·6469·7370·6c61·95b8·e379·9365·6496··e.displa...y.ed.
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./usr/share/doc/axiom-doc/src/input/negfloats.input.dvi
    
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Offset 12, 100 lines modifiedOffset 12, 100 lines modified
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000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........
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00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....
00000120:·8e9f·1788·8b8d·9200·d7fb·534e·6f95·ac72··..........SNo..r00000120:·8e9f·1788·8b8d·9200·d573·8244·6563·656d··.........s.Decem
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00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........
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nepip.input.dvi
    
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Offset 12, 1093 lines modifiedOffset 12, 1093 lines modified
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./usr/share/doc/axiom-doc/src/input/nonlinhomodiffeq.input.dvi.gz
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nonlinhomodiffeq.input.dvi
    
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00000520:·6e6f·6d69·616c·285b·782c·792c·7a2c·635d··nomial([x,y,z,c] 
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./usr/share/doc/axiom-doc/src/input/noptip.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/numbers.input.dvi.gz
194 KB
numbers.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/numericgamma.input.dvi.gz
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numericgamma.input.dvi
    
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Offset 12, 922 lines modifiedOffset 12, 922 lines modified
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000003a0:·2e8e·a18d·913e·0000·296c·6973·7096·04b9··.....>..)lisp... 
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 00000560:·6162·6c65·9366·6c6f·6174·298e·a1a1·8d91··able.float).....
 00000570:·4773·2c45·5053·9604·b996·3a3d·9328·3130··Gs,EPS....:=.(10
 00000580:·2e30·2a2a·282d·6469·6769·7473·2829·2446··.0**(-digits()$F
 00000590:·6c6f·6174·2b31·2929·2446·6c6f·6174·9109··loat+1))$Float..
 000005a0:·732c·2d2d·9352·656c·6174·6976·6593·6163··s,--.Relative.ac
 000005b0:·6375·7261·6379·8ea1·a18d·9147·732c·616e··curacy.....Gs,an
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 000005d0:·2c64·656c·3a91·04b9·9646·6c6f·6174·8ea1··,del:....Float..
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./usr/share/doc/axiom-doc/src/input/oct.input.dvi.gz
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oct.input.dvi
    
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Offset 12, 404 lines modifiedOffset 12, 404 lines modified
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00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..
00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......
00000120:·1788·8b8d·9200·d7fb·534e·6f95·ac72·7693··........SNo..rv.00000120:·1788·8b8d·9200·d573·8244·6563·656d·90ac··.......s.Decem..
00000130:·656d·9362·9053·8e65·7296·03ea·a837·2c93··em.b.S.er....7,.00000130:·7262·9053·8e65·7296·03ea·a831·312c·9332··rb.S.er....11,.2
00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.00000140:·3032·358e·9f24·0001·8d92·00f1·a14b·f331··025..$.......K.1
00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract... 
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
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000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y....... 
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./usr/share/doc/axiom-doc/src/input/octonion.input.dvi.gz
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octonion.input.dvi
    
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Offset 12, 640 lines modifiedOffset 12, 640 lines modified
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000002c0:·636d·7474·39e0·2d2d·436f·7079·7269·6768··cmtt9.--Copyrigh 
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ode.input.dvi
    
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00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......
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00000390:·7574·6f93·6f66·668e·a18d·913e·0000·2963··uto.off....>..)c00000370:·7465·7374·936f·6e8e·a18d·913e·0000·2973··test.on....>..)s
000003a0:·6c65·6172·9104·b996·616c·6c8e·a18d·913e··lear....all....> 
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 00000390:·746f·936f·6666·8ea1·8d91·3e00·0029·636c··to.off....>..)cl
 000003a0:·6561·7291·04b9·9661·6c6c·8ea1·8d91·3e00··ear....all....>.
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000003d0:·964f·4450·4f4c·2846·5241·4393·494e·5429··.ODPOL(FRAC.INT)000003d0:·4f44·504f·4c28·4652·4143·9349·4e54·298e··ODPOL(FRAC.INT).
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000003f0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R.. 
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 00000400:·c228·3129·9109·732c·4f72·6465·726c·7944··.(1)..s,OrderlyD
 00000410:·6966·6665·7265·6e74·6961·6c50·6f6c·796e··ifferentialPolyn
 00000420:·6f6d·6961·6c28·4672·6163·7469·6f6e·2849··omial(Fraction(I
 00000430:·6e74·6567·6572·2929·8ea1·8d91·3e00·002d··nteger))....>..-
 00000440:·2d52·9201·331f·1654·7970·653a·9104·b996··-R..3..Type:....
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 00000480:·0000·7796·04b9·963a·3d93·6d61·6b65·5661··..w....:=.makeVa
 00000490:·7269·6162·6c65·2827·7729·2464·706f·6c8e··riable('w)$dpol.
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 000004b0:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R..,
 000004c0:·c228·3229·9109·732c·7468·654d·6170·2844··.(2)..s,theMap(D
 000004d0:·504f·4c43·4154·2d3b·6d61·6b65·5661·7269··POLCAT-;makeVari
 000004e0:·6162·6c65·3b41·4d3b·3137·2130·2c30·298e··able;AM;17!0,0).
 000004f0:·a18d·913e·0000·2d2d·5254·7970·653a·9604··...>..--RType:..
 00000500:·b996·284e·6f6e·4e65·6761·7469·7665·496e··..(NonNegativeIn
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 00000550:·002d·2d45·9104·b996·328e·a1a1·8d91·3e00··.--E....2.....>.
 00000560:·002d·2d53·9604·b996·3393·6f66·9333·368e··.--S....3.of.36.
 00000570:·a18d·913e·0000·7a96·04b9·963a·3d93·6d61··...>..z....:=.ma
 00000580:·6b65·5661·7269·6162·6c65·2827·7a29·2464··keVariable('z)$d
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00000480:·3e00·0077·9604·b996·3a3d·936d·616b·6556··>..w....:=.makeV 
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000004a0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>. 
000004b0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R.. 
000004c0:·2cc2·2832·2991·0973·2c74·6865·4d61·7028··,.(2)..s,theMap( 
000004d0:·4450·4f4c·4341·542d·3b6d·616b·6556·6172··DPOLCAT-;makeVar 
000004e0:·6961·626c·653b·414d·3b31·3721·302c·3029··iable;AM;17!0,0) 
000004f0:·8ea1·8d91·3e00·002d·2d52·5479·7065·3a96··....>..--RType:. 
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00000510:·6e74·6567·6572·932d·3e93·4f72·6465·726c··nteger.->.Orderl 
00000520:·7944·6966·6665·7265·6e74·6961·6c50·6f6c··yDifferentialPol 
00000530:·796e·6f6d·6961·6c28·4672·6163·7469·6f6e··ynomial(Fraction 
00000540:·2849·6e74·6567·6572·2929·298e·a18d·913e··(Integer)))....> 
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00000570:·8ea1·8d91·3e00·007a·9604·b996·3a3d·936d··....>..z....:=.m 
00000580:·616b·6556·6172·6961·626c·6528·277a·2924··akeVariable('z)$ 
00000590:·6470·6f6c·8ea1·8d91·3e00·002d·2d52·8ea1··dpol....>..--R..00000590:·706f·6c8e·a18d·913e·0000·2d2d·528e·a18d··pol....>..--R...
000005a0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-000005a0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
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./usr/share/doc/axiom-doc/src/input/oktofail.input.dvi.gz
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oktofail.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 360 lines modifiedOffset 12, 360 lines modified
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00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....
00000120:·8e9f·1788·8b8d·9200·d7fb·534e·6f95·ac72··..........SNo..r00000120:·8e9f·1788·8b8d·9200·d573·8244·6563·656d··.........s.Decem
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00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........
00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
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000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con... 
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000003f0:·3229·292a·6174·616e·6828·312f·322a·2862··2))*atanh(1/2*(b 
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00000410:·5e28·312f·3229·295f·8ea1·8d91·6886·462a··^(1/2))_....h.F* 
00000420:·7461·6e28·312f·322a·7829·2a32·5e28·312f··tan(1/2*x)*2^(1/ 
00000430:·3229·2f28·2d62·5e32·2b32·2a63·2a28·612b··2)/(-b^2+2*c*(a+ 
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 00000380:·2878·295e·3229·8ea1·8d91·3e00·002d·2d45··(x)^2)....>..--E
 00000390:·9104·b996·318e·a1a1·8d91·3e00·002d·2d53··....1.....>..--S
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 000003d0:·b996·2d32·5e28·312f·3229·2a28·312d·622f··..-2^(1/2)*(1-b/
 000003e0:·2862·5e32·2d34·2a61·2a63·295e·2831·2f32··(b^2-4*a*c)^(1/2
 000003f0:·2929·2a61·7461·6e68·2831·2f32·2a28·622d··))*atanh(1/2*(b-
 00000400:·322a·632d·2862·5e32·2d34·2a61·2a63·295e··2*c-(b^2-4*a*c)^
 00000410:·2831·2f32·2929·5f8e·a18d·9168·8646·2a74··(1/2))_....h.F*t
 00000420:·616e·2831·2f32·2a78·292a·325e·2831·2f32··an(1/2*x)*2^(1/2
 00000430:·292f·282d·625e·322b·322a·632a·2861·2b63··)/(-b^2+2*c*(a+c
 00000440:·292b·5f8e·a18d·9168·8646·2862·5e32·2d34··)+_....h.F(b^2-4
 00000450:·2a61·2a63·295e·2831·2f32·292a·6229·5e28··*a*c)^(1/2)*b)^(
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 00000480:·5e32·2d34·2a61·2a63·295e·2831·2f32·292a··^2-4*a*c)^(1/2)*
 00000490:·6229·5e28·312f·3229·2d32·2a28·312b·622f··b)^(1/2)-2*(1+b/
 000004a0:·2862·5e32·2d34·2a61·2a63·295e·2831·2f32··(b^2-4*a*c)^(1/2
 000004b0:·2929·2a5f·8ea1·8d91·6886·4661·7461·6e68··))*_....h.Fatanh
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00000480:·625e·322d·342a·612a·6329·5e28·312f·3229··b^2-4*a*c)^(1/2) 
00000490:·2a62·295e·2831·2f32·292d·322a·2831·2b62··*b)^(1/2)-2*(1+b 
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000004d0:·5e28·312f·3229·2d32·2a63·292a·7461·6e28··^(1/2)-2*c)*tan( 
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000004f0:·342a·635e·322d·2862·2b28·625e·322d·342a··4*c^2-(b+(b^2-4* 
00000500:·612a·6329·5e28·312f·3229·295e·3229·5e28··a*c)^(1/2))^2)^( 
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 00000530:·6329·5e28·312f·3229·295e·3229·5e28·312f··c)^(1/2))^2)^(1/
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./usr/share/doc/axiom-doc/src/input/op.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 91 lines modifiedOffset 12, 91 lines modified
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 00000490:·7970·653a·9104·b996·4578·7072·6573·7369··ype:....Expressi
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 000004d0:·7091·04b9·9628·6279·6529·8ea1·9f14·0000··p....(bye)......
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 00000540:·8d91·3e00·00de·5265·6665·7265·6e63·6573··..>...References
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op1.input.dvi
    
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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.
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000001f0:·6278·3132·de43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t 
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00000460:·0074·9604·b996·3a3d·936f·7065·7261·746f··.t....:=.operato 
00000470:·7228·2274·696c·6465·2229·933a·3a93·4f50··r("tilde").::.OP 
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Offset 12, 312 lines modifiedOffset 12, 312 lines modified
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./usr/share/doc/axiom-doc/src/input/operator.input.dvi
    
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 000001f0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con.
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 00000260:·913e·0000·de31·8e91·564c·cb4c·6963·656e··.>...1..VL.Licen
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 00000410:·2c7a·5d8e·a18d·913e·0000·2d2d·5292·0116··,z]....>..--R...
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 00000430:·5379·6d62·6f6c·298e·a18d·913e·0000·2d2d··Symbol)....>..--
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 00000450:·5396·04b9·9632·936f·6693·358e·a18d·913e··S....2.of.5....>
 00000460:·0000·5a3a·3d4f·5641·5291·04b9·966c·738e··..Z:=OVAR....ls.
 00000470:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 00000480:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R..,
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 000004e0:·328e·a1a1·8d91·3e00·002d·2d53·9604·b996··2.....>..--S....
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000004a0:·5661·7269·6162·6c65·4c69·7374·285b·782c··VariableList([x, 
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000004c0:·0133·1f16·5479·7065·3a91·04b9·9644·6f6d··.3..Type:....Dom 
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000004e0:·9632·8ea1·a18d·913e·0000·2d2d·5396·04b9··.2.....>..--S... 
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 00000510:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 00000520:·2d2d·5291·0e2c·c228·3329·9109·732c·338e··--R..,.(3)..s,3.
 00000530:·a18d·913e·0000·2d2d·5292·00fa·6c0e·5479··...>..--R...l.Ty
 00000540:·7065·3a91·04b9·964e·6f6e·4e65·6761·7469··pe:....NonNegati
 00000550:·7665·496e·7465·6765·728e·a18d·913e·0000··veInteger....>..
 00000560:·2d2d·4591·04b9·9633·8ea1·a18d·913e·0000··--E....3.....>..
 00000570:·2d2d·5396·04b9·9634·936f·6693·358e·a18d··--S....4.of.5...
 00000580:·913e·0000·6c76·3a3d·5b69·6e64·6578·2869··.>..lv:=[index(i
 00000590:·3a3a·5049·2924·5a96·04b9·9666·6f72·9369··::PI)$Z....for.i
 000005a0:·9369·6e93·312e·2e73·697a·6528·2924·5a5d··.in.1..size()$Z]
00000510:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.000005b0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 000005c0:·002d·2d49·910e·2cc2·436f·6d70·696c·696e··.--I..,.Compilin
 000005d0:·6796·04b9·9666·756e·6374·696f·6e93·4731··g....function.G1
 000005e0:·3430·3993·7769·7468·9374·7970·6593·496e··409.with.type.In
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./usr/share/doc/axiom-doc/src/input/overload.input.dvi.gz
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overload.input.dvi
    
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padic.input.dvi
    
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Offset 13, 439 lines modifiedOffset 13, 439 lines modified
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paff.input.dvi
    
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00000490:·673a·3d44·4d50·2873·796d·622c·4b29·8ea1··g:=DMP(symb,K).. 
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000004b0:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,. 
000004c0:·2833·298e·a18d·913e·0000·2d2d·5291·0973··(3)....>..--R..s 
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paffexample.input.dvi
    
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000000d0:·7075·7491·0537·7470·610b·6578·616d·706c··put..7tpa.exampl000000d0:·7075·7491·0537·7470·610b·6578·616d·706c··put..7tpa.exampl
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000001f0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con. 
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 000003c0:·8ea1·8d91·3e00·002d·2d8e·a18d·913e·0000··....>..--....>..
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Offset 12, 79 lines modifiedOffset 12, 79 lines modified
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Offset 12, 106 lines modifiedOffset 12, 106 lines modified
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Offset 12, 75 lines modifiedOffset 12, 75 lines modified
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35.8 KB
pascal.input.dvi
    
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Offset 12, 290 lines modifiedOffset 12, 290 lines modified
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./usr/share/doc/axiom-doc/src/input/patch51.input.dvi
    
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Offset 12, 115 lines modifiedOffset 12, 115 lines modified
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patmatch.input.dvi
    
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Offset 12, 134 lines modifiedOffset 12, 134 lines modified
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pfaffian.input.dvi
    
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Offset 12, 287 lines modifiedOffset 12, 287 lines modified
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000000d0:·7075·7491·0537·7470·6672·312e·696e·7075··put..7tpfr1.inpu000000d0:·7075·7491·0537·7470·6672·312e·696e·7075··put..7tpfr1.inpu
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 00000170:·9f1e·0000·8d8d·9201·0380·00f3·1b4b·f160··.............K.`
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000001c0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y......... 
000001d0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...000001c0:·0000·2aa0·0279·0000·8da0·fda3·0000·a002··..*..y..........
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000001f0:·6d62·7831·32de·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten. 
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 00000200:·738e·8e9f·1e00·008d·8d92·0103·8000·c632··s..............2
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 00000250:·008d·a0fd·e400·008d·8d91·3e00·00de·318e··..........>...1.
 00000260:·9156·4ccb·4c69·6365·6e73·658e·9f15·e71b··.VL.License.....
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00000340:·7370·6f6f·6c91·04b9·9670·6672·312e·6f75··spool....pfr1.ou 
00000350:·7470·7574·8ea1·8d91·3e00·0029·7365·7496··tput....>..)set. 
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 00000320:·2973·6574·9604·b996·6272·6561·6b93·7265··)set....break.re
 00000330:·7375·6d65·8ea4·0b00·008d·913e·0000·2973··sume.......>..)s
 00000340:·706f·6f6c·9104·b996·7066·7231·2e6f·7574··pool....pfr1.out
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00000440:·3e00·002d·2d52·912f·3fdc·3896·12e6·5834··>..--R./?.8...X4 
00000450:·9332·910e·2cc2·378e·a18d·913e·0000·2d2d··.2..,.7....>..-- 
00000460:·5291·2a86·4632·9612·e658·3393·358e·a18d··R.*.F2...X3.5... 
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00000490:·7469·6f6e·2849·6e74·6567·6572·298e·a18d··tion(Integer)... 
000004a0:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1.... 
000004b0:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of. 
000004c0:·3130·8ea1·8d91·3e00·0066·9604·b996·3a3d··10....>..f....:= 
000004d0:·9370·6164·6963·4672·6163·7469·6f6e·2825··.padicFraction(% 
000004e0:·298e·a18d·913e·0000·2d2d·528e·a18d·913e··)....>..--R....> 
000004f0:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R. 
00000500:·25cc·b031·9612·e658·3193·3193·3193·3193··%..1...X1.1.1.1. 
00000510:·3193·3293·3193·329b·0e2c·c232·9332·9831··1.2.1.2..,.2.2.1 
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00000530:·2991·0973·2c2d·9604·b996·2b93·2d2d·932b··)..s,-....+.--.+ 
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00000550:·2d2d·932d·932d·2d93·2d93·2d2d·932d·932d··--.-.--.-.--.-.- 
00000560:·2d93·2d93·2d93·2d93·2d2d·932b·932d·8ea1··-.-.-.-.--.+.-.. 
00000570:·8d91·3e00·002d·2d52·9125·ccb0·3296·12e6··..>..--R.%..2... 
00000580:·5834·9335·9336·9337·9338·9332·9333·9334··X4.5.6.7.8.2.3.4 
00000590:·9b0e·2cc2·3593·3298·378e·a18d·913e·0000··..,.5.2.7....>.. 
000005a0:·2d2d·5291·38b3·0832·9612·e658·3293·3293··--R.8..2...X2.2. 
000005b0:·3293·3293·3393·3393·3391·25cc·b035·8ea1··2.2.3.3.3.%..5.. 
000005c0:·8d91·3e00·002d·2d52·9200·de12·8a54·7970··..>..--R.....Typ 
000005d0:·653a·9104·b996·5061·7274·6961·6c46·7261··e:....PartialFra 
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000005f0:·8d91·3e00·002d·2d45·9104·b996·328e·a1a1··..>..--E....2... 
00000600:·8d91·3e00·002d·2d53·9604·b996·3393·6f66··..>..--S....3.of 
00000610:·9331·308e·a18d·913e·0000·636f·6d70·6163··.10....>..compac 
00000620:·7446·7261·6374·696f·6e28·6629·8ea1·8d91··tFraction(f).... 
00000630:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R000003f0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000400:·9125·ccb0·3135·3996·0e2c·c232·3393·3132··.%..159..,.23.12
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 00000420:·2831·2991·0973·2c2d·2d2d·9604·b996·2d93··(1)..s,---....-.
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 00000440:·0000·2d2d·5291·2f3f·dc38·9612·e658·3493··..--R./?.8...X4.
 00000450:·3291·0e2c·c237·8ea1·8d91·3e00·002d·2d52··2..,.7....>..--R
 00000460:·912a·8646·3296·12e6·5833·9335·8ea1·8d91··.*.F2...X3.5....
 00000470:·3e00·002d·2d52·9200·de12·8a54·7970·653a··>..--R.....Type:
 00000480:·9104·b996·5061·7274·6961·6c46·7261·6374··....PartialFract
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./usr/share/doc/axiom-doc/src/input/pgcd.input.dvi.gz
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pgcd.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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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·a119··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a119··..?.............
00000090:·36f3·26de·9119·c600·1147·ae00·1147·ae00··6.&......G...G..00000090:·36f3·26de·9119·c600·1147·ae00·1147·ae00··6.&......G...G..
Offset 12, 475 lines modifiedOffset 12, 475 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7470·6763·642e·696e·7075··put..7tpgcd.inpu000000d0:·7075·7491·0537·7470·6763·642e·696e·7075··put..7tpgcd.inpu
000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............
000000f0:·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·1788··....Daly........00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........
00000120:·8b8d·9200·d7fb·534e·6f95·ac72·7693·656d··......SNo..rv.em00000120:·8b8d·9200·d573·8244·6563·656d·90ac·7262··.....s.Decem..rb
00000130:·9362·9053·8e65·7296·03ea·a837·2c93·3230··.b.S.er....7,.2000000130:·9053·8e65·7296·03ea·a831·312c·9332·3032··.S.er....11,.202
00000140:·3234·8e9f·2400·018d·9200·f1a1·4bf3·3174··24..$.......K.1t00000140:·358e·9f24·0001·8d92·00f1·a14b·f331·740c··5..$.......K.1t.
00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx
00000160:·7839·dc41·6273·7472·6163·748e·9f0f·acd1··x9.Abstract..... 
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./usr/share/doc/axiom-doc/src/input/pinch.input.dvi
    
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Offset 12, 59 lines modifiedOffset 12, 59 lines modified
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./usr/share/doc/axiom-doc/src/input/pollevel.input.dvi
    
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Offset 13, 95 lines modifiedOffset 13, 95 lines modified
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 00000350:·5468·6973·9366·696c·6593·7465·7374·7393··This.file.tests.
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 00000370:·9374·6f93·7468·6593·636f·7272·6563·7493··.to.the.correct.
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000003c0:·6c8e·a1a1·8d91·3e00·0066·2879·9604·b996··l.....>..f(y.... 
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000003e0:·2929·3a93·5550·2878·2c93·504f·4c59·9349··)):.UP(x,.POLY.I 
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00000420:·913e·0000·7996·04b9·963a·3d93·6f70·6572··.>..y....:=.oper000003c0:·8ea1·a18d·913e·0000·6628·7996·04b9·963a··.....>..f(y....:
 000003d0:·9355·5028·782c·9350·4f4c·5993·494e·5429··.UP(x,.POLY.INT)
 000003e0:·293a·9355·5028·782c·9350·4f4c·5993·494e··):.UP(x,.POLY.IN
 000003f0:·5429·933d·3d93·7893·2a93·798e·a18d·913e··T).==.x.*.y....>
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 00000410:·6c65·6172·9104·b996·616c·6c8e·a1a1·8d91··lear....all.....
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00000430:·6174·6f72·9327·798e·a1a1·8d91·3e00·0065··ator.'y.....>..e00000430:·746f·7293·2779·8ea1·a18d·913e·0000·6571··tor.'y.....>..eq
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00000450:·2c32·2993·2d93·782a·7928·7829·3d30·8ea1··,2).-.x*y(x)=0..00000440:·3196·04b9·963a·3d93·4428·7993·782c·782c··1....:=.D(y.x,x,
 00000450:·3229·932d·9378·2a79·2878·293d·308e·a18d··2).-.x*y(x)=0...
 00000460:·913e·0000·7365·7269·6573·536f·6c76·6528··.>..seriesSolve(
 00000470:·6571·312c·792c·783d·302c·5b30·2c61·5d29··eq1,y,x=0,[0,a])
 00000480:·8ea1·a18d·913e·0000·6571·3296·04b9·963a··.....>..eq2....:
 00000490:·3d93·4428·7993·782c·7829·932d·9378·2a63··=.D(y.x,x).-.x*c
 000004a0:·6f73·2879·9378·2993·2d93·6578·7028·7829··os(y.x).-.exp(x)
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000004a0:·636f·7328·7993·7829·932d·9365·7870·2878··cos(y.x).-.exp(x 
000004b0:·298e·a18d·913e·0000·7365·7269·6573·536f··)....>..seriesSo 
000004c0:·6c76·6528·6571·322c·792c·783d·302c·7928··lve(eq2,y,x=0,y( 
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000004e0:·0000·2963·6c65·6172·9104·b996·616c·6c8e··..)clear....all. 
000004f0:·a1a1·8d91·3e00·0070·9604·b996·3a93·5550··....>..p....:.UP 
00000500:·2878·2c93·504f·4c59·9349·4e54·2993·3a3d··(x,.POLY.INT).:= 
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 000004f0:·a18d·913e·0000·7096·04b9·963a·9355·5028··...>..p....:.UP(
 00000500:·782c·9350·4f4c·5993·494e·5429·933a·3d93··x,.POLY.INT).:=.
 00000510:·788e·a18d·913e·0000·7596·04b9·963a·3d93··x....>..u....:=.
00000520:·9328·7a2a·7829·8ea1·8d91·3e00·0075·9604··.(z*x)....>..u..00000520:·287a·2a78·298e·a18d·913e·0000·7596·04b9··(z*x)....>..u...
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000005a0:·5265·6665·7265·6e63·6573·8e9f·15e7·1b8d··References...... 
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 00000590:·3f00·008d·a0fd·e400·008d·913e·0000·de52··?..........>...R
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./usr/share/doc/axiom-doc/src/input/poly.input.dvi.gz
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poly.input.dvi
    
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Offset 12, 783 lines modifiedOffset 12, 783 lines modified
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00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....
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00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
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000001e0:·3e00·00f3·33c2·d64e·a000·0e66·6600·0c00··>...3..N...ff... 
000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con... 
00000200:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........000001d0:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........>
 000001e0:·0000·f333·c2d6·4ea0·000e·6666·000c·0000··...3..N...ff....
 000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t
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./usr/share/doc/axiom-doc/src/input/polycoer.input.dvi.gz
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polycoer.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/polygamma.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/psgenfcn.input.dvi.gz
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psgenfcn.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/quantumwalk.input.dvi.gz
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quantumwalk.input.dvi
    
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quat.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/quat1.input.dvi.gz
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quat1.input.dvi
    
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Offset 12, 246 lines modifiedOffset 12, 246 lines modified
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 00000390:·659b·02f6·6074·6573·7473·9362·7567·7398··e...`tests.bugs.
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 00000490:·6f72·936a·9369·6e93·312e·2e33·5d8e·a18d··or.j.in.1..3]...
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 00000590:·7072·6573·7369·6f6e·2849·6e74·6567·6572··pression(Integer
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./usr/share/doc/axiom-doc/src/input/r20bugs.input.dvi.gz
64.7 KB
r20bugs.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 13, 483 lines modifiedOffset 13, 483 lines modified
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:·7075·7491·0537·7472·3230·6275·6773·2e69··put..7tr20bugs.i000000d0:·7075·7491·0537·7472·3230·6275·6773·2e69··put..7tr20bugs.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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00000120:·696d·6f74·6893·7998·4461·6c79·8e8e·8e8e··imoth.y.Daly....00000120:·696d·6f74·6893·7998·4461·6c79·8e8e·8e8e··imoth.y.Daly....
00000130:·8e9f·1788·8b8d·9200·d7fb·534e·6f95·ac72··..........SNo..r00000130:·8e9f·1788·8b8d·9200·d573·8244·6563·656d··.........s.Decem
00000140:·7693·656d·9362·9053·8e65·7296·03ea·a837··v.em.b.S.er....700000140:·90ac·7262·9053·8e65·7296·03ea·a831·312c··..rb.S.er....11,
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00000160:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........00000160:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........
00000170:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
00000180:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................00000170:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract..
 00000180:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................
00000190:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........00000190:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c
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000001e0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?.......... 
000001f0:·3e00·00f3·33c2·d64e·a000·0e66·6600·0c00··>...3..N...ff... 
00000200:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con... 
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 000001f0:·0000·f333·c2d6·4ea0·000e·6666·000c·0000··...3..N...ff....
 00000200:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t
 00000210:·656e·9374·738e·9f20·fced·8d8d·913e·0000··en.ts..·.....>..
00000220:·0031·8e91·564c·cb4c·6963·656e·7365·8e9f··.1..VL.License..00000220:·318e·9156·4ccb·4c69·6365·6e73·658e·9f15··1..VL.License...
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00000300:·0029·7370·6f6f·6c91·04b9·9672·3230·6275··.)spool....r20bu 
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 000002d0:·e7cf·7c96·03d5·542a·937c·8ea6·8d91·3e00··..|...T*.|....>.
 000002e0:·00e0·2973·6574·9604·b996·6272·6561·6b93··..)set....break.
 000002f0:·7265·7375·6d65·8ea4·0b00·008d·913e·0000··resume.......>..
 00000300:·2973·706f·6f6c·9104·b996·7232·3062·7567··)spool....r20bug
 00000310:·732e·6f75·7470·7574·8ea1·8d91·3e00·0029··s.output....>..)
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 000003d0:·8d91·76e7·cfdf·7c96·03d5·542a·937c·8ea6··..v...|...T*.|..
 000003e0:·a40b·0000·8d91·3e00·00e0·2963·6c65·6172··......>...)clear
 000003f0:·9104·b996·636f·6d70·6c65·7465·6c79·8ea1··....completely..
 00000400:·a18d·913e·0000·2d2d·5396·04b9·9631·936f··...>..--S....1.o
 00000410:·6693·3237·8ea1·8d91·3e00·0078·9604·b996··f.27....>..x....
 00000420:·3a3d·936f·7065·7261·746f·7293·2778·8ea1··:=.operator.'x..
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 00000520:·2869·2993·2d96·04b9·9632·6d75·9378·2869··(i).-....2mu.x(i
00000440:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R.., 
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00000480:·8d91·3e00·002d·2d45·9104·b996·318e·a1a1··..>..--E....1... 
00000490:·8d91·3e00·002d·2d53·9604·b996·3293·6f66··..>..--S....2.of 
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r21bugs.input.dvi
    
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Offset 14, 1783 lines modifiedOffset 14, 1783 lines modified
000000d0:·7075·7491·0537·7472·3231·6275·6773·2e69··put..7tr21bugs.i000000d0:·7075·7491·0537·7472·3231·6275·6773·2e69··put..7tr21bugs.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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00000130:·6498·5469·6d6f·7468·9379·9844·616c·798e··d.Timoth.y.Daly.00000130:·6498·5469·6d6f·7468·9379·9844·616c·798e··d.Timoth.y.Daly.
00000140:·8e8e·8e8e·9f17·888b·8d92·00d7·fb53·4e6f··.............SNo00000140:·8e8e·8e8e·9f17·888b·8d92·00d5·7382·4465··............s.De
00000150:·95ac·7276·9365·6d93·6290·538e·6572·9603··..rv.em.b.S.er..00000150:·6365·6d90·ac72·6290·538e·6572·9603·eaa8··cem..rb.S.er....
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00000180:·0000·0005·636d·6278·39dc·4162·7374·7261··....cmbx9.Abstra 
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000001c0:·0000·0200·0000·0000·0000·0000·0000·0000··................000001c0:·0002·0000·0000·0000·0000·0000·0000·0000··................
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000001e0:·0000·0000·0000·0000·0000·2aa0·0279·0000··..........*..y..000001e0:·0000·0000·0000·0000·002a·a002·7900·008d··.........*..y...
000001f0:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?....... 
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00000210:·000c·0000·0006·636d·6278·3132·de43·6f6e··......cmbx12.Con 
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 000003e0:·0c00·008d·913e·0000·c654·6869·7396·0355··.....>...This..U
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000004b0:·90b8·e379·7368·6576·9370·9047·1d6f·6c79··...yshev.p.G.oly 
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000004d0:·6593·7365·636f·6e64·936b·696e·642c·9104··e.second.kind,.. 
000004e0:·003b·736f·9874·6861·7493·7468·6579·9364··.;so.that.they.d 
000004f0:·6964·936e·6f74·9873·6174·6973·6679·9374··id.not.satisfy.t 
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Offset 12, 275 lines modifiedOffset 12, 275 lines modified
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realclos.input.dvi
    
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reclos2.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/reductio.input.dvi
    
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Offset 12, 102 lines modifiedOffset 12, 102 lines modified
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./usr/share/doc/axiom-doc/src/input/ribbonsnew.input.dvi
    
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Offset 13, 101 lines modifiedOffset 13, 101 lines modified
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Offset 14, 3471 lines modifiedOffset 14, 3471 lines modified
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./usr/share/doc/axiom-doc/src/input/richder22a.input.dvi.gz
557 KB
richder22a.input.dvi
    
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Offset 14, 4172 lines modifiedOffset 14, 4171 lines modified
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00000320:·726d·932d·6693·7269·6368·6465·7232·3462··rm.-f.richder24b 
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00000340:·706f·6f6c·9104·b996·7269·6368·6465·7232··pool....richder2000002d0:·df7c·9603·d554·2a93·7c8e·9f13·0000·8d91··.|...T*.|.......
 000002e0:·3e00·00f3·35df·a44e·0000·0900·0000·0900··>...5..N........
 000002f0:·0000·0563·6d74·7439·e029·7365·7496·04b9··...cmtt9.)set...
 00000300:·9662·7265·616b·9372·6573·756d·658e·a40b··.break.resume...
 00000310:·0000·8d91·3e00·0029·7379·7396·04b9·9672··....>..)sys....r
 00000320:·6d93·2d66·9372·6963·6864·6572·3234·622e··m.-f.richder24b.
 00000330:·6f75·7470·7574·8ea1·8d91·3e00·0029·7370··output....>..)sp
 00000340:·6f6f·6c91·04b9·9672·6963·6864·6572·3234··ool....richder24
00000350:·3462·2e6f·7574·7075·748e·a18d·913e·0000··4b.output....>..00000350:·622e·6f75·7470·7574·8ea1·8d91·3e00·0029··b.output....>..)
00000360:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message. 
00000370:·7465·7374·936f·6e8e·a18d·913e·0000·2973··test.on....>..)s 
00000380:·6574·9604·b996·6d65·7373·6167·6593·6175··et....message.au00000360:·7365·7496·04b9·966d·6573·7361·6765·9374··set....message.t
 00000370:·6573·7493·6f6e·8ea1·8d91·3e00·0029·7365··est.on....>..)se
 00000380:·7496·04b9·966d·6573·7361·6765·9361·7574··t....message.aut
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000003e0:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>.. 
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00000430:·292a·282d·622a·6c6f·6728·6629·2f78·5e33··)*(-b*log(f)/x^3 
00000440:·295e·2832·2f33·298e·a18d·913e·0000·2d2d··)^(2/3)....>..-- 
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000004a0:·a18d·913e·0000·2963·6c65·6172·9104·b996··...>..)clear.... 
000004b0:·616c·6c8e·a1a1·8d91·3e00·002d·2d53·9604··all.....>..--S.. 
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000004f0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3593··....>..--S....5. 
00000500:·6f66·9336·3030·8ea1·8d91·3e00·002d·2d72··of.600....>..--r 
00000510:·303a·3d31·2f33·2a66·5e61·2a78·2a47·414d··0:=1/3*f^a*x*GAM 
00000520:·4d41·282d·312f·332c·2d62·2a6c·6f67·2866··MA(-1/3,-b*log(f 
00000530:·292f·785e·3329·2a28·2d62·2a6c·6f67·2866··)/x^3)*(-b*log(f 
00000540:·292f·785e·3329·5e28·312f·3329·8ea1·8d91··)/x^3)^(1/3).... 
00000550:·3e00·002d·2d45·9104·b996·358e·a1a1·8d91··>..--E....5..... 
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 000003c0:·8ea1·8d91·3e00·0074·303a·3d66·5e28·612b··....>..t0:=f^(a+
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 000003e0:·2d45·9104·b996·318e·a1a1·8d91·3e00·002d··-E....1.....>..-
 000003f0:·2d53·9604·b996·3293·6f66·9336·3030·8ea1··-S....2.of.600..
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000005c0:·2d2d·5396·04b9·9637·936f·6693·3630·308e··--S....7.of.600. 
000005d0:·a18d·913e·0000·7430·3a3d·665e·2861·2b62··...>..t0:=f^(a+b 
000005e0:·2f78·5e33·292f·785e·328e·a18d·913e·0000··/x^3)/x^2....>.. 
000005f0:·2d2d·4591·04b9·9637·8ea1·a18d·913e·0000··--E....7.....>.. 
00000600:·2d2d·5396·04b9·9638·936f·6693·3630·308e··--S....8.of.600. 
00000610:·a18d·913e·0000·2d2d·7230·3a3d·312f·332a··...>..--r0:=1/3*00000400:·8d91·3e00·002d·2d72·303a·3d31·2f33·2a66··..>..--r0:=1/3*f
00000620:·665e·612a·4741·4d4d·4128·312f·332c·2d62··f^a*GAMMA(1/3,-b00000410:·5e61·2a78·5e32·2a47·414d·4d41·282d·322f··^a*x^2*GAMMA(-2/
 00000420:·332c·2d62·2a6c·6f67·2866·292f·785e·3329··3,-b*log(f)/x^3)
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690 KB
./usr/share/doc/axiom-doc/src/input/richder24c.input.dvi.gz
690 KB
richder24c.input.dvi
    
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Offset 14, 5159 lines modifiedOffset 14, 5159 lines modified
000000d0:·7075·7491·0537·7472·6963·908c·7168·6465··put..7tric..qhde000000d0:·7075·7491·0537·7472·6963·908c·7168·6465··put..7tric..qhde
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00000130:·9344·616c·798e·8e8e·8e8e·9f17·888b·8d92··.Daly...........00000130:·9344·616c·798e·8e8e·8e8e·9f17·888b·8d92··.Daly...........
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000001c0:·ab75·6e63·7469·6f6e·738e·8e9f·1e00·008d··.unctions....... 
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 00000250:·6f6e·958c·cc74·656e·9374·738e·8e9f·1e00··on...ten.ts.....
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000002f0:·0000·0005·636d·7474·39e0·2973·6574·9604··....cmtt9.)set.. 
00000300:·b996·6272·6561·6b93·7265·7375·6d65·8ea4··..break.resume.. 
00000310:·0b00·008d·913e·0000·2973·7973·9604·b996··.....>..)sys.... 
00000320:·726d·932d·6693·7269·6368·6465·7232·3463··rm.-f.richder24c 
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 000002f0:·0000·0563·6d74·7439·e029·7365·7496·04b9··...cmtt9.)set...
 00000300:·9662·7265·616b·9372·6573·756d·658e·a40b··.break.resume...
 00000310:·0000·8d91·3e00·0029·7379·7396·04b9·9672··....>..)sys....r
 00000320:·6d93·2d66·9372·6963·6864·6572·3234·632e··m.-f.richder24c.
 00000330:·6f75·7470·7574·8ea1·8d91·3e00·0029·7370··output....>..)sp
 00000340:·6f6f·6c91·04b9·9672·6963·6864·6572·3234··ool....richder24
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 00000370:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set..
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000003f0:·723a·8ea1·8d91·4d00·0044·6f90·471d·6573··r:....M..Do.G.es000003f0:·3a8e·a18d·914d·0000·446f·9047·1d65·7396··:....M..Do.G.es.
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00000420:·442e·452e·2773·934c·696b·9865·934d·6174··D.E.'s.Lik.e.Mat 
00000430:·6865·6d61·7469·6361·3f8e·a18d·914d·0000··hematica?....M.. 
00000440:·4e69·636f·6c61·7396·0355·5552·6f62·6964··Nicolas..UURobid 
00000450:·6f75·7893·556e·6976·95b8·e365·7273·6974··oux.Univ...ersit 
00000460:·9379·9603·5555·6f66·934e·6577·934d·6578··.y..UUof.New.Mex 
00000470:·6963·6f93·3234·934a·756e·6593·3139·3933··ico.24.June.1993 
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 00000410:·6593·5379·7374·656d·7393·6f66·934f·2e44··e.Systems.of.O.D
 00000420:·2e45·2e27·7393·4c69·6b98·6593·4d61·7468··.E.'s.Lik.e.Math
 00000430:·656d·6174·6963·613f·8ea1·8d91·4d00·004e··ematica?....M..N
 00000440:·6963·6f6c·6173·9603·5555·526f·6269·646f··icolas..UURobido
 00000450:·7578·9355·6e69·7695·b8e3·6572·7369·7493··ux.Univ...ersit.
 00000460:·7996·0355·556f·6693·4e65·7793·4d65·7869··y..UUof.New.Mexi
 00000470:·636f·9332·3493·4a75·6e65·9331·3939·338e··co.24.June.1993.
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 000004c0:·b996·2758·318e·a18d·913e·0000·2d2d·528e··..'X1....>..--R.
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Offset 12, 227 lines modifiedOffset 12, 227 lines modified
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./usr/share/doc/axiom-doc/src/input/roots.input.dvi
    
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Offset 12, 177 lines modifiedOffset 12, 177 lines modified
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 00000430:·3d93·308e·a18d·9176·e7cf·df7c·9603·d554··=.0....v...|...T
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./usr/share/doc/axiom-doc/src/input/rsa.input.dvi.gz
144 KB
rsa.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 1070 lines modifiedOffset 12, 1070 lines modified
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000000d0:·7075·7491·0537·7472·7361·2e69·6e70·7574··put..7trsa.input000000d0:·7075·7491·0537·7472·7361·2e69·6e70·7574··put..7trsa.input
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000002c0:·a40b·0000·8d91·3e00·0029·7379·7396·04b9··......>..)sys... 
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 00000470:·9156·4ccb·4f76·908c·cc65·7276·6965·778e··.VL.Ov...erview.
00000480:·8e9f·15e7·1b8d·913e·0000·c652·5341·9102··.......>...RSA..00000480:·9f15·e71b·8d91·3e00·00c6·5253·4191·029d··......>...RSA...
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./usr/share/doc/axiom-doc/src/input/rubey.input.dvi.gz
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rubey.input.dvi
    
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rules.input.dvi
    
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 000004e0:·a18d·913e·0000·2d2d·5396·04b9·9632·936f··...>..--S....2.o
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 00000520:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 00000530:·2d52·910e·2cc2·2832·2991·0973·2c6c·6f67··-R..,.(2)..s,log
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 00000550:·6728·7829·8ea1·8d91·3e00·002d·2d52·9200··g(x)....>..--R..
 00000560:·f5b2·7854·7970·653a·9104·b996·4578·7072··..xType:....Expr
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 00000590:·a18d·913e·0000·2d2d·5396·04b9·9633·936f··...>..--S....3.o
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000004e0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2. 
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./usr/share/doc/axiom-doc/src/input/ruleset.input.dvi.gz
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ruleset.input.dvi
    
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000001e0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff.. 
000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con.. 
00000200:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........000001c0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....
 000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?..........
 000001e0:·3e00·00f3·33c2·d64e·a000·0e66·6600·0c00··>...3..N...ff...
 000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
 00000200:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........
00000210:·0103·8000·c632·8e8e·8e8c·8b00·0000·0300··.....2..........00000210:·0380·00c6·328e·8e8e·8c8b·0000·0003·0000··....2...........
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000240:·0000·0000·0001·9ca0·0279·0000·8da0·fda3··.........y...... 
00000250:·0000·a002·3f00·008d·a0fd·e400·009f·0c00··....?........... 
00000260:·008d·9176·e7cf·f334·1af2·2256·000a·0000··...v...4.."V.... 
00000270:·000a·0000·0006·636d·6278·3130·df7c·9603··......cmbx10.|.. 
00000280:·d554·2a93·7c8e·9f13·0000·8d91·3e00·00f3··.T*.|.......>...00000240:·0000·0000·019b·a002·7900·008d·a0fd·a300··........y.......
 00000250:·00a0·023f·0000·8da0·fde4·0000·9f0c·0000··...?............
 00000260:·8d91·76e7·cff3·341a·f222·5600·0a00·0000··..v...4.."V.....
 00000270:·0a00·0000·0663·6d62·7831·30df·7c96·03d5··.....cmbx10.|...
 00000280:·542a·937c·8e9f·1300·008d·913e·0000·f335··T*.|.......>...5
00000290:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c00000290:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm
000002a0:·6d74·7439·e064·7261·7728·785e·3296·04b9··mtt9.draw(x^2...000002a0:·7474·39e0·6472·6177·2878·5e32·9604·b996··tt9.draw(x^2....
000002b0:·962d·9379·5e32·2c78·933d·932d·322e·2e32··.-.y^2,x.=.-2..2 
000002c0:·2c93·7993·3d93·2d32·2e2e·3229·8e9f·1400··,.y.=.-2..2)....000002b0:·2d93·795e·322c·7893·3d93·2d32·2e2e·322c··-.y^2,x.=.-2..2,
 000002c0:·9379·933d·932d·322e·2e32·298e·9f14·0000··.y.=.-2..2).....
000002d0:·008d·9176·e7cf·df7c·7c7c·2d8e·8e9f·1e00··...v...|||-.....000002d0:·8d91·76e7·cfdf·7c7c·7c2d·8e8e·9f1e·0000··..v...|||-......
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00000310:·0000·0000·0000·0000·0002·1aa0·0279·0000··.............y..00000310:·0000·0000·0000·0000·0219·a002·7900·008d··............y...
00000320:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?....... 
00000330:·008d·913e·0000·de52·6566·6572·656e·6365··...>...Reference00000320:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........
 00000330:·8d91·3e00·00de·5265·6665·7265·6e63·6573··..>...References
00000340:·738e·9f15·e71b·8d8d·8d91·4300·01c6·5b31··s.........C...[100000340:·8e9f·15e7·1b8d·8d8d·9143·0001·c65b·315d··.........C...[1]
00000350:·5d8e·8e91·528e·3c6e·6f74·6869·6e67·8e8e··]...R.<nothing.. 
00000360:·9f1e·0000·8d8d·9201·0380·0034·8e8e·8e8c··...........4.... 
00000370:·f800·0002·ee01·8392·c01c·3b00·0000·0003··..........;..... 
00000380:·e802·7900·0001·ce00·0000·0700·04f3·35df··..y...........5.00000350:·8e8e·9152·8e3c·6e6f·7468·696e·678e·8e9f··...R.<nothing...
 00000360:·1e00·008d·8d92·0103·8000·348e·8e8e·8cf8··..........4.....
 00000370:·0000·02ed·0183·92c0·1c3b·0000·0000·03e8··.........;......
 00000380:·0279·0000·01ce·0000·0007·0004·f335·dfa4··.y...........5..
00000390:·a44e·0000·0900·0000·0900·0000·0563·6d74··.N...........cmt00000390:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt
000003a0:·7439·f334·1af2·2256·000a·0000·000a·0000··t9.4.."V........000003a0:·39f3·341a·f222·5600·0a00·0000·0a00·0000··9.4.."V.........
000003b0:·0006·636d·6278·3130·f333·c2d6·4ea0·000e··..cmbx10.3..N...000003b0:·0663·6d62·7831·30f3·33c2·d64e·a000·0e66··.cmbx10.3..N...f
000003c0:·6666·000c·0000·0006·636d·6278·3132·f331··ff......cmbx12.1000003c0:·6600·0c00·0000·0663·6d62·7831·32f3·3174··f......cmbx12.1t
000003d0:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm000003d0:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb
000003e0:·6278·39f3·2758·ab51·0b00·0c00·0000·0c00··bx9.'X.Q........000003e0:·7839·f327·58ab·510b·000c·0000·000c·0000··x9.'X.Q.........
000003f0:·0000·0563·6d72·3132·f326·de91·19c6·0011··...cmr12.&...... 
00000400:·47ae·0011·47ae·0008·7463·726d·3137·3238··G...G...tcrm1728 
00000410:·f325·44d3·ed74·0011·47ae·0011·47ae·0005··.%D..t..G...G...000003f0:·0005·636d·7231·32f3·26de·9119·c600·1147··..cmr12.&......G
 00000400:·ae00·1147·ae00·0874·6372·6d31·3732·38f3··...G...tcrm1728.
 00000410:·2544·d3ed·7400·1147·ae00·1147·ae00·0563··%D..t..G...G...c
00000420:·636d·7231·37f3·1b4b·f160·7900·0a00·0000··cmr17..K.`y.....00000420:·6d72·3137·f31b·4bf1·6079·000a·0000·000a··mr17..K.`y......
00000430:·0a00·0000·0563·6d72·3130·f900·0003·7002··.....cmr10....p.00000430:·0000·0005·636d·7231·30f9·0000·036f·02df··....cmr10....o..
00000440:·dfdf·dfdf································....00000440:·dfdf·dfdf································....
23.6 KB
./usr/share/doc/axiom-doc/src/input/sae.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000090:·44f3·26de·9119·c600·1147·ae00·1147·ae00··D.&......G...G..00000090:·44f3·26de·9119·c600·1147·ae00·1147·ae00··D.&......G...G..
Offset 12, 176 lines modifiedOffset 12, 175 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·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:·7075·7491·0537·7473·6165·2e69·6e70·7574··put..7tsae.input000000d0:·7075·7491·0537·7473·6165·2e69·6e70·7574··put..7tsae.input
000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·dd02·9af3··..".............000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·dd02·9af3··..".............
000000f0:·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·d257·91ff·0556·616c·6465·6b91··mr12.W...Valdek.00000100:·6d72·3132·d257·91ff·0556·616c·6465·6b91··mr12.W...Valdek.
00000110:·03ea·a848·6562·6973·6390·ac72·688e·8e8e··...Hebisc..rh...00000110:·03ea·a848·6562·6973·6390·ac72·688e·8e8e··...Hebisc..rh...
00000120:·8e8e·9f17·888b·8d92·00d7·fb53·4e6f·95ac··...........SNo..00000120:·8e8e·9f17·888b·8d92·00d5·7382·4465·6365··..........s.Dece
00000130:·7276·9365·6d93·6290·538e·6572·9603·eaa8··rv.em.b.S.er....00000130:·6d90·ac72·6290·538e·6572·9603·eaa8·3131··m..rb.S.er....11
00000140:·372c·9332·3032·348e·9f24·0001·8d92·00f1··7,.2024..$......00000140:·2c93·3230·3235·8e9f·2400·018d·9200·f1a1··,.2025..$.......
00000150:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........
00000160:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract 
00000170:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................ 
00000180:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract.
 00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................
 00000180:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........
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000001a0:·0200·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
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000001c0:·0000·0000·0000·0000·2aa0·0279·0000·8da0··........*..y.... 
000001d0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?......... 
000001e0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff.. 
000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con.. 
00000200:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........000001c0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....
 000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?..........
 000001e0:·3e00·00f3·33c2·d64e·a000·0e66·6600·0c00··>...3..N...ff...
 000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
 00000200:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........
00000210:·0103·8000·c632·8e8e·8e8c·8b00·0000·0300··.....2..........00000210:·0380·00c6·328e·8e8e·8c8b·0000·0003·0000··....2...........
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00000250:·0000·a002·3f00·008d·a0fd·e400·009f·0c00··....?........... 
00000260:·008d·9176·e7cf·f334·1af2·2256·000a·0000··...v...4.."V.... 
00000270:·000a·0000·0006·636d·6278·3130·df7c·9603··......cmbx10.|.. 
00000280:·d554·2a93·7c8e·9f13·0000·8d91·3e00·00f3··.T*.|.......>...00000240:·0000·0000·019b·a002·7900·008d·a0fd·a300··........y.......
 00000250:·00a0·023f·0000·8da0·fde4·0000·9f0c·0000··...?............
 00000260:·8d91·76e7·cff3·341a·f222·5600·0a00·0000··..v...4.."V.....
 00000270:·0a00·0000·0663·6d62·7831·30df·7c96·03d5··.....cmbx10.|...
 00000280:·542a·937c·8e9f·1300·008d·913e·0000·f335··T*.|.......>...5
00000290:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c00000290:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm
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000002c0:·3e00·0029·7370·6f6f·6c91·04b9·9673·6165··>..)spool....sae000002c0:·0000·2973·706f·6f6c·9104·b996·7361·652e··..)spool....sae.
000002d0:·2e6f·7574·7075·748e·a18d·913e·0000·2973··.output....>..)s000002d0:·6f75·7470·7574·8ea1·8d91·3e00·0029·7365··output....>..)se
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000002f0:·7374·936f·6e8e·a18d·913e·0000·2973·6574··st.on....>..)set000002f0:·7493·6f6e·8ea1·8d91·3e00·0029·7365·7496··t.on....>..)set.
00000300:·9604·b996·6d65·7373·6167·6593·6175·746f··....message.auto00000300:·04b9·966d·6573·7361·6765·9361·7574·6f93··...message.auto.
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 00000320:·9104·b996·616c·6c8e·a1a1·8d91·3e00·002d··....all.....>..-
 00000330:·2d53·9604·b996·3193·6f66·9336·8ea1·8d91··-S....1.of.6....
 00000340:·3e00·0070·6f6c·313a·3d78·5e32·2b31·8ea1··>..pol1:=x^2+1..
 00000350:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
00000320:·7291·04b9·9661·6c6c·8ea1·a18d·913e·0000··r....all.....>.. 
00000330:·2d2d·5396·04b9·9631·936f·6693·368e·a18d··--S....1.of.6... 
00000340:·913e·0000·706f·6c31·3a3d·785e·322b·318e··.>..pol1:=x^2+1. 
00000350:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
00000360:·2d2d·5291·2a86·4632·8ea1·8d91·3e00·002d··--R.*.F2....>..- 
00000370:·2d52·910e·2cc2·2831·2996·0973·2c78·932b··-R..,.(1)..s,x.+ 
00000380:·9104·b996·318e·a18d·913e·0000·2d2d·5292··....1....>..--R. 
00000390:·00f5·b278·5479·7065·3a91·04b9·9650·6f6c··...xType:....Pol 
000003a0:·796e·6f6d·6961·6c28·496e·7465·6765·7229··ynomial(Integer) 
000003b0:·8ea1·8d91·3e00·002d·2d45·9104·b996·318e··....>..--E....1. 
000003c0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2. 
000003d0:·6f66·9336·8ea1·8d91·3e00·0070·6f6c·323a··of.6....>..pol2: 
000003e0:·3d7a·5e33·2d32·8ea1·8d91·3e00·002d·2d52··=z^3-2....>..--R 
000003f0:·8ea1·8d91·3e00·002d·2d52·912a·8646·338e··....>..--R.*.F3. 
00000400:·a18d·913e·0000·2d2d·5291·0e2c·c228·3229··...>..--R..,.(2) 
00000410:·9609·732c·7a93·2d91·04b9·9632·8ea1·8d91··..s,z.-....2.... 
00000420:·3e00·002d·2d52·9200·f5b2·7854·7970·653a··>..--R....xType: 
00000430:·9104·b996·506f·6c79·6e6f·6d69·616c·2849··....Polynomial(I 
00000440:·6e74·6567·6572·298e·a18d·913e·0000·2d2d··nteger)....>..-- 
00000450:·4591·04b9·9632·8ea1·a18d·913e·0000·2d2d··E....2.....>..--00000360:·2d52·912a·8646·328e·a18d·913e·0000·2d2d··-R.*.F2....>..--
 00000370:·5291·0e2c·c228·3129·9609·732c·7893·2b91··R..,.(1)..s,x.+.
00000460:·5396·04b9·9633·936f·6693·368e·a18d·913e··S....3.of.6....> 
00000470:·0000·7072·696d·7265·633a·3d70·7269·6d69··..primrec:=primi 
00000480:·7469·7665·456c·656d·656e·7428·5b70·6f6c··tiveElement([pol 
00000490:·312c·706f·6c32·5d2c·5b78·2c7a·5d29·2450··1,pol2],[x,z])$P 
000004a0:·7269·6d69·7469·7665·456c·656d·656e·7428··rimitiveElement( 
000004b0:·4652·4143·2849·4e54·2929·8ea1·8d91·3e00··FRAC(INT))....>. 
000004c0:·002d·2d49·8ea1·8d91·3e00·002d·2d49·910e··.--I....>..--I..00000380:·04b9·9631·8ea1·8d91·3e00·002d·2d52·9200··...1....>..--R..
 00000390:·f5b2·7854·7970·653a·9104·b996·506f·6c79··..xType:....Poly
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./usr/share/doc/axiom-doc/src/input/schaum19.input.dvi.gz
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schaum19.input.dvi
    
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 000001b0:·913e·0000·f331·c2d6·4ea0·000e·6666·000c··.>...1..N...ff..
 000001c0:·0000·0006·636d·6278·3132·dc43·6f6e·958c··....cmbx12.Con..
 000001d0:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........
000001e0:·9201·0380·00c6·328e·8e8e·8c8b·0000·0003··......2.........000001e0:·0103·8000·c632·8e8e·8e8c·8b00·0000·0300··.....2..........
000001f0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001f0:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000220:·a300·00a0·023f·0000·8da0·fde8·b612·8d8d··.....?..........00000220:·0000·a002·3f00·008d·a0fd·e8b6·128d·8d91··....?...........
00000230:·913e·0000·dc31·8e91·564c·cb5b·8d3f·8e91··.>...1..VL.[.?..00000230:·3e00·00dc·318e·9156·4ccb·5b8d·3f8e·9107··>...1..VL.[.?...
00000240:·07a6·665d·3a31·342e·3339·398d·911a·fffe··..f]:14.399.....00000240:·a666·5d3a·3134·2e33·3939·8d91·1aff·fe9f··.f]:14.399......
00000250:·9ff1·49ee·f314·fab1·7512·000a·0000·000a··..I.....u.......00000250:·f149·eef3·14fa·b175·1200·0a00·0000·0a00··.I.....u........
00000260:·0000·0006·636d·6578·3130·bf5a·8e8d·8d91··....cmex10.Z....00000260:·0000·0663·6d65·7831·30bf·5a8e·8d8d·9127··...cmex10.Z....'
00000270:·2766·63f3·3058·ab51·0b00·0e66·6600·0c00··'fc.0X.Q...ff... 
00000280:·0000·0563·6d72·3132·db73·696e·8e8d·913b··...cmr12.sin...;00000270:·6663·f330·58ab·510b·000e·6666·000c·0000··fc.0X.Q...ff....
 00000280:·0005·636d·7231·32db·7369·6e8e·8d91·3b1c··..cmr12.sin...;.
00000290:·1c82·f332·b7e1·67a3·000e·6666·000c·0000··...2..g...ff....00000290:·82f3·32b7·e167·a300·0e66·6600·0c00·0000··..2..g...ff.....
000002a0:·0006·636d·6d69·3132·dd61·788e·8d91·4cec··..cmmi12.ax...L. 
000002b0:·e2db·636f·738e·8d91·6234·11dd·6178·8e8e··..cos...b4..ax.. 
000002c0:·9177·0473·6478·8e9f·21e5·868d·8d92·00cf··.w.sdx..!.......000002a0:·0663·6d6d·6931·32dd·6178·8e8d·914c·ece2··.cmmi12.ax...L..
 000002b0:·db63·6f73·8e8d·9162·3411·dd61·788e·8e91··.cos...b4..ax...
 000002c0:·7704·7364·788e·9f21·e586·8d8d·9200·cf3f··w.sdx..!.......?
000002d0:·3ff1·9ff2·6387·bf5a·8e8d·8d92·00da·ea9a··?...c..Z........000002d0:·f19f·f263·87bf·5a8e·8d8d·9200·daea·9ac6··...c..Z.........
000002e0:·c673·696e·8e8d·9200·e8dc·60f3·1e0b·a062··.sin......`....b000002e0:·7369·6e8e·8d92·00e8·dc60·f31e·0ba0·623e··sin......`....b>
000002f0:·3e00·0a00·0000·0a00·0000·0663·6d6d·6931··>..........cmmi1000002f0:·000a·0000·000a·0000·0006·636d·6d69·3130··..........cmmi10
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00000310:·8d92·0104·958b·c961·788e·8e92·0112·5cef··.......ax.....\.00000310:·9201·0495·8bc9·6178·8e8e·9201·125c·efc6··......ax.....\..
00000320:·c63d·8d8d·8d9f·f93c·248d·8d91·03fa·4b73··.=.....<$.....Ks 
00000330:·696e·8e8d·9110·4169·9ffb·cb2a·f31a·d993··in....Ai...*....00000320:·3d8d·8d8d·9ff9·3c24·8d8d·9103·fa4b·7369··=.....<$.....Ksi
 00000330:·6e8e·8d91·1041·699f·fbcb·2af3·1ad9·93a0··n....Ai...*.....
00000340:·a052·0007·0000·0007·0000·0004·636d·7237··.R..........cmr700000340:·5200·0700·0000·0700·0000·0463·6d72·37c5··R..........cmr7.
00000350:·c532·8e8d·9116·6884·c961·788e·8e91·03fa··.2....h..ax..... 
00000360:·4b9f·0477·0e89·0000·6665·001d·6e85·9f09··K..w....fe..n...00000350:·328e·8d91·1668·84c9·6178·8e8e·9103·fa4b··2....h..ax.....K
 00000360:·9f04·770e·8900·0066·6500·1d6e·859f·0928··..w....fe..n...(
00000370:·28d6·8d91·0992·aac6·32c9·618e·8e8e·8e8e··(.......2.a.....00000370:·d68d·9109·92aa·c632·c961·8e8e·8e8e·8e9f··.......2.a......
00000380:·9f12·0000·9f0c·0000·8d91·76e7·cff3·341a··..........v...4.00000380:·1200·009f·0c00·008d·9176·e7cf·f334·1af2··.........v...4..
00000390:·f222·5600·0a00·0000·0a00·0000·0663·6d62··."V..........cmb00000390:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx
 000003a0:·3130·df7c·9603·d554·2a93·7c8e·9f13·0000··10.|...T*.|.....
 000003b0:·8d91·3e00·00f3·35df·a44e·0000·0900·0000··..>...5..N......
 000003c0:·0900·0000·0563·6d74·7439·e029·7365·7496··.....cmtt9.)set.
 000003d0:·04b9·9662·7265·616b·9372·6573·756d·658e··...break.resume.
 000003e0:·a40b·0000·8d91·3e00·0029·7370·6f6f·6c91··......>..)spool.
 000003f0:·04b9·9673·6368·6175·6d31·392e·6f75·7470··...schaum19.outp
000003a0:·7831·30df·7c96·03d5·542a·937c·8e9f·1300··x10.|...T*.|.... 
000003b0:·008d·913e·0000·f335·dfa4·4e00·0009·0000··...>...5..N..... 
000003c0:·0009·0000·0005·636d·7474·39e0·2973·6574··......cmtt9.)set 
000003d0:·9604·b996·6272·6561·6b93·7265·7375·6d65··....break.resume 
000003e0:·8ea4·0b00·008d·913e·0000·2973·706f·6f6c··.......>..)spool 
000003f0:·9104·b996·7363·6861·756d·3139·2e6f·7574··....schaum19.out 
00000400:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set.. 
00000410:·b996·6d65·7373·6167·6593·7465·7374·936f··..message.test.o 
00000420:·6e8e·a18d·913e·0000·2973·6574·9604·b996··n....>..)set.... 
00000430:·6d65·7373·6167·6593·6175·746f·936f·6666··message.auto.off 
00000440:·8ea1·8d91·3e00·0029·636c·6561·7291·04b9··....>..)clear...00000400:·7574·8ea1·8d91·3e00·0029·7365·7496·04b9··ut....>..)set...
 00000410:·966d·6573·7361·6765·9374·6573·7493·6f6e··.message.test.on
 00000420:·8ea1·8d91·3e00·0029·7365·7496·04b9·966d··....>..)set....m
 00000430:·6573·7361·6765·9361·7574·6f93·6f66·668e··essage.auto.off.
 00000440:·a18d·913e·0000·2963·6c65·6172·9104·b996··...>..)clear....
00000450:·9661·6c6c·8ea1·a18d·913e·0000·2d2d·5396··.all.....>..--S. 
00000460:·04b9·9631·936f·6693·3138·358e·a18d·913e··...1.of.185....> 
00000470:·0000·6161·3a3d·696e·7465·6772·6174·6528··..aa:=integrate( 
00000480:·7369·6e28·612a·7829·2a63·6f73·2861·2a78··sin(a*x)*cos(a*x 
00000490:·292c·7829·8ea1·8d91·3e00·002d·2d52·8ea1··),x)....>..--R.. 
000004a0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..- 
000004b0:·2d52·9155·0c8c·328e·a18d·913e·0000·2d2d··-R.U..2....>..-- 
000004c0:·5291·2f3f·dc63·6f73·2861·9104·b996·7829··R./?.cos(a....x) 
000004d0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2831··....>..--R..,.(1 
000004e0:·2991·0973·2c2d·9104·b996·2d2d·2d2d·2d2d··)..s,-....------ 
000004f0:·2d2d·2d8e·a18d·913e·0000·2d2d·5291·4226··---....>..--R.B& 
00000500:·3432·618e·a18d·913e·0000·2d2d·5292·00c1··42a....>..--R... 
00000510:·b906·5479·7065·3a91·04b9·9655·6e69·6f6e··..Type:....Union 
00000520:·2845·7870·7265·7373·696f·6e28·496e·7465··(Expression(Inte 
00000530:·6765·7229·2c2e·2e2e·298e·a18d·913e·0000··ger),...)....>.. 
00000540:·2d2d·458e·a1a1·8d91·3e00·002d·2d53·9604··--E.....>..--S..00000450:·616c·6c8e·a1a1·8d91·3e00·002d·2d53·9604··all.....>..--S..
00000550:·b996·3293·6f66·9331·3835·8ea1·8d91·3e00··..2.of.185....>.00000460:·b996·3193·6f66·9331·3835·8ea1·8d91·3e00··..1.of.185....>.
00000560:·0062·623a·3d73·696e·2861·2a78·295e·322f··.bb:=sin(a*x)^2/00000470:·0061·613a·3d69·6e74·6567·7261·7465·2873··.aa:=integrate(s
 00000480:·696e·2861·2a78·292a·636f·7328·612a·7829··in(a*x)*cos(a*x)
 00000490:·2c78·298e·a18d·913e·0000·2d2d·528e·a18d··,x)....>..--R...
 000004a0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
 000004b0:·5291·550c·8c32·8ea1·8d91·3e00·002d·2d52··R.U..2....>..--R
 000004c0:·912f·3fdc·636f·7328·6191·04b9·9678·298e··./?.cos(a....x).
 000004d0:·a18d·913e·0000·2d2d·5291·0e2c·c228·3129··...>..--R..,.(1)
 000004e0:·9109·732c·2d91·04b9·962d·2d2d·2d2d·2d2d··..s,-....-------
 000004f0:·2d2d·8ea1·8d91·3e00·002d·2d52·9142·2634··--....>..--R.B&4
 00000500:·3261·8ea1·8d91·3e00·002d·2d52·9200·c1b9··2a....>..--R....
 00000510:·0654·7970·653a·9104·b996·556e·696f·6e28··.Type:....Union(
 00000520:·4578·7072·6573·7369·6f6e·2849·6e74·6567··Expression(Integ
 00000530:·6572·292c·2e2e·2e29·8ea1·8d91·3e00·002d··er),...)....>..-
 00000540:·2d45·8ea1·a18d·913e·0000·2d2d·5396·04b9··-E.....>..--S...
 00000550:·9632·936f·6693·3138·358e·a18d·913e·0000··.2.of.185....>..
 00000560:·6262·3a3d·7369·6e28·612a·7829·5e32·2f28··bb:=sin(a*x)^2/(
00000570:·2832·2a61·298e·a18d·913e·0000·2d2d·528e··(2*a)....>..--R.00000570:·322a·6129·8ea1·8d91·3e00·002d·2d52·8ea1··2*a)....>..--R..
00000580:·a18d·913e·0000·2d2d·5291·4b99·6032·8ea1··...>..--R.K.`2..00000580:·8d91·3e00·002d·2d52·914b·9960·328e·a18d··..>..--R.K.`2...
 00000590:·913e·0000·2d2d·5291·25cc·b073·696e·2861··.>..--R.%..sin(a
 000005a0:·9104·b996·7829·8ea1·8d91·3e00·002d·2d52··....x)....>..--R
 000005b0:·910e·2cc2·2832·2991·0973·2c2d·2d2d·2d2d··..,.(2)..s,-----
 000005c0:·2d2d·2d2d·8ea1·8d91·3e00·002d·2d52·9138··----....>..--R.8
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./usr/share/doc/axiom-doc/src/input/schaum2.input.dvi.gz
453 KB
schaum2.input.dvi
    
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Offset 12, 3445 lines modifiedOffset 12, 3445 lines modified
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00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......
00000120:·1788·8b8d·9200·d7fb·534e·6f95·ac72·7693··........SNo..rv.00000120:·1788·8b8d·9200·d573·8244·6563·656d·90ac··.......s.Decem..
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000001c0:·0000·0006·636d·6278·3132·dc43·6f6e·958c··....cmbx12.Con.. 
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 000001c0:·0000·0663·6d62·7831·32dc·436f·6e95·8ccc··...cmbx12.Con...
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./usr/share/doc/axiom-doc/src/input/schaum22.input.dvi.gz
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schaum22.input.dvi
    
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schaum23.input.dvi
    
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Offset 12, 2944 lines modifiedOffset 12, 2944 lines modified
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 000003b0:·7c8e·9f13·0000·8d91·3e00·00f3·35df·a44e··|.......>...5..N
000003c0:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt000003c0:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt9
000003d0:·39e0·2973·6574·9604·b996·6272·6561·6b93··9.)set....break. 
000003e0:·7265·7375·6d65·8ea4·0b00·008d·913e·0000··resume.......>.. 
000003f0:·2973·706f·6f6c·9104·b996·7363·6861·756d··)spool....schaum000003d0:·e029·7365·7496·04b9·9662·7265·616b·9372··.)set....break.r
 000003e0:·6573·756d·658e·a40b·0000·8d91·3e00·0029··esume.......>..)
 000003f0:·7370·6f6f·6c91·04b9·9673·6368·6175·6d32··spool....schaum2
00000400:·3239·2e6f·7574·7075·748e·a18d·913e·0000··29.output....>..00000400:·392e·6f75·7470·7574·8ea1·8d91·3e00·0029··9.output....>..)
00000410:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message. 
00000420:·7465·7374·936f·6e8e·a18d·913e·0000·2973··test.on....>..)s 
00000430:·6574·9604·b996·6d65·7373·6167·6593·6175··et....message.au00000410:·7365·7496·04b9·966d·6573·7361·6765·9374··set....message.t
 00000420:·6573·7493·6f6e·8ea1·8d91·3e00·0029·7365··est.on....>..)se
 00000430:·7496·04b9·966d·6573·7361·6765·9361·7574··t....message.aut
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00000450:·6561·7291·04b9·9661·6c6c·8ea1·a18d·913e··ear....all.....> 
00000460:·0000·2d2d·5396·04b9·9631·936f·6693·3831··..--S....1.of.81 
00000470:·8ea1·8d91·3e00·0061·613a·3d69·6e74·6567··....>..aa:=integ 
00000480:·7261·7465·2873·696e·6828·612a·7829·2a63··rate(sinh(a*x)*c00000450:·6172·9104·b996·616c·6c8e·a1a1·8d91·3e00··ar....all.....>.
 00000460:·002d·2d53·9604·b996·3193·6f66·9338·318e··.--S....1.of.81.
 00000470:·a18d·913e·0000·6161·3a3d·696e·7465·6772··...>..aa:=integr
 00000480:·6174·6528·7369·6e68·2861·2a78·292a·636f··ate(sinh(a*x)*co
00000490:·6f73·6828·612a·7829·2c78·298e·a18d·913e··osh(a*x),x)....>00000490:·7368·2861·2a78·292c·7829·8ea1·8d91·3e00··sh(a*x),x)....>.
000004a0:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R. 
000004b0:·a18d·913e·0000·2d2d·5291·5052·f632·9138··...>..--R.PR.2.8 
000004c0:·b308·328e·a18d·913e·0000·2d2d·5291·25cc··..2....>..--R.%. 
000004d0:·b073·696e·6828·6196·04b9·9678·2991·0973··.sinh(a....x)..s 
000004e0:·2c2b·9363·6f73·6828·6193·7829·8ea1·8d91··,+.cosh(a.x).... 
000004f0:·3e00·002d·2d52·910e·2cc2·2831·2991·0973··>..--R..,.(1)..s000004a0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..
 000004b0:·8d91·3e00·002d·2d52·9150·52f6·3291·38b3··..>..--R.PR.2.8.
 000004c0:·0832·8ea1·8d91·3e00·002d·2d52·9125·ccb0··.2....>..--R.%..
 000004d0:·7369·6e68·2861·9604·b996·7829·9109·732c··sinh(a....x)..s,
 000004e0:·2b93·636f·7368·2861·9378·298e·a18d·913e··+.cosh(a.x)....>
 000004f0:·0000·2d2d·5291·0e2c·c228·3129·9109·732c··..--R..,.(1)..s,
00000500:·2c2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··,---------------00000500:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
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00000540:·556e·696f·6e28·4578·7072·6573·7369·6f6e··Union(Expression00000520:·5291·59c6·2234·618e·a18d·913e·0000·2d2d··R.Y."4a....>..--
 00000530:·5292·00c1·b906·5479·7065·3a91·04b9·9655··R.....Type:....U
 00000540:·6e69·6f6e·2845·7870·7265·7373·696f·6e28··nion(Expression(
00000550:·2849·6e74·6567·6572·292c·2e2e·2e29·8ea1··(Integer),...)..00000550:·496e·7465·6765·7229·2c2e·2e2e·298e·a18d··Integer),...)...
00000560:·8d91·3e00·002d·2d45·8ea1·a18d·913e·0000··..>..--E.....>.. 
00000570:·2d2d·5396·04b9·9632·936f·6693·3831·8ea1··--S....2.of.81..00000560:·913e·0000·2d2d·458e·a1a1·8d91·3e00·002d··.>..--E.....>..-
 00000570:·2d53·9604·b996·3293·6f66·9338·318e·a18d··-S....2.of.81...
00000580:·8d91·3e00·0062·623a·3d73·696e·6828·612a··..>..bb:=sinh(a*00000580:·913e·0000·6262·3a3d·7369·6e68·2861·2a78··.>..bb:=sinh(a*x
00000590:·7829·5e32·2f28·322a·6129·8ea1·8d91·3e00··x)^2/(2*a)....>.00000590:·295e·322f·2832·2a61·298e·a18d·913e·0000··)^2/(2*a)....>..
000005a0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·9150··.--R....>..--R.P 
000005b0:·52f6·328e·a18d·913e·0000·2d2d·5291·25cc··R.2....>..--R.%.000005a0:·2d2d·528e·a18d·913e·0000·2d2d·5291·5052··--R....>..--R.PR
000005c0:·b073·696e·6828·6191·04b9·9678·298e·a18d··.sinh(a....x)... 
000005d0:·913e·0000·2d2d·5291·0e2c·c228·3229·9109··.>..--R..,.(2)..000005b0:·f632·8ea1·8d91·3e00·002d·2d52·9125·ccb0··.2....>..--R.%..
 000005c0:·7369·6e68·2861·9104·b996·7829·8ea1·8d91··sinh(a....x)....
 000005d0:·3e00·002d·2d52·910e·2cc2·2832·2991·0973··>..--R..,.(2)..s
000005e0:·732c·2d2d·2d2d·2d2d·2d2d·2d2d·8ea1·8d91··s,----------....000005e0:·2c2d·2d2d·2d2d·2d2d·2d2d·2d8e·a18d·913e··,----------....>
000005f0:·3e00·002d·2d52·9138·b308·3261·8ea1·8d91··>..--R.8..2a.... 
00000600:·3e00·002d·2d52·9200·f5b2·7854·7970·653a··>..--R....xType:000005f0:·0000·2d2d·5291·38b3·0832·618e·a18d·913e··..--R.8..2a....>
 00000600:·0000·2d2d·5292·00f5·b278·5479·7065·3a91··..--R....xType:.
00000610:·9104·b996·4578·7072·6573·7369·6f6e·2849··....Expression(I00000610:·04b9·9645·7870·7265·7373·696f·6e28·496e··...Expression(In
00000620:·6e74·6567·6572·298e·a18d·913e·0000·2d2d··nteger)....>..--00000620:·7465·6765·7229·8ea1·8d91·3e00·002d·2d45··teger)....>..--E
 00000630:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9633··.....>..--S....3
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schaum3.input.dvi
    
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 000003a0:·6d65·8ea4·0b00·008d·913e·0000·2973·706f··me.......>..)spo
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 000003e0:·936f·6e8e·a18d·913e·0000·2973·6574·9604··.on....>..)set..
 000003f0:·b996·6d65·7373·6167·6593·6175·746f·936f··..message.auto.o
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00000410:·9104·b996·616c·6c8e·a1a1·8d91·3e00·002d··....all.....>..-00000410:·04b9·9661·6c6c·8ea1·a18d·913e·0000·2d2d··...all.....>..--
00000420:·2d53·9604·b996·3193·6f66·9334·368e·a18d··-S....1.of.46... 
00000430:·913e·0000·6161·3a3d·696e·7465·6772·6174··.>..aa:=integrat 
00000440:·6528·7461·6e68·2861·2a78·292c·7829·8ea1··e(tanh(a*x),x)..00000420:·5396·04b9·9631·936f·6693·3436·8ea1·8d91··S....1.of.46....
 00000430:·3e00·0061·613a·3d69·6e74·6567·7261·7465··>..aa:=integrate
 00000440:·2874·616e·6828·612a·7829·2c78·298e·a18d··(tanh(a*x),x)...
00000450:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-00000450:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
00000460:·2d52·8ea1·8d91·3e00·002d·2d52·915e·7fb8··-R....>..--R.^.. 
00000470:·3263·6f73·6828·6191·04b9·9678·298e·a18d··2cosh(a....x)... 
00000480:·913e·0000·2d2d·5291·25cc·b06c·6f67·282d··.>..--R.%..log(-00000460:·528e·a18d·913e·0000·2d2d·5291·5e7f·b832··R....>..--R.^..2
 00000470:·636f·7368·2861·9104·b996·7829·8ea1·8d91··cosh(a....x)....
 00000480:·3e00·002d·2d52·9125·ccb0·6c6f·6728·2d96··>..--R.%..log(-.
00000490:·9604·b996·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··....------------00000490:·04b9·962d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··...-------------
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000004b0:·8ea1·8d91·3e00·002d·2d52·9142·2634·7369··....>..--R.B&4si 
000004c0:·6e68·2861·9604·b996·7829·932d·9363·6f73··nh(a....x).-.cos 
000004d0:·6828·6193·7829·8ea1·8d91·3e00·002d·2d52··h(a.x)....>..--R 
000004e0:·910e·2cc2·2831·2991·0973·2c2d·2d2d·2d2d··..,.(1)..s,-----000004b0:·a18d·913e·0000·2d2d·5291·4226·3473·696e··...>..--R.B&4sin
 000004c0:·6828·6196·04b9·9678·2993·2d93·636f·7368··h(a....x).-.cosh
 000004d0:·2861·9378·298e·a18d·913e·0000·2d2d·5291··(a.x)....>..--R.
 000004e0:·0e2c·c228·3129·9109·732c·2d2d·2d2d·2d2d··.,.(1)..s,------
000004f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000004f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000500:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d8e·a18d··-------------...00000500:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·8ea1·8d91··------------....
00000510:·913e·0000·2d2d·5291·761f·a661·8ea1·8d91··.>..--R.v..a.... 
00000520:·3e00·002d·2d52·9200·c1b9·0654·7970·653a··>..--R.....Type:00000510:·3e00·002d·2d52·9176·1fa6·618e·a18d·913e··>..--R.v..a....>
 00000520:·0000·2d2d·5292·00c1·b906·5479·7065·3a91··..--R.....Type:.
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 00000540:·696f·6e28·496e·7465·6765·7229·2c2e·2e2e··ion(Integer),...
00000540:·7369·6f6e·2849·6e74·6567·6572·292c·2e2e··sion(Integer),.. 
00000550:·2e29·8ea1·8d91·3e00·002d·2d45·8ea1·a18d··.)....>..--E.... 
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00000570:·3436·8ea1·8d91·3e00·0062·623a·3d31·2f61··46....>..bb:=1/a 
00000580:·2a6c·6f67·2863·6f73·6828·612a·7829·298e··*log(cosh(a*x)). 
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000005a0:·2d2d·5291·25cc·b06c·6f67·2863·6f73·6828··--R.%..log(cosh(00000560:·3e00·002d·2d53·9604·b996·3293·6f66·9334··>..--S....2.of.4
 00000570:·368e·a18d·913e·0000·6262·3a3d·312f·612a··6....>..bb:=1/a*
 00000580:·6c6f·6728·636f·7368·2861·2a78·2929·8ea1··log(cosh(a*x))..
 00000590:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 000005a0:·2d52·9125·ccb0·6c6f·6728·636f·7368·2861··-R.%..log(cosh(a
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000005d0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d8e·a18d·913e··-----------....>000005d0:·2d2d·2d2d·2d2d·2d2d·2d2d·8ea1·8d91·3e00··----------....>.
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00000640:·6161·2d62·628e·a18d·913e·0000·2d2d·528e··aa-bb....>..--R. 
00000650:·a18d·913e·0000·2d2d·5292·00b8·45da·3263··...>..--R...E.2c00000620:·a18d·913e·0000·2d2d·5396·04b9·9633·936f··...>..--S....3.o
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schaum31.input.dvi
    
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 00000470:·7369·6e68·2861·9104·b996·7829·8ea1·8d91··sinh(a....x)....
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000004d0:·6828·6193·7829·8ea1·8d91·3e00·002d·2d52··h(a.x)....>..--R 
000004e0:·910e·2cc2·2831·2991·0973·2c2d·2d2d·2d2d··..,.(1)..s,-----000004b0:·a18d·913e·0000·2d2d·5291·4226·3473·696e··...>..--R.B&4sin
 000004c0:·6828·6196·04b9·9678·2993·2d93·636f·7368··h(a....x).-.cosh
 000004d0:·2861·9378·298e·a18d·913e·0000·2d2d·5291··(a.x)....>..--R.
 000004e0:·0e2c·c228·3129·9109·732c·2d2d·2d2d·2d2d··.,.(1)..s,------
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 00000580:·6c6f·6728·7369·6e68·2861·2a78·2929·8ea1··log(sinh(a*x))..
 00000590:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 000005a0:·2d52·9125·ccb0·6c6f·6728·7369·6e68·2861··-R.%..log(sinh(a
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./usr/share/doc/axiom-doc/src/input/schaum32.input.dvi.gz
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schaum32.input.dvi
    
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00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.
00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
00000120:·9f17·888b·8d92·00d7·fb53·4e6f·95ac·7276··.........SNo..rv00000120:·9f17·888b·8d92·00d5·7382·4465·6365·6d90··........s.Decem.
00000130:·9365·6d93·6290·538e·6572·9603·eaa8·372c··.em.b.S.er....7,00000130:·ac72·6290·538e·6572·9603·eaa8·3131·2c93··.rb.S.er....11,.
00000140:·9332·3032·348e·8e9f·1e00·008d·8d92·0103··.2024........... 
00000150:·8000·f31b·4bf1·6079·000a·0000·000a·0000··....K.`y........00000140:·3230·3235·8e8e·9f1e·0000·8d8d·9201·0380··2025............
 00000150:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........
00000160:·0005·636d·7231·30c6·318e·8e8e·8c8b·0000··..cmr10.1.......00000160:·0563·6d72·3130·c631·8e8e·8e8c·8b00·0000··.cmr10.1........
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000001a0:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........ 
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000001c0:·0c00·0000·0663·6d62·7831·32dc·436f·6e95··.....cmbx12.Con. 
000001d0:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........000001a0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?.........
 000001b0:·913e·0000·f331·c2d6·4ea0·000e·6666·000c··.>...1..N...ff..
 000001c0:·0000·0006·636d·6278·3132·dc43·6f6e·958c··....cmbx12.Con..
 000001d0:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........
000001e0:·9201·0380·00c6·328e·8e8e·8c8b·0000·0003··......2.........000001e0:·0103·8000·c632·8e8e·8e8c·8b00·0000·0300··.....2..........
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 00000280:·0005·636d·7231·32db·6373·6390·9bbc·688e··..cmr12.csc...h.
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000002b0:·8e91·5b26·7964·788e·9f20·0675·8d8d·9200··..[&ydx..·.u....000002b0:·915b·2679·6478·8e9f·2006·758d·8d92·00ce··.[&ydx..·.u.....
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000002d0:·d7c6·6373·6390·b8e3·688e·8d92·00ef·2d9e··..csc...h.....-.000002d0:·c663·7363·90b8·e368·8e8d·9200·ef2d·9ef3··.csc...h.....-..
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000002f0:·636d·6d69·3130·c961·788e·8e92·00fc·f502··cmmi10.ax....... 
00000300:·c63d·8d8d·8d9f·f93c·248d·9104·1ee3·318e··.=.....<$.....1. 
00000310:·9103·fa4b·9f04·770e·8900·0066·6500·0549··...K..w....fe..I000002f0:·6d6d·6931·30c9·6178·8e8e·9200·fcf5·02c6··mmi10.ax........
 00000300:·3d8d·8d8d·9ff9·3c24·8d91·041e·e331·8e91··=.....<$.....1..
 00000310:·03fa·4b9f·0477·0e89·0000·6665·0005·4930··..K..w....fe..I0
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00000330:·56c6·6c6e·8e8d·9116·2155·7461·6e68·8e8d··V.ln....!Utanh.. 
00000340:·8d8d·9ff9·3c24·8d91·2cff·34c9·6178·8e91··....<$..,.4.ax.. 
00000350:·2cff·349f·0477·0e89·0000·6665·000b·004c··,.4..w....fe...L00000330:·c66c·6e8e·8d91·1621·5574·616e·688e·8d8d··.ln....!Utanh...
 00000340:·8d9f·f93c·248d·912c·ff34·c961·788e·912c··...<$..,.4.ax..,
 00000350:·ff34·9f04·770e·8900·0066·6500·0b00·4c9f··.4..w....fe...L.
00000360:·9f09·28d6·8d91·0300·26c6·328e·8e8e·8e8e··..(.....&.2.....00000360:·0928·d68d·9103·0026·c632·8e8e·8e8e·8e9f··.(.....&.2......
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00000380:·f222·5600·0a00·0000·0a00·0000·0663·6d62··."V..........cmb00000380:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx
00000390:·7831·30df·7c96·03d5·542a·937c·8e9f·1300··x10.|...T*.|.... 
000003a0:·008d·913e·0000·f335·dfa4·4e00·0009·0000··...>...5..N..... 
000003b0:·0009·0000·0005·636d·7474·39e0·2973·6574··......cmtt9.)set 
000003c0:·9604·b996·6272·6561·6b93·7265·7375·6d65··....break.resume 
000003d0:·8ea4·0b00·008d·913e·0000·2973·706f·6f6c··.......>..)spool00000390:·3130·df7c·9603·d554·2a93·7c8e·9f13·0000··10.|...T*.|.....
 000003a0:·8d91·3e00·00f3·35df·a44e·0000·0900·0000··..>...5..N......
 000003b0:·0900·0000·0563·6d74·7439·e029·7365·7496··.....cmtt9.)set.
 000003c0:·04b9·9662·7265·616b·9372·6573·756d·658e··...break.resume.
 000003d0:·a40b·0000·8d91·3e00·0029·7370·6f6f·6c91··......>..)spool.
000003e0:·9104·b996·7363·6861·756d·3333·2e6f·7574··....schaum33.out000003e0:·04b9·9673·6368·6175·6d33·332e·6f75·7470··...schaum33.outp
000003f0:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set.. 
00000400:·b996·6d65·7373·6167·6593·7465·7374·936f··..message.test.o 
00000410:·6e8e·a18d·913e·0000·2973·6574·9604·b996··n....>..)set.... 
00000420:·6d65·7373·6167·6593·6175·746f·936f·6666··message.auto.off 
00000430:·8ea1·8d91·3e00·0029·636c·6561·7291·04b9··....>..)clear...000003f0:·7574·8ea1·8d91·3e00·0029·7365·7496·04b9··ut....>..)set...
 00000400:·966d·6573·7361·6765·9374·6573·7493·6f6e··.message.test.on
 00000410:·8ea1·8d91·3e00·0029·7365·7496·04b9·966d··....>..)set....m
 00000420:·6573·7361·6765·9361·7574·6f93·6f66·668e··essage.auto.off.
 00000430:·a18d·913e·0000·2963·6c65·6172·9104·b996··...>..)clear....
00000440:·9661·6c6c·8ea1·a18d·913e·0000·2d2d·5396··.all.....>..--S.00000440:·616c·6c8e·a1a1·8d91·3e00·002d·2d53·9604··all.....>..--S..
00000450:·04b9·9631·936f·6693·3439·8ea1·8d91·3e00··...1.of.49....>.00000450:·b996·3193·6f66·9334·398e·a18d·913e·0000··..1.of.49....>..
00000460:·0061·613a·3d69·6e74·6567·7261·7465·2863··.aa:=integrate(c00000460:·6161·3a3d·696e·7465·6772·6174·6528·6373··aa:=integrate(cs
00000470:·7363·6828·612a·7829·2c78·298e·a18d·913e··sch(a*x),x)....>00000470:·6368·2861·2a78·292c·7829·8ea1·8d91·3e00··ch(a*x),x)....>.
00000480:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R. 
00000490:·a18d·913e·0000·2d2d·5291·25cc·b02d·9604··...>..--R.%..-..00000480:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..
 00000490:·8d91·3e00·002d·2d52·9125·ccb0·2d96·04b9··..>..--R.%..-...
 000004a0:·966c·6f67·2873·696e·6828·6193·7829·932b··.log(sinh(a.x).+
 000004b0:·9363·6f73·6828·6193·7829·932b·9331·2993··.cosh(a.x).+.1).
000004a0:·b996·6c6f·6728·7369·6e68·2861·9378·2993··..log(sinh(a.x).000004c0:·2b93·6c6f·6728·7369·6e68·2861·9378·2993··+.log(sinh(a.x).
000004b0:·2b93·636f·7368·2861·9378·2993·2b93·3129··+.cosh(a.x).+.1)000004d0:·2b93·636f·7368·2861·9378·2993·2d93·3129··+.cosh(a.x).-.1)
 000004e0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2831··....>..--R..,.(1
000004c0:·932b·936c·6f67·2873·696e·6828·6193·7829··.+.log(sinh(a.x) 
000004d0:·932b·9363·6f73·6828·6193·7829·932d·9331··.+.cosh(a.x).-.1 
000004e0:·298e·a18d·913e·0000·2d2d·5291·0e2c·c228··)....>..--R..,.( 
000004f0:·3129·9109·732c·2d2d·2d2d·2d2d·2d2d·2d2d··1)..s,----------000004f0:·2991·0973·2c2d·2d2d·2d2d·2d2d·2d2d·2d2d··)..s,-----------
00000500:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000500:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000510:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000510:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000520:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000520:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000530:·2d2d·2d2d·2d2d·2d8e·a18d·913e·0000·2d2d··-------....>..--00000530:·2d2d·2d2d·2d2d·8ea1·8d91·3e00·002d·2d52··------....>..--R
00000540:·5292·00bc·ff70·618e·a18d·913e·0000·2d2d··R....pa....>..-- 
00000550:·5292·00c1·b906·5479·7065·3a91·04b9·9655··R.....Type:....U 
00000560:·6e69·6f6e·2845·7870·7265·7373·696f·6e28··nion(Expression(00000540:·9200·bcff·7061·8ea1·8d91·3e00·002d·2d52··....pa....>..--R
 00000550:·9200·c1b9·0654·7970·653a·9104·b996·556e··.....Type:....Un
 00000560:·696f·6e28·4578·7072·6573·7369·6f6e·2849··ion(Expression(I
00000570:·496e·7465·6765·7229·2c2e·2e2e·298e·a18d··Integer),...)...00000570:·6e74·6567·6572·292c·2e2e·2e29·8ea1·8d91··nteger),...)....
 00000580:·3e00·002d·2d45·8ea1·a18d·913e·0000·2d2d··>..--E.....>..--
 00000590:·5396·04b9·9632·936f·6693·3439·8ea1·8d91··S....2.of.49....
 000005a0:·3e00·0062·623a·3d31·2f61·2a6c·6f67·2874··>..bb:=1/a*log(t
 000005b0:·616e·6828·2861·2a78·292f·3229·298e·a18d··anh((a*x)/2))...
00000580:·913e·0000·2d2d·458e·a1a1·8d91·3e00·002d··.>..--E.....>..-000005c0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
 000005d0:·5291·5052·f661·9104·b996·788e·a18d·913e··R.PR.a....x....>
 000005e0:·0000·2d2d·5291·25cc·b06c·6f67·2874·616e··..--R.%..log(tan
00000590:·2d53·9604·b996·3293·6f66·9334·398e·a18d··-S....2.of.49... 
000005a0:·913e·0000·6262·3a3d·312f·612a·6c6f·6728··.>..bb:=1/a*log( 
000005b0:·7461·6e68·2828·612a·7829·2f32·2929·8ea1··tanh((a*x)/2)).. 
000005c0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..- 
000005d0:·2d52·9150·52f6·6191·04b9·9678·8ea1·8d91··-R.PR.a....x.... 
000005e0:·3e00·002d·2d52·9125·ccb0·6c6f·6728·7461··>..--R.%..log(ta 
000005f0:·6e68·282d·2d2d·2929·8ea1·8d91·3e00·002d··nh(---))....>..-000005f0:·6828·2d2d·2d29·298e·a18d·913e·0000·2d2d··h(---))....>..--
00000600:·2d52·9155·0c8c·328e·a18d·913e·0000·2d2d··-R.U..2....>..-- 
00000610:·5291·0e2c·c228·3229·9109·732c·2d2d·2d2d··R..,.(2)..s,----00000600:·5291·550c·8c32·8ea1·8d91·3e00·002d·2d52··R.U..2....>..--R
Max diff block lines reached; 269295/285483 bytes (94.33%) of diff not shown.
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./usr/share/doc/axiom-doc/src/input/schaum34.input.dvi.gz
734 KB
schaum34.input.dvi
    
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00000090:·00f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·00f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 5524 lines modifiedOffset 12, 5523 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
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000000d0:·0537·7473·6390·8c71·6861·756d·3334·2e69··.7tsc..qhaum34.i000000d0:·0537·7473·6390·8c71·6861·756d·3334·2e69··.7tsc..qhaum34.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
000000f0:·e430·cff3·2758·ab51·0b00·0c00·0000·0c00··.0..'X.Q........000000f0:·e430·cff3·2758·ab51·0b00·0c00·0000·0c00··.0..'X.Q........
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./usr/share/doc/axiom-doc/src/input/schaum4.input.dvi.gz
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schaum4.input.dvi
    
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schaum7.input.dvi
    
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Offset 12, 173 lines modifiedOffset 12, 173 lines modified
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 00000200:·8e8e·9f1e·0000·8d8d·9201·0380·00c6·328e··..............2.
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 00000490:·9201·0898·d054·7970·653a·9104·b996·506f··.....Type:....Po
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00000450:·a18d·913e·0000·6c6f·9104·b996·738e·a18d··...>..lo....s... 
00000460:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
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 000004f0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..
 00000500:·2cc2·2833·2991·0973·2c31·308e·a18d·913e··,.(3)..s,10....>
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000004b0:·8d91·3e00·002d·2d45·9104·b996·328e·a1a1··..>..--E....2...00000530:·6572·8ea1·8d91·3e00·002d·2d45·9104·b996··er....>..--E....
000004c0:·8d91·3e00·002d·2d53·9604·b996·3393·6f66··..>..--S....3.of00000540:·338e·a1a1·8d91·3e00·002d·2d53·9604·b996··3.....>..--S....
000004d0:·9331·308e·a18d·913e·0000·6869·9104·b996··.10....>..hi....00000550:·3493·6f66·9331·308e·a18d·913e·0000·7496··4.of.10....>..t.
 00000560:·04b9·963a·3d93·3130·2e2e·3393·6279·932d··...:=.10..3.by.-
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00000530:·6765·728e·a18d·913e·0000·2d2d·4591·04b9··ger....>..--E... 
00000540:·9633·8ea1·a18d·913e·0000·2d2d·5396·04b9··.3.....>..--S... 
00000550:·9634·936f·6693·3130·8ea1·8d91·3e00·0074··.4.of.10....>..t 
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./usr/share/doc/axiom-doc/src/input/segbind.input.dvi
    
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Offset 12, 162 lines modifiedOffset 12, 162 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
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000000d0:·7075·7491·0537·7473·6567·6269·6e64·2e69··put..7tsegbind.i000000d0:·7075·7491·0537·7473·6567·6269·6e64·2e69··put..7tsegbind.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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segletes.input.dvi
    
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set.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/setcmd.input.dvi.gz
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setcmd.input.dvi
    
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00000130:·656d·9362·9053·8e65·7296·03ea·a837·2c93··em.b.S.er....7,.00000130:·7262·9053·8e65·7296·03ea·a831·312c·9332··rb.S.er....11,.2
00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.00000140:·3032·358e·9f24·0001·8d92·00f1·a14b·f331··025..$.......K.1
00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract... 
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
 00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·1b4b··...............K
00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr
00000190:·7231·30c6·318e·8e8e·8c8b·0000·0002·0000··r10.1...........00000190:·3130·c631·8e8e·8e8c·8b00·0000·0200·0000··10.1............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
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000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.000001c0:·0000·0000·2aa0·0279·0000·8da0·fda3·0000··....*..y........
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000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te 
00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............000001f0:·636d·6278·3132·de43·6f6e·958c·cc74·656e··cmbx12.Con...ten
 00000200:·9374·738e·8e9f·1e00·008d·8d92·0103·8000··.ts.............
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00000250:·023f·0000·8da0·fde4·0000·9f0c·0000·8d91··.?..............00000240:·0001·98a0·0279·0000·8da0·fda3·0000·a002··.....y..........
 00000250:·3f00·008d·a0fd·e400·009f·0c00·008d·9176··?..............v
00000260:·76e7·cff3·341a·f222·5600·0a00·0000·0a00··v...4.."V.......00000260:·e7cf·f334·1af2·2256·000a·0000·000a·0000··...4.."V........
00000270:·0000·0663·6d62·7831·30df·7c96·03d5·542a··...cmbx10.|...T* 
00000280:·937c·8e9f·1300·008d·913e·0000·f335·dfa4··.|.......>...5..00000270:·0006·636d·6278·3130·df7c·9603·d554·2a93··..cmbx10.|...T*.
 00000280:·7c8e·9f13·0000·8d91·3e00·00f3·35df·a44e··|.......>...5..N
00000290:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt00000290:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt9
 000002a0:·e029·7365·7496·04b9·9662·7265·616b·9372··.)set....break.r
 000002b0:·6573·756d·658e·a40b·0000·8d91·3e00·0029··esume.......>..)
 000002c0:·7379·7396·04b9·9672·6d93·2d66·9373·6574··sys....rm.-f.set
000002a0:·39e0·2973·6574·9604·b996·6272·6561·6b93··9.)set....break. 
000002b0:·7265·7375·6d65·8ea4·0b00·008d·913e·0000··resume.......>.. 
000002c0:·2973·7973·9604·b996·726d·932d·6693·7365··)sys....rm.-f.se 
000002d0:·7463·6d64·2e6f·7574·7075·748e·a18d·913e··tcmd.output....> 
000002e0:·0000·2973·706f·6f6c·9104·b996·7365·7463··..)spool....setc 
000002f0:·6d64·2e6f·7574·7075·748e·a18d·913e·0000··md.output....>..000002d0:·636d·642e·6f75·7470·7574·8ea1·8d91·3e00··cmd.output....>.
00000300:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message. 
00000310:·7465·7374·936f·6e8e·a18d·913e·0000·2973··test.on....>..)s 
00000320:·6574·9604·b996·6d65·7373·6167·6593·6175··et....message.au000002e0:·0029·7370·6f6f·6c91·04b9·9673·6574·636d··.)spool....setcm
 000002f0:·642e·6f75·7470·7574·8ea1·8d91·3e00·0029··d.output....>..)
 00000300:·7365·7496·04b9·966d·6573·7361·6765·9374··set....message.t
 00000310:·6573·7493·6f6e·8ea1·8d91·3e00·0029·7365··est.on....>..)se
 00000320:·7496·04b9·966d·6573·7361·6765·9361·7574··t....message.aut
00000330:·746f·936f·6666·8ea1·8d91·3e00·0029·636c··to.off....>..)cl00000330:·6f93·6f66·668e·a18d·913e·0000·2963·6c65··o.off....>..)cle
00000340:·6561·7291·04b9·9661·6c6c·8ea1·a18d·913e··ear....all.....> 
00000350:·0000·2d2d·5396·04b9·9631·936f·6693·3134··..--S....1.of.1400000340:·6172·9104·b996·616c·6c8e·a1a1·8d91·3e00··ar....all.....>.
 00000350:·002d·2d53·9604·b996·3193·6f66·9331·3433··.--S....1.of.143
00000360:·338e·a18d·913e·0000·2973·6574·9104·b996··3....>..)set....00000360:·8ea1·8d91·3e00·0029·7365·7491·04b9·9662··....>..)set....b
00000370:·6272·6561·6b6d·6f64·658e·a18d·913e·0000··breakmode....>..00000370:·7265·616b·6d6f·6465·8ea1·8d91·3e00·002d··reakmode....>..-
00000380:·2d2d·522d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··--R-------------00000380:·2d52·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··-R--------------
00000390:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d96·04b9··-------------...00000390:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·9604·b996··------------....
000003a0:·9654·6865·9362·7265·616b·6d6f·6465·934f··.The.breakmode.O000003a0:·5468·6593·6272·6561·6b6d·6f64·6593·4f70··The.breakmode.Op
000003b0:·7074·696f·6e93·2d2d·2d2d·2d2d·2d2d·2d2d··ption.----------000003b0:·7469·6f6e·932d·2d2d·2d2d·2d2d·2d2d·2d2d··tion.-----------
000003c0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000003c0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000003d0:·2d8e·a18d·913e·0000·2d2d·528e·a18d·913e··-....>..--R....> 
000003e0:·0000·2d2d·5296·04b9·9644·6573·6372·6970··..--R....Descrip 
000003f0:·7469·6f6e·3a93·6578·6563·7574·6593·6272··tion:.execute.br 
00000400:·6561·6b93·7072·6f63·6573·7369·6e67·936f··eak.processing.o 
00000410:·6e93·6572·726f·728e·a18d·913e·0000·2d2d··n.error....>..-- 
00000420:·528e·a18d·913e·0000·2d2d·5296·04b9·9654··R....>..--R....T 
00000430:·6865·9362·7265·616b·6d6f·6465·936f·7074··he.breakmode.opt 
00000440:·696f·6e93·6d61·7993·6265·9366·6f6c·6c6f··ion.may.be.follo 
00000450:·7765·6493·6279·9361·6e79·936f·6e65·936f··wed.by.any.one.o 
00000460:·6693·7468·6593·666f·6c6c·6f77·696e·673a··f.the.following: 
00000470:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.000003d0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 000003e0:·002d·2d52·9604·b996·4465·7363·7269·7074··.--R....Descript
 000003f0:·696f·6e3a·9365·7865·6375·7465·9362·7265··ion:.execute.bre
 00000400:·616b·9370·726f·6365·7373·696e·6793·6f6e··ak.processing.on
 00000410:·9365·7272·6f72·8ea1·8d91·3e00·002d·2d52··.error....>..--R
 00000420:·8ea1·8d91·3e00·002d·2d52·9604·b996·5468··....>..--R....Th
 00000430:·6593·6272·6561·6b6d·6f64·6593·6f70·7469··e.breakmode.opti
 00000440:·6f6e·936d·6179·9362·6593·666f·6c6c·6f77··on.may.be.follow
 00000450:·6564·9362·7993·616e·7993·6f6e·6593·6f66··ed.by.any.one.of
 00000460:·9374·6865·9366·6f6c·6c6f·7769·6e67·3a8e··.the.following:.
 00000470:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 00000480:·2d2d·5291·12e6·586e·6f62·7265·616b·8ea1··--R...Xnobreak..
00000480:·002d·2d52·9112·e658·6e6f·6272·6561·6b8e··.--R...Xnobreak.00000490:·8d91·3e00·002d·2d52·9112·e658·6272·6561··..>..--R...Xbrea
00000490:·a18d·913e·0000·2d2d·5291·12e6·5862·7265··...>..--R...Xbre000004a0:·6b8e·a18d·913e·0000·2d2d·5291·12e6·5871··k....>..--R...Xq
 000004b0:·7565·7279·8ea1·8d91·3e00·002d·2d52·9604··uery....>..--R..
 000004c0:·b996·2d3e·9372·6573·756d·658e·a18d·913e··..->.resume....>
 000004d0:·0000·2d2d·5291·12e6·5866·6173·746c·696e··..--R...Xfastlin
000004a0:·616b·8ea1·8d91·3e00·002d·2d52·9112·e658··ak....>..--R...X000004e0:·6b73·8ea1·8d91·3e00·002d·2d52·9112·e658··ks....>..--R...X
000004b0:·7175·6572·798e·a18d·913e·0000·2d2d·5296··query....>..--R. 
000004c0:·04b9·962d·3e93·7265·7375·6d65·8ea1·8d91··...->.resume.... 
000004d0:·3e00·002d·2d52·9112·e658·6661·7374·6c69··>..--R...Xfastli 
000004e0:·6e6b·738e·a18d·913e·0000·2d2d·5291·12e6··nks....>..--R... 
000004f0:·5871·7569·748e·a18d·913e·0000·2d2d·528e··Xquit....>..--R.000004f0:·7175·6974·8ea1·8d91·3e00·002d·2d52·8ea1··quit....>..--R..
 00000500:·8d91·3e00·002d·2d52·9604·b996·5468·6593··..>..--R....The.
 00000510:·6375·7272·656e·7493·7365·7474·696e·6793··current.setting.
 00000520:·6973·9369·6e64·6963·6174·6564·2e8e·a18d··is.indicated....
00000500:·a18d·913e·0000·2d2d·5296·04b9·9654·6865··...>..--R....The 
00000510:·9363·7572·7265·6e74·9373·6574·7469·6e67··.current.setting 
00000520:·9369·7393·696e·6469·6361·7465·642e·8ea1··.is.indicated... 
00000530:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..- 
00000540:·2d45·9104·b996·318e·a1a1·8d91·3e00·002d··-E....1.....>..- 
00000550:·2d53·9604·b996·3293·6f66·9331·3433·8ea1··-S....2.of.143.. 
00000560:·8d91·3e00·0029·7365·7491·04b9·9663·6f6d··..>..)set....com 
00000570:·7069·6c65·728e·a18d·913e·0000·2d2d·5291··piler....>..--R. 
00000580:·550c·8c43·7572·7265·6e74·9604·b996·5661··U..Current....Va 
00000590:·6c75·6573·936f·6696·0973·2c63·6f6d·7069··lues.of..s,compi 
000005a0:·6c65·7293·5661·7269·6162·6c65·738e·a18d··ler.Variables... 
000005b0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--00000530:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
 00000540:·4591·04b9·9631·8ea1·a18d·913e·0000·2d2d··E....1.....>..--
 00000550:·5396·04b9·9632·936f·6693·3134·338e·a18d··S....2.of.143...
 00000560:·913e·0000·2973·6574·9104·b996·636f·6d70··.>..)set....comp
 00000570:·696c·6572·8ea1·8d91·3e00·002d·2d52·9155··iler....>..--R.U
 00000580:·0c8c·4375·7272·656e·7496·04b9·9656·616c··..Current....Val
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./usr/share/doc/axiom-doc/src/input/shannonmatrix.input.dvi.gz
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shannonmatrix.input.dvi
    
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Offset 12, 5134 lines modifiedOffset 12, 5134 lines modified
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00000110:·7272·7991·03ea·a854·91ff·0556·7261·6765··rry....T...Vrage00000110:·7272·7991·03ea·a854·91ff·0556·7261·6765··rry....T...Vrage
00000120:·728e·8e8e·8e8e·9f17·888b·8d92·00d7·fb53··r..............S00000120:·728e·8e8e·8e8e·9f17·888b·8d92·00d5·7382··r.............s.
00000130:·4e6f·95ac·7276·9365·6d93·6290·538e·6572··No..rv.em.b.S.er 
00000140:·9603·eaa8·372c·9332·3032·348e·9f24·0001··....7,.2024..$.. 
00000150:·8d92·00f1·a14b·f331·740c·893a·0009·0000··.....K.1t..:.... 
00000160:·0009·0000·0005·636d·6278·39dc·4162·7374··......cmbx9.Abst 
00000170:·7261·6374·8e9f·0fac·d18e·9f1e·0000·8d8d··ract............ 
00000180:·9201·0380·00f3·1b4b·f160·7900·0a00·0000··.......K.`y.....00000130:·4465·6365·6d90·ac72·6290·538e·6572·9603··Decem..rb.S.er..
 00000140:·eaa8·3131·2c93·3230·3235·8e9f·2400·018d··..11,.2025..$...
 00000150:·9200·f1a1·4bf3·3174·0c89·3a00·0900·0000··....K.1t..:.....
 00000160:·0900·0000·0563·6d62·7839·dc41·6273·7472··.....cmbx9.Abstr
 00000170:·6163·748e·9f0f·acd1·8e9f·1e00·008d·8d92··act.............
 00000180:·0103·8000·f31b·4bf1·6079·000a·0000·000a··......K.`y......
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000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·0000·0000·0000·2aa0·0279··............*..y000001c0:·0000·0000·0000·0000·0000·002a·a002·7900··...........*..y.
000001d0:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?..... 
000001e0:·e400·008d·913e·0000·f333·c2d6·4ea0·000e··.....>...3..N... 
000001f0:·6666·000c·0000·0006·636d·6278·3132·de43··ff......cmbx12.C 
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 000001e0:·0000·8d91·3e00·00f3·33c2·d64e·a000·0e66··....>...3..N...f
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00000290:·3e00·00f3·35df·a44e·0000·0900·0000·0900··>...5..N........ 
000002a0:·0000·0563·6d74·7439·e029·7365·7496·04b9··...cmtt9.)set... 
000002b0:·9662·7265·616b·9372·6573·756d·658e·a40b··.break.resume... 
000002c0:·0000·8d91·3e00·0029·7370·6f6f·6c91·04b9··....>..)spool... 
000002d0:·9673·6861·6e6e·6f6e·6d61·7472·6978·2e6f··.shannonmatrix.o 
000002e0:·7574·7075·748e·a18d·913e·0000·2973·6574··utput....>..)set 
000002f0:·9604·b996·6d65·7373·6167·6593·7465·7374··....message.test00000280:·7c96·03d5·542a·937c·8e9f·1300·008d·913e··|...T*.|.......>
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 000002a0:·0005·636d·7474·39e0·2973·6574·9604·b996··..cmtt9.)set....
 000002b0:·6272·6561·6b93·7265·7375·6d65·8ea4·0b00··break.resume....
 000002c0:·008d·913e·0000·2973·706f·6f6c·9104·b996··...>..)spool....
 000002d0:·7368·616e·6e6f·6e6d·6174·7269·782e·6f75··shannonmatrix.ou
 000002e0:·7470·7574·8ea1·8d91·3e00·0029·7365·7496··tput....>..)set.
 000002f0:·04b9·966d·6573·7361·6765·9374·6573·7493··...message.test.
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00000310:·b996·6d65·7373·6167·6593·6175·746f·936f··..message.auto.o00000310:·966d·6573·7361·6765·9361·7574·6f93·6f66··.message.auto.of
00000320:·6666·8ea1·8d91·3e00·0029·636c·6561·7291··ff....>..)clear.00000320:·668e·a18d·913e·0000·2963·6c65·6172·9104··f....>..)clear..
00000330:·04b9·9661·6c6c·8ea1·a18d·913e·0000·2d2d··...all.....>..--00000330:·b996·616c·6c8e·a1a1·8d91·3e00·002d·2d53··..all.....>..--S
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 00000370:·746f·7293·5046·9332·293a·5665·6374·6f72··tor.PF.2):Vector
 00000380:·9350·4693·3293·3d3d·8ea1·8d91·4c2c·c25b··.PF.2.==....L,.[
 00000390:·7631·2e69·9604·b996·2a93·7632·2e69·9366··v1.i....*.v2.i.f
 000003a0:·6f72·9369·9369·6e93·312e·2e23·7631·5d8e··or.i.in.1..#v1].
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 000003c0:·2d91·0e2c·c246·756e·6374·696f·6e96·04b9··-..,.Function...
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 000003e0:·6f64·933a·9328·5665·6374·6f72·9350·7269··od.:.(Vector.Pri
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 00000420:·9356·6563·746f·7293·5072·696d·6546·6965··.Vector.PrimeFie
 00000430:·6c64·9332·9368·6173·9362·6565·6e93·6164··ld.2.has.been.ad
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00000380:·7293·5046·9332·933d·3d8e·a18d·914c·2cc2··r.PF.2.==....L,. 
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00000480:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of. 
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000004b0:·2cc2·4e96·04b9·963a·3d93·325e·6e76·6172··,.N....:=.2^nvar 
000004c0:·8ea1·8d91·4c2c·c276·6d61·7496·04b9·963a··....L,.vmat....: 
000004d0:·3d93·7a65·726f·286e·7661·722c·934e·2924··=.zero(nvar,.N)$ 
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000004f0:·2cc2·666f·7296·04b9·9669·9369·6e93·302e··,.for....i.in.0. 
00000500:·2e4e·2d31·9372·6570·6561·748e·a18d·9150··.N-1.repeat....P 
00000510:·e658·666f·7296·04b9·966a·9369·6e93·302e··.Xfor....j.in.0. 
00000520:·2e6e·7661·722d·3193·7265·7065·6174·8ea1··.nvar-1.repeat.. 
00000530:·8d91·63cc·b069·6696·04b9·9662·6974·3f28··..c..if....bit?( 
00000540:·692c·6a29·9374·6865·6e93·766d·6174·286e··i,j).then.vmat(n 
00000550:·7661·722d·6a2c·692b·3129·3a3d·318e·a18d··var-j,i+1):=1... 
00000560:·914c·2cc2·766d·6174·8ea1·8d91·3e00·002d··.L,.vmat....>..- 
00000570:·2d8e·a18d·913e·0000·2d2d·9201·3c92·4254··-....>..--..<.BT00000450:·2e8e·a18d·913e·0000·2d2d·9201·3c92·4254··.....>..--..<.BT
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 00000490:·378e·a18d·913e·0000·7661·726d·6174·286e··7....>..varmat(n
 000004a0:·7661·7229·9104·b996·3d3d·8ea1·8d91·4c2c··var)....==....L,
 000004b0:·c24e·9604·b996·3a3d·9332·5e6e·7661·728e··.N....:=.2^nvar.
 000004c0:·a18d·914c·2cc2·766d·6174·9604·b996·3a3d··...L,.vmat....:=
 000004d0:·937a·6572·6f28·6e76·6172·2c93·4e29·244d··.zero(nvar,.N)$M
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./usr/share/doc/axiom-doc/src/input/simplify.input.dvi.gz
702 KB
simplify.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 5247 lines modifiedOffset 12, 5247 lines modified
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00000170:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................ 
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sincos.input.dvi
    
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 000003e0:·7465·6775·6e2c·9103·5d82·5c48·616e·6462··tegun,..].\Handb
 000003f0:·9547·1d6f·936f·6b98·6f66·9103·5bdf·4d61··.G.o.ok.of..[.Ma
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 00000410:·756e·6374·696f·6e73·222c·9103·5d82·446f··unctions",..].Do
 00000420:·95b8·e376·9365·7298·5075·626c·6963·6174··...v.er.Publicat
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000004e0:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set.. 
000004f0:·b996·6d65·7373·6167·6593·7465·7374·936f··..message.test.o 
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 00000510:·6573·7361·6765·9361·7574·6f93·6f66·668e··essage.auto.off.
 00000520:·a18d·913e·0000·2963·6c65·6172·9104·b996··...>..)clear....
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17.5 KB
./usr/share/doc/axiom-doc/src/input/sincosex.input.dvi
    
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Offset 12, 129 lines modifiedOffset 12, 129 lines modified
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000000d0:·7075·7491·0537·7473·696e·636f·7365·782e··put..7tsincosex.000000d0:·7075·7491·0537·7473·696e·636f·7365·782e··put..7tsincosex.
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00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....
00000120:·8e9f·1788·8b8d·9200·d7fb·534e·6f95·ac72··..........SNo..r00000120:·8e9f·1788·8b8d·9200·d573·8244·6563·656d··.........s.Decem
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00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........
00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
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 00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................
00000180:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........00000180:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c
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000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con... 
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 000001e0:·0000·f333·c2d6·4ea0·000e·6666·000c·0000··...3..N...ff....
 000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t
 00000200:·656e·9374·738e·8e9f·1e00·008d·8d92·0103··en.ts...........
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 00000440:·2879·2993·2b93·7369·6e28·7929·932a·9363··(y).+.sin(y).*.c
 00000450:·6f73·2878·298e·a18d·9147·732c·636f·7328··os(x)....Gs,cos(
 00000460:·7896·04b9·962b·9379·2993·3d3d·9363·6f73··x....+.y).==.cos
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 00000480:·696e·2878·2993·2a93·7369·6e28·7929·8ea1··in(x).*.sin(y)..
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 000004c0:·a18d·915f·131a·7369·6e28·7829·9604·b996··..._..sin(x)....
 000004d0:·2a93·636f·7328·286e·2d31·292a·7829·932b··*.cos((n-1)*x).+
 000004e0:·9373·696e·2828·6e2d·3129·2a78·2993·2a93··.sin((n-1)*x).*.
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 00000540:·2d31·292a·7829·932d·9373·696e·2878·2993··-1)*x).-.sin(x).
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00000480:·7369·6e28·7829·932a·9373·696e·2879·298e··sin(x).*.sin(y). 
00000490:·a18d·9147·732c·7369·6e28·286e·9604·b996··...Gs,sin((n.... 
000004a0:·7c93·696e·7465·6765·723f·936e·9361·6e64··|.integer?.n.and 
000004b0:·936e·933e·9331·2993·2a93·7829·933d·3d5f··.n.>.1).*.x).==_ 
000004c0:·8ea1·8d91·5f13·1a73·696e·2878·2996·04b9··...._..sin(x)... 
000004d0:·962a·9363·6f73·2828·6e2d·3129·2a78·2993··.*.cos((n-1)*x). 
000004e0:·2b93·7369·6e28·286e·2d31·292a·7829·932a··+.sin((n-1)*x).*00000550:·2a93·7369·6e28·286e·2d31·292a·7829·8ea1··*.sin((n-1)*x)..
 00000560:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 00000570:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,.
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00000100:·0c00·0000·0563·6d72·3132·d254·6865·9603··.....cmr12.The..00000100:·0c00·0000·0563·6d72·3132·d254·6865·9603··.....cmr12.The..
00000110:·eaa8·4178·696f·6d93·5491·ff05·5665·616d··..Axiom.T...Veam00000110:·eaa8·4178·696f·6d93·5491·ff05·5665·616d··..Axiom.T...Veam
00000120:·8e8e·8e8e·8e9f·1788·8b8d·9200·d7fb·534e··..............SN00000120:·8e8e·8e8e·8e9f·1788·8b8d·9200·d573·8244··.............s.D
00000130:·6f95·ac72·7693·656d·9362·9053·8e65·7296··o..rv.em.b.S.er. 
00000140:·03ea·a837·2c93·3230·3234·8e9f·2400·018d··...7,.2024..$... 
00000150:·9200·f1a1·4bf3·3174·0c89·3a00·0900·0000··....K.1t..:..... 
00000160:·0900·0000·0563·6d62·7839·dc41·6273·7472··.....cmbx9.Abstr 
00000170:·6163·748e·9f0f·acd1·8e9f·1e00·008d·8d92··act............. 
00000180:·0103·8000·f31b·4bf1·6079·000a·0000·000a··......K.`y......00000130:·6563·656d·90ac·7262·9053·8e65·7296·03ea··ecem..rb.S.er...
 00000140:·a831·312c·9332·3032·358e·9f24·0001·8d92··.11,.2025..$....
 00000150:·00f1·a14b·f331·740c·893a·0009·0000·0009··...K.1t..:......
 00000160:·0000·0005·636d·6278·39dc·4162·7374·7261··....cmbx9.Abstra
 00000170:·6374·8e9f·0fac·d18e·9f1e·0000·8d8d·9201··ct..............
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000001a0:·0000·0002·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0200·0000·0000·0000·0000·0000·0000··................
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000001c0:·0000·0000·0000·0000·0000·002a·a002·7900··...........*..y.000001c0:·0000·0000·0000·0000·0000·2aa0·0279·0000··..........*..y..
000001d0:·008d·a0fd·a300·00a0·023f·0000·8da0·fde4··.........?...... 
000001e0:·0000·8d91·3e00·00f3·33c2·d64e·a000·0e66··....>...3..N...f 
000001f0:·6600·0c00·0000·0663·6d62·7831·32de·436f··f......cmbx12.Co 
00000200:·6e95·8ccc·7465·6e93·7473·8e8e·9f1e·0000··n...ten.ts......000001d0:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?.......
 000001e0:·008d·913e·0000·f333·c2d6·4ea0·000e·6666··...>...3..N...ff
 000001f0:·000c·0000·0006·636d·6278·3132·de43·6f6e··......cmbx12.Con
 00000200:·958c·cc74·656e·9374·738e·8e9f·1e00·008d··...ten.ts.......
00000210:·8d8d·9201·0380·00c6·328e·8e8e·8c8b·0000··........2.......00000210:·8d92·0103·8000·c632·8e8e·8e8c·8b00·0000··.......2........
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00000250:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........ 
00000260:·9f0c·0000·8d91·76e7·cff3·341a·f222·5600··......v...4.."V. 
00000270:·0a00·0000·0a00·0000·0663·6d62·7831·30df··.........cmbx10. 
00000280:·7c96·03d5·542a·937c·8e9f·1300·008d·913e··|...T*.|.......>00000250:·fda3·0000·a002·3f00·008d·a0fd·e400·009f··......?.........
 00000260:·0c00·008d·9176·e7cf·f334·1af2·2256·000a··.....v...4.."V..
 00000270:·0000·000a·0000·0006·636d·6278·3130·df7c··........cmbx10.|
 00000280:·9603·d554·2a93·7c8e·9f13·0000·8d91·3e00··...T*.|.......>.
00000290:·0000·f335·dfa4·4e00·0009·0000·0009·0000··...5..N.........00000290:·00f3·35df·a44e·0000·0900·0000·0900·0000··..5..N..........
000002a0:·0005·636d·7474·39e0·6472·6177·2873·696e··..cmtt9.draw(sin 
000002b0:·9604·b996·696e·7693·782c·7893·3d93·2d31··....inv.x,x.=.-1000002a0:·0563·6d74·7439·e064·7261·7728·7369·6e96··.cmtt9.draw(sin.
 000002b0:·04b9·9669·6e76·9378·2c78·933d·932d·312e··...inv.x,x.=.-1.
000002c0:·2e30·332e·2e33·298e·9f14·0000·8d91·76e7··.03..3).......v.000002c0:·3033·2e2e·3329·8e9f·1400·008d·9176·e7cf··03..3).......v..
000002d0:·cfdf·7c7c·7c2d·8e8e·9f1e·0000·8d8d·9201··..|||-..........000002d0:·df7c·7c7c·2d8e·8e9f·1e00·008d·8d92·0103··.|||-...........
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00000310:·0000·0000·021d·a002·7900·008d·a0fd·a300··........y....... 
00000320:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>. 
00000330:·00de·5265·6665·7265·6e63·6573·8e9f·15e7··..References.... 
00000340:·1b8d·8d8d·9143·0001·c65b·315d·8e8e·9152··.....C...[1]...R 
00000350:·8e3c·6e6f·7468·696e·678e·8e9f·1e00·008d··.<nothing....... 
00000360:·8d92·0103·8000·348e·8e8e·8cf8·0000·02e9··......4.........00000310:·0000·0002·1ca0·0279·0000·8da0·fda3·0000··.......y........
 00000320:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..
 00000330:·de52·6566·6572·656e·6365·738e·9f15·e71b··.References.....
 00000340:·8d8d·8d91·4300·01c6·5b31·5d8e·8e91·528e··....C...[1]...R.
 00000350:·3c6e·6f74·6869·6e67·8e8e·9f1e·0000·8d8d··<nothing........
 00000360:·9201·0380·0034·8e8e·8e8c·f800·0002·e801··.....4..........
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00000390:·0000·0009·0000·0005·636d·7474·39f3·341a··........cmtt9.4.00000390:·0000·0900·0000·0563·6d74·7439·f334·1af2··.......cmtt9.4..
000003a0:·f222·5600·0a00·0000·0a00·0000·0663·6d62··."V..........cmb000003a0:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx
000003b0:·7831·30f3·33c2·d64e·a000·0e66·6600·0c00··x10.3..N...ff... 
000003c0:·0000·0663·6d62·7831·32f3·3174·0c89·3a00··...cmbx12.1t..:.000003b0:·3130·f333·c2d6·4ea0·000e·6666·000c·0000··10.3..N...ff....
 000003c0:·0006·636d·6278·3132·f331·740c·893a·0009··..cmbx12.1t..:..
000003d0:·0900·0000·0900·0000·0563·6d62·7839·f327··.........cmbx9.'000003d0:·0000·0009·0000·0005·636d·6278·39f3·2758··........cmbx9.'X
000003e0:·58ab·510b·000c·0000·000c·0000·0005·636d··X.Q...........cm000003e0:·ab51·0b00·0c00·0000·0c00·0000·0563·6d72··.Q...........cmr
000003f0:·7231·32f3·26de·9119·c600·1147·ae00·1147··r12.&......G...G000003f0:·3132·f326·de91·19c6·0011·47ae·0011·47ae··12.&......G...G.
00000400:·ae00·0874·6372·6d31·3732·38f3·2544·d3ed··...tcrm1728.%D..00000400:·0008·7463·726d·3137·3238·f325·44d3·ed74··..tcrm1728.%D..t
00000410:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr1700000410:·0011·47ae·0011·47ae·0005·636d·7231·37f3··..G...G...cmr17.
00000420:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........00000420:·1b4b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c
00000430:·636d·7231·30f9·0000·036b·02df·dfdf·dfdf··cmr10....k......00000430:·6d72·3130·f900·0003·6a02·dfdf·dfdf·dfdf··mr10....j.......
7.96 KB
./usr/share/doc/axiom-doc/src/input/sinsin.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000090:·6df3·26de·9119·c600·1147·ae00·1147·ae00··m.&......G...G..00000090:·6df3·26de·9119·c600·1147·ae00·1147·ae00··m.&......G...G..
Offset 12, 58 lines modifiedOffset 12, 58 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7473·696e·7369·6e2e·696e··put..7tsinsin.in000000d0:·7075·7491·0537·7473·696e·7369·6e2e·696e··put..7tsinsin.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........
000000f0:·cc36·f327·58ab·510b·000c·0000·000c·0000··.6.'X.Q.........000000f0:·cc36·f327·58ab·510b·000c·0000·000c·0000··.6.'X.Q.........
00000100:·0005·636d·7231·32d2·5468·6596·03ea·a841··..cmr12.The....A00000100:·0005·636d·7231·32d2·5468·6596·03ea·a841··..cmr12.The....A
00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...
00000120:·8e8e·9f17·888b·8d92·00d7·fb53·4e6f·95ac··...........SNo..00000120:·8e8e·9f17·888b·8d92·00d5·7382·4465·6365··..........s.Dece
00000130:·7276·9365·6d93·6290·538e·6572·9603·eaa8··rv.em.b.S.er....00000130:·6d90·ac72·6290·538e·6572·9603·eaa8·3131··m..rb.S.er....11
00000140:·372c·9332·3032·348e·9f24·0001·8d92·00f1··7,.2024..$......00000140:·2c93·3230·3235·8e9f·2400·018d·9200·f1a1··,.2025..$.......
00000150:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........
00000160:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract 
00000170:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................ 
00000180:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract.
 00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................
 00000180:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........
00000190:·0563·6d72·3130·c631·8e8e·8e8c·8b00·0000··.cmr10.1........00000190:·636d·7231·30c6·318e·8e8e·8c8b·0000·0002··cmr10.1.........
000001a0:·0200·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·0000·2aa0·0279·0000·8da0··........*..y.... 
000001d0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?......... 
000001e0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff.. 
000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con.. 
00000200:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........000001c0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....
 000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?..........
 000001e0:·3e00·00f3·33c2·d64e·a000·0e66·6600·0c00··>...3..N...ff...
 000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
 00000200:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........
00000210:·0103·8000·c632·8e8e·8e8c·8b00·0000·0300··.....2..........00000210:·0380·00c6·328e·8e8e·8c8b·0000·0003·0000··....2...........
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000240:·0000·0000·0001·9ca0·0279·0000·8da0·fda3··.........y...... 
00000250:·0000·a002·3f00·008d·a0fd·e400·009f·0c00··....?........... 
00000260:·008d·9176·e7cf·f334·1af2·2256·000a·0000··...v...4.."V.... 
00000270:·000a·0000·0006·636d·6278·3130·df7c·9603··......cmbx10.|.. 
00000280:·d554·2a93·7c8e·9f13·0000·8d91·3e00·00f3··.T*.|.......>...00000240:·0000·0000·019b·a002·7900·008d·a0fd·a300··........y.......
 00000250:·00a0·023f·0000·8da0·fde4·0000·9f0c·0000··...?............
 00000260:·8d91·76e7·cff3·341a·f222·5600·0a00·0000··..v...4.."V.....
 00000270:·0a00·0000·0663·6d62·7831·30df·7c96·03d5··.....cmbx10.|...
 00000280:·542a·937c·8e9f·1300·008d·913e·0000·f335··T*.|.......>...5
00000290:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c00000290:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm
000002a0:·6d74·7439·e064·7261·7728·7369·6e28·7829··mtt9.draw(sin(x)000002a0:·7474·39e0·6472·6177·2873·696e·2878·2996··tt9.draw(sin(x).
000002b0:·9604·b996·2a93·7369·6e28·7929·2c78·933d··....*.sin(y),x.= 
000002c0:·9330·2e2e·322a·2570·692c·9379·933d·9330··.0..2*%pi,.y.=.0 
000002d0:·2e2e·322a·2570·6929·8e9f·1400·008d·9176··..2*%pi).......v000002b0:·04b9·962a·9373·696e·2879·292c·7893·3d93··...*.sin(y),x.=.
 000002c0:·302e·2e32·2a25·7069·2c93·7993·3d93·302e··0..2*%pi,.y.=.0.
 000002d0:·2e32·2a25·7069·298e·9f14·0000·8d91·76e7··.2*%pi).......v.
000002e0:·e7cf·df7c·7c7c·2d8e·8e9f·1e00·008d·8d92··...|||-.........000002e0:·cfdf·7c7c·7c2d·8e8e·9f1e·0000·8d8d·9201··..|||-..........
000002f0:·0103·8000·c633·8e8e·8e8c·8b00·0000·0400··.....3..........000002f0:·0380·00c6·338e·8e8e·8c8b·0000·0004·0000··....3...........
00000300:·0000·0000·0000·0000·0000·0000·0000·0000··................00000300:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000310:·0000·0000·0000·0000·0000·0000·0000·0000··................00000310:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000320:·0000·0000·0002·1aa0·0279·0000·8da0·fda3··.........y...... 
00000330:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........> 
00000340:·0000·de52·6566·6572·656e·6365·738e·9f15··...References...00000320:·0000·0000·0219·a002·7900·008d·a0fd·a300··........y.......
 00000330:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.
 00000340:·00de·5265·6665·7265·6e63·6573·8e9f·15e7··..References....
00000350:·e71b·8d8d·8d91·4300·01c6·5b31·5d8e·8e91··......C...[1]...00000350:·1b8d·8d8d·9143·0001·c65b·315d·8e8e·9152··.....C...[1]...R
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00000370:·8d8d·9201·0380·0034·8e8e·8e8c·f800·0002··.......4........00000370:·8d92·0103·8000·348e·8e8e·8cf8·0000·02f9··......4.........
00000380:·fa01·8392·c01c·3b00·0000·0003·e802·7900··......;.......y.00000380:·0183·92c0·1c3b·0000·0000·03e8·0279·0000··.....;.......y..
00000390:·0001·ce00·0000·0700·04f3·35df·a44e·0000··..........5..N..00000390:·01ce·0000·0007·0004·f335·dfa4·4e00·0009··.........5..N...
 000003a0:·0000·0009·0000·0005·636d·7474·39f3·341a··........cmtt9.4.
 000003b0:·f222·5600·0a00·0000·0a00·0000·0663·6d62··."V..........cmb
 000003c0:·7831·30f3·33c2·d64e·a000·0e66·6600·0c00··x10.3..N...ff...
 000003d0:·0000·0663·6d62·7831·32f3·3174·0c89·3a00··...cmbx12.1t..:.
000003a0:·0900·0000·0900·0000·0563·6d74·7439·f334··.........cmtt9.4000003e0:·0900·0000·0900·0000·0563·6d62·7839·f327··.........cmbx9.'
000003b0:·1af2·2256·000a·0000·000a·0000·0006·636d··.."V..........cm 
000003c0:·6278·3130·f333·c2d6·4ea0·000e·6666·000c··bx10.3..N...ff.. 
000003d0:·0000·0006·636d·6278·3132·f331·740c·893a··....cmbx12.1t..: 
000003e0:·0009·0000·0009·0000·0005·636d·6278·39f3··..........cmbx9. 
000003f0:·2758·ab51·0b00·0c00·0000·0c00·0000·0563··'X.Q...........c000003f0:·58ab·510b·000c·0000·000c·0000·0005·636d··X.Q...........cm
00000400:·6d72·3132·f326·de91·19c6·0011·47ae·0011··mr12.&......G...00000400:·7231·32f3·26de·9119·c600·1147·ae00·1147··r12.&......G...G
00000410:·47ae·0008·7463·726d·3137·3238·f325·44d3··G...tcrm1728.%D.00000410:·ae00·0874·6372·6d31·3732·38f3·2544·d3ed··...tcrm1728.%D..
00000420:·ed74·0011·47ae·0011·47ae·0005·636d·7231··.t..G...G...cmr100000420:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
00000430:·37f3·1b4b·f160·7900·0a00·0000·0a00·0000··7..K.`y.........00000430:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........
00000440:·0563·6d72·3130·f900·0003·7c02·dfdf·dfdf··.cmr10....|.....00000440:·636d·7231·30f9·0000·037b·02df·dfdf·dfdf··cmr10....{......
8.09 KB
./usr/share/doc/axiom-doc/src/input/sinsin2.input.dvi
    
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Offset 12, 59 lines modifiedOffset 12, 59 lines modified
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000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
000000f0:·d8cc·36f3·2758·ab51·0b00·0c00·0000·0c00··..6.'X.Q........000000f0:·d8cc·36f3·2758·ab51·0b00·0c00·0000·0c00··..6.'X.Q........
00000100:·0000·0563·6d72·3132·d254·6865·9603·eaa8··...cmr12.The....00000100:·0000·0563·6d72·3132·d254·6865·9603·eaa8··...cmr12.The....
00000110:·4178·696f·6d93·5491·ff05·5665·616d·8e8e··Axiom.T...Veam..00000110:·4178·696f·6d93·5491·ff05·5665·616d·8e8e··Axiom.T...Veam..
00000120:·8e8e·8e9f·1788·8b8d·9200·d7fb·534e·6f95··............SNo.00000120:·8e8e·8e9f·1788·8b8d·9200·d573·8244·6563··...........s.Dec
00000130:·ac72·7693·656d·9362·9053·8e65·7296·03ea··.rv.em.b.S.er...00000130:·656d·90ac·7262·9053·8e65·7296·03ea·a831··em..rb.S.er....1
00000140:·a837·2c93·3230·3234·8e9f·2400·018d·9200··.7,.2024..$.....00000140:·312c·9332·3032·358e·9f24·0001·8d92·00f1··1,.2025..$......
00000150:·f1a1·4bf3·3174·0c89·3a00·0900·0000·0900··..K.1t..:.......00000150:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........
00000160:·0000·0563·6d62·7839·dc41·6273·7472·6163··...cmbx9.Abstrac 
00000170:·748e·9f0f·acd1·8e9f·1e00·008d·8d92·0103··t............... 
00000180:·8000·f31b·4bf1·6079·000a·0000·000a·0000··....K.`y........00000160:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract
 00000170:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................
 00000180:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........
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000001c0:·0000·0000·0000·0000·002a·a002·7900·008d··.........*..y...000001c0:·0000·0000·0000·0000·2aa0·0279·0000·8da0··........*..y....
000001d0:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........ 
000001e0:·8d91·3e00·00f3·33c2·d64e·a000·0e66·6600··..>...3..N...ff. 
000001f0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con. 
00000200:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........000001d0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?.........
 000001e0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff..
 000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con..
 00000200:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........
00000210:·9201·0380·00c6·328e·8e8e·8c8b·0000·0003··......2.........00000210:·0103·8000·c632·8e8e·8e8c·8b00·0000·0300··.....2..........
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00000260:·0000·8d91·76e7·cff3·341a·f222·5600·0a00··....v...4.."V...00000250:·0000·a002·3f00·008d·a0fd·e400·009f·0c00··....?...........
 00000260:·008d·9176·e7cf·f334·1af2·2256·000a·0000··...v...4.."V....
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00000280:·03d5·542a·937c·8e9f·1300·008d·913e·0000··..T*.|.......>..00000280:·d554·2a93·7c8e·9f13·0000·8d91·3e00·00f3··.T*.|.......>...
00000290:·f335·dfa4·4e00·0009·0000·0009·0000·0005··.5..N...........00000290:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c
000002a0:·636d·7474·39e0·6472·6177·2873·696e·2878··cmtt9.draw(sin(x 
000002b0:·2996·04b9·962a·9373·696e·2879·292c·7893··)....*.sin(y),x. 
000002c0:·3d93·3230·2a25·7069·2e2e·3232·2a25·7069··=.20*%pi..22*%pi 
000002d0:·2c93·7993·3d93·3230·2a25·7069·2e2e·3232··,.y.=.20*%pi..22000002a0:·6d74·7439·e064·7261·7728·7369·6e28·7829··mtt9.draw(sin(x)
 000002b0:·9604·b996·2a93·7369·6e28·7929·2c78·933d··....*.sin(y),x.=
 000002c0:·9332·302a·2570·692e·2e32·322a·2570·692c··.20*%pi..22*%pi,
 000002d0:·9379·933d·9332·302a·2570·692e·2e32·322a··.y.=.20*%pi..22*
000002e0:·2a25·7069·298e·9f14·0000·8d91·76e7·cfdf··*%pi).......v...000002e0:·2570·6929·8e9f·1400·008d·9176·e7cf·df7c··%pi).......v...|
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00000350:·5265·6665·7265·6e63·6573·8e9f·15e7·1b8d··References...... 
00000360:·8d8d·9143·0001·c65b·315d·8e8e·9152·8e3c··...C...[1]...R.< 
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 00000350:·6566·6572·656e·6365·738e·9f15·e71b·8d8d··eferences.......
 00000360:·8d91·4300·01c6·5b31·5d8e·8e91·528e·3c6e··..C...[1]...R.<n
 00000370:·6f74·6869·6e67·8e8e·9f1e·0000·8d8d·9201··othing..........
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 00000430:·47ae·0011·47ae·0005·636d·7231·37f3·1b4b··G...G...cmr17..K
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25.2 KB
./usr/share/doc/axiom-doc/src/input/sint.input.dvi
    
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000000d0:·7075·7491·0537·7473·696e·908c·7174·2e69··put..7tsin..qt.i000000d0:·7075·7491·0537·7473·696e·908c·7174·2e69··put..7tsin..qt.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
000000f0:·e1b0·cff3·2758·ab51·0b00·0c00·0000·0c00··....'X.Q........000000f0:·e1b0·cff3·2758·ab51·0b00·0c00·0000·0c00··....'X.Q........
00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.
00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
00000120:·9f17·888b·8d92·00d7·fb53·4e6f·95ac·7276··.........SNo..rv00000120:·9f17·888b·8d92·00d5·7382·4465·6365·6d90··........s.Decem.
00000130:·9365·6d93·6290·538e·6572·9603·eaa8·372c··.em.b.S.er....7,00000130:·ac72·6290·538e·6572·9603·eaa8·3131·2c93··.rb.S.er....11,.
00000140:·9332·3032·348e·9f24·0001·8d92·00f1·a14b··.2024..$.......K00000140:·3230·3235·8e9f·2400·018d·9200·f1a1·4bf3··2025..$.......K.
00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c
00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract...
 00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................
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 000004d0:·696e·676c·6549·6e74·6567·6572·8ea1·8d91··ingleInteger....
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 00000540:·2d2d·5291·0e2c·c228·3329·9109·732c·3132··--R..,.(3)..s,12
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skew.input.dvi
    
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Offset 12, 891 lines modifiedOffset 12, 891 lines modified
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00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
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00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
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./usr/share/doc/axiom-doc/src/input/solveperf.input.dvi.gz
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solveperf.input.dvi
    
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00000440:·006c·6973·743a·3d5b·702c·5672·2c56·742c··.list:=[p,Vr,Vt,00000440:·6c69·7374·3a3d·5b70·2c56·722c·5674·2c65··list:=[p,Vr,Vt,e
00000450:·655d·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··e]....>..--R....00000450:·5d8e·a18d·913e·0000·2d2d·528e·a18d·913e··]....>..--R....>
00000460:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R 
00000470:·910e·2cc2·2831·2991·0973·2c5b·702c·5672··..,.(1)..s,[p,Vr00000460:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.
 00000470:·0e2c·c228·3129·9109·732c·5b70·2c56·722c··.,.(1)..s,[p,Vr,
00000480:·2c56·742c·655d·8ea1·8d91·3e00·002d·2d52··,Vt,e]....>..--R00000480:·5674·2c65·5d8e·a18d·913e·0000·2d2d·5292··Vt,e]....>..--R.
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000004a0:·7374·284f·7264·6572·6564·5661·7269·6162··st(OrderedVariab00000490:·009b·ec56·5479·7065·3a91·04b9·964c·6973··...VType:....Lis
 000004a0:·7428·4f72·6465·7265·6456·6172·6961·626c··t(OrderedVariabl
000004b0:·6c65·4c69·7374·285b·702c·5672·2c56·742c··leList([p,Vr,Vt,000004b0:·654c·6973·7428·5b70·2c56·722c·5674·2c65··eList([p,Vr,Vt,e
000004c0:·655d·2929·8ea1·8d91·3e00·002d·2d49·9200··e]))....>..--I..000004c0:·5d29·298e·a18d·913e·0000·2d2d·4992·00f0··]))....>..--I...
 000004d0:·f8e2·5469·6d65·3a96·04b9·9630·2e30·3493··..Time:....0.04.
 000004e0:·284f·5429·933d·9330·2e30·3493·7365·638e··(OT).=.0.04.sec.
 000004f0:·a18d·913e·0000·2d2d·4591·04b9·9631·8ea1··...>..--E....1..
 00000500:·a18d·913e·0000·2d2d·5396·04b9·9632·936f··...>..--S....2.o
 00000510:·6693·398e·a18d·913e·0000·6571·3161·3a3d··f.9....>..eq1a:=
 00000520:·2828·2d56·725e·332b·5672·5e32·292a·5674··((-Vr^3+Vr^2)*Vt
 00000530:·2b56·725e·332d·5672·5e32·298e·a18d·913e··+Vr^3-Vr^2)....>
 00000540:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.
 00000550:·a18d·913e·0000·2d2d·5291·3d6c·9e33·9617··...>..--R.=l.3..
 00000560:·9fee·3291·25cc·b033·9332·8ea1·8d91·3e00··..2.%..3.2....>.
 00000570:·002d·2d52·910e·2cc2·2832·2996·0973·2c28··.--R..,.(2)..s,(
 00000580:·2d9b·04b9·9656·7293·2b98·5672·9829·5674··-....Vr.+.Vr.)Vt
 00000590:·982b·9856·7293·2d98·5672·8ea1·8d91·3e00··.+.Vr.-.Vr....>.
 000005a0:·002d·2d52·9200·f5b2·7854·7970·653a·9104··.--R....xType:..
 000005b0:·b996·506f·6c79·6e6f·6d69·616c·2849·6e74··..Polynomial(Int
 000005c0:·6567·6572·298e·a18d·913e·0000·2d2d·4991··eger)....>..--I.
000004d0:·f0f8·e254·696d·653a·9604·b996·302e·3034··...Time:....0.04000005d0:·7f92·d254·696d·653a·9604·b996·302e·3032··...Time:....0.02
000004e0:·9328·4f54·2993·3d93·302e·3034·9373·6563··.(OT).=.0.04.sec000005e0:·9328·4556·2993·2b93·302e·3034·9328·4f54··.(EV).+.0.04.(OT
000004f0:·8ea1·8d91·3e00·002d·2d45·9104·b996·318e··....>..--E....1. 
00000500:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2. 
00000510:·6f66·9339·8ea1·8d91·3e00·0065·7131·613a··of.9....>..eq1a: 
00000520:·3d28·282d·5672·5e33·2b56·725e·3229·2a56··=((-Vr^3+Vr^2)*V 
00000530:·742b·5672·5e33·2d56·725e·3229·8ea1·8d91··t+Vr^3-Vr^2).... 
00000540:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R 
00000550:·8ea1·8d91·3e00·002d·2d52·913d·6c9e·3396··....>..--R.=l.3. 
00000560:·179f·ee32·9125·ccb0·3393·328e·a18d·913e··...2.%..3.2....> 
00000570:·0000·2d2d·5291·0e2c·c228·3229·9609·732c··..--R..,.(2)..s, 
00000580:·282d·9b04·b996·5672·932b·9856·7298·2956··(-....Vr.+.Vr.)V 
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./usr/share/doc/axiom-doc/src/input/solvetra.input.dvi.gz
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solvetra.input.dvi
    
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Offset 12, 1257 lines modifiedOffset 12, 1257 lines modified
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00000100:·0000·0c00·0000·0563·6d72·3132·d254·696d··.......cmr12.Tim00000100:·0000·0c00·0000·0563·6d72·3132·d254·696d··.......cmr12.Tim
00000110:·6f74·6890·ac72·7991·03ea·a844·616c·798e··oth..ry....Daly.00000110:·6f74·6890·ac72·7991·03ea·a844·616c·798e··oth..ry....Daly.
00000120:·8e8e·8e8e·9f17·888b·8d92·00d7·fb53·4e6f··.............SNo00000120:·8e8e·8e8e·9f17·888b·8d92·00d5·7382·4465··............s.De
00000130:·95ac·7276·9365·6d93·6290·538e·6572·9603··..rv.em.b.S.er..00000130:·6365·6d90·ac72·6290·538e·6572·9603·eaa8··cem..rb.S.er....
00000140:·eaa8·372c·9332·3032·348e·9f24·0001·8d92··..7,.2024..$.... 
00000150:·00f1·a14b·f331·740c·893a·0009·0000·0009··...K.1t..:...... 
00000160:·0000·0005·636d·6278·39dc·4162·7374·7261··....cmbx9.Abstra 
00000170:·6374·8e9f·0fac·d18e·9f1e·0000·8d8d·9201··ct.............. 
00000180:·0380·00f3·1b4b·f160·7900·0a00·0000·0a00··.....K.`y.......00000140:·3131·2c93·3230·3235·8e9f·2400·018d·9200··11,.2025..$.....
 00000150:·f1a1·4bf3·3174·0c89·3a00·0900·0000·0900··..K.1t..:.......
 00000160:·0000·0563·6d62·7839·dc41·6273·7472·6163··...cmbx9.Abstrac
 00000170:·748e·9f0f·acd1·8e9f·1e00·008d·8d92·0103··t...............
 00000180:·8000·f31b·4bf1·6079·000a·0000·000a·0000··....K.`y........
00000190:·0000·0563·6d72·3130·c631·8e8e·8e8c·8b00··...cmr10.1......00000190:·0005·636d·7231·30c6·318e·8e8e·8c8b·0000··..cmr10.1.......
000001a0:·0000·0200·0000·0000·0000·0000·0000·0000··................000001a0:·0002·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·0000·0000·2aa0·0279·0000··..........*..y..000001c0:·0000·0000·0000·0000·002a·a002·7900·008d··.........*..y...
000001d0:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?....... 
000001e0:·008d·913e·0000·f333·c2d6·4ea0·000e·6666··...>...3..N...ff 
000001f0:·000c·0000·0006·636d·6278·3132·de43·6f6e··......cmbx12.Con 
00000200:·958c·cc74·656e·9374·738e·8e9f·1e00·008d··...ten.ts.......000001d0:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........
 000001e0:·8d91·3e00·00f3·33c2·d64e·a000·0e66·6600··..>...3..N...ff.
 000001f0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con.
 00000200:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........
00000210:·8d92·0103·8000·c632·8e8e·8e8c·8b00·0000··.......2........00000210:·9201·0380·00c6·328e·8e8e·8c8b·0000·0003··......2.........
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00000240:·0000·0000·0000·0001·9ea0·0279·0000·8da0··...........y....00000240:·0000·0000·0000·019d·a002·7900·008d·a0fd··..........y.....
00000250:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?......... 
00000260:·8d91·3e00·00de·318e·9156·4ccb·4c69·6365··..>...1..VL.Lice 
00000270:·6e73·658e·9f15·e71b·a40c·0000·8d91·76e7··nse...........v.00000250:·a300·00a0·023f·0000·8da0·fde4·0000·8d8d··.....?..........
 00000260:·913e·0000·de31·8e91·564c·cb4c·6963·656e··.>...1..VL.Licen
 00000270:·7365·8e9f·15e7·1ba4·0c00·008d·9176·e7cf··se...........v..
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00000290:·0663·6d62·7831·30df·7c96·03d5·546c·6963··.cmbx10.|...Tlic00000290:·636d·6278·3130·df7c·9603·d554·6c69·6365··cmbx10.|...Tlice
000002a0:·656e·7365·937c·8ea9·115d·a28d·913e·0000··ense.|...]...>..000002a0:·6e73·6593·7c8e·a911·5da2·8d91·3e00·00f3··nse.|...]...>...
000002b0:·f335·dfa4·4e00·0009·0000·0009·0000·0005··.5..N...........000002b0:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c
000002c0:·636d·7474·39e0·2d2d·436f·7079·7269·6768··cmtt9.--Copyrigh 
000002d0:·7496·04b9·9654·6865·934e·756d·6572·6963··t....The.Numeric 
000002e0:·616c·9341·6c67·6f72·6974·686d·7393·4772··al.Algorithms.Gr000002c0:·6d74·7439·e02d·2d43·6f70·7972·6967·6874··mtt9.--Copyright
 000002d0:·9604·b996·5468·6593·4e75·6d65·7269·6361··....The.Numerica
 000002e0:·6c93·416c·676f·7269·7468·6d73·9347·726f··l.Algorithms.Gro
000002f0:·6f75·7093·4c69·6d69·7465·6493·3139·3931··oup.Limited.1991000002f0:·7570·934c·696d·6974·6564·9331·3939·312e··up.Limited.1991.
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00000310:·8ea1·a18d·9176·e7cf·7c96·03d5·542a·937c··.....v..|...T*.|00000300:·8e9f·125d·a18d·9176·e7cf·df7c·7c7c·2d8e··...]...v...|||-.
 00000310:·a1a1·8d91·76e7·cf7c·9603·d554·2a93·7c8e··....v..|...T*.|.
00000320:·8ea6·8d91·3e00·00e0·2973·6574·9604·b996··....>...)set....00000320:·a68d·913e·0000·e029·7365·7496·04b9·9662··...>...)set....b
00000330:·6272·6561·6b93·7265·7375·6d65·8ea4·0b00··break.resume.... 
00000340:·008d·913e·0000·2973·706f·6f6c·9104·b996··...>..)spool.... 
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00000360:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me00000330:·7265·616b·9372·6573·756d·658e·a40b·0000··reak.resume.....
 00000340:·8d91·3e00·0029·7370·6f6f·6c91·04b9·9673··..>..)spool....s
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00000390:·6167·6593·6175·746f·936f·6666·8ea1·8d91··age.auto.off.... 
000003a0:·3e00·0029·636c·6561·7291·04b9·9661·6c6c··>..)clear....all00000380:·3e00·0029·7365·7496·04b9·966d·6573·7361··>..)set....messa
 00000390:·6765·9361·7574·6f93·6f66·668e·a18d·913e··ge.auto.off....>
 000003a0:·0000·2963·6c65·6172·9104·b996·616c·6c8e··..)clear....all.
 000003b0:·a18d·913e·0000·2d2d·5396·04b9·9631·936f··...>..--S....1.o
 000003c0:·6693·3337·8ea1·8d91·3e00·0073·6f6c·7665··f.37....>..solve
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 000003e0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
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 00000400:·2991·0973·2c5b·783d·9104·b996·6173·696e··)..s,[x=....asin
 00000410:·2838·295d·8ea1·8d91·3e00·002d·2d52·9200··(8)]....>..--R..
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 00000430:·2845·7175·6174·696f·6e28·4578·7072·6573··(Equation(Expres
 00000440:·7369·6f6e·2849·6e74·6567·6572·2929·298e··sion(Integer))).
 00000450:·a18d·913e·0000·2d2d·4591·04b9·9631·8ea1··...>..--E....1..
 00000460:·a18d·913e·0000·2d2d·5396·04b9·9632·936f··...>..--S....2.o
 00000470:·6693·3337·8ea1·8d91·3e00·0073·6f6c·7665··f.37....>..solve
 00000480:·2873·696e·2878·292d·383d·302c·7829·8ea1··(sin(x)-8=0,x)..
 00000490:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
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000003d0:·6528·7369·6e28·7829·2d38·3d30·298e·a18d··e(sin(x)-8=0)... 
000003e0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
000003f0:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.( 
00000400:·3129·9109·732c·5b78·3d91·04b9·9661·7369··1)..s,[x=....asi 
00000410:·6e28·3829·5d8e·a18d·913e·0000·2d2d·5292··n(8)]....>..--R. 
00000420:·00aa·1918·5479·7065·3a91·04b9·964c·6973··....Type:....Lis 
00000430:·7428·4571·7561·7469·6f6e·2845·7870·7265··t(Equation(Expre 
00000440:·7373·696f·6e28·496e·7465·6765·7229·2929··ssion(Integer))) 
00000450:·8ea1·8d91·3e00·002d·2d45·9104·b996·318e··....>..--E....1. 
00000460:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2. 
00000470:·6f66·9333·378e·a18d·913e·0000·736f·6c76··of.37....>..solv 
00000480:·6528·7369·6e28·7829·2d38·3d30·2c78·298e··e(sin(x)-8=0,x). 
00000490:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
000004a0:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R.., 
000004b0:·c228·3229·9109·732c·5b78·3d91·04b9·9661··.(2)..s,[x=....a 
000004c0:·7369·6e28·3829·5d8e·a18d·913e·0000·2d2d··sin(8)]....>..-- 
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space3.input.dvi
    
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000005b0:·5b31·2c30·2c30·5d24·2850·6f69·6e74·9344··[1,0,0]$(Point.D 
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 000004b0:·6365·2844·6f75·626c·6546·6c6f·6174·298e··ce(DoubleFloat).
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spadcall.input.dvi
    
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000000d0:·7075·7491·0537·7473·7061·6470·726f·662e··put..7tspadprof.000000d0:·7075·7491·0537·7473·7061·6470·726f·662e··put..7tspadprof.
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 000001f0:·0c00·0000·0663·6d62·7831·32de·436f·6e95··.....cmbx12.Con.
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 00000450:·6d79·7379·6e73·2e69·6e70·7574·2291·0973··mysyns.input"..s
 00000460:·2c29·6966·7468·6572·6593·2971·7569·6574··,)ifthere.)quiet
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 00000480:·936e·6f74·9365·6e74·6572·936c·6973·7093··.not.enter.lisp.
 00000490:·6272·6561·6b93·6f6e·9365·7272·6f72·8ea1··break.on.error..
 000004a0:·8d91·3e00·0029·7365·7496·04b9·9662·7265··..>..)set....bre
 000004b0:·616b·936e·6f62·7265·616b·8ea1·a18d·913e··ak.nobreak.....>
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 00000540:·966f·7574·7075·7493·6368·6172·9370·6c61··.output.char.pla
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./usr/share/doc/axiom-doc/src/input/spiral.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 58 lines modifiedOffset 12, 58 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
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000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........
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00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...
00000120:·8e8e·9f17·888b·8d92·00d7·fb53·4e6f·95ac··...........SNo..00000120:·8e8e·9f17·888b·8d92·00d5·7382·4465·6365··..........s.Dece
00000130:·7276·9365·6d93·6290·538e·6572·9603·eaa8··rv.em.b.S.er....00000130:·6d90·ac72·6290·538e·6572·9603·eaa8·3131··m..rb.S.er....11
00000140:·372c·9332·3032·348e·9f24·0001·8d92·00f1··7,.2024..$......00000140:·2c93·3230·3235·8e9f·2400·018d·9200·f1a1··,.2025..$.......
00000150:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........
00000160:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract 
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00000180:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract.
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000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con.. 
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 000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
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./usr/share/doc/axiom-doc/src/input/sqmatrix.input.dvi
    
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Offset 12, 183 lines modifiedOffset 12, 183 lines modified
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00000090:·09f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·09f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 467 lines modifiedOffset 12, 466 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7473·7265·6773·6574·2e69··put..7tsregset.i000000d0:·7075·7491·0537·7473·7265·6773·6574·2e69··put..7tsregset.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.
00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
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00000130:·9365·6d93·6290·538e·6572·9603·eaa8·372c··.em.b.S.er....7,00000130:·ac72·6290·538e·6572·9603·eaa8·3131·2c93··.rb.S.er....11,.
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00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c
00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract...
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00000190:·6d72·3130·c631·8e8e·8e8c·8b00·0000·0200··mr10.1..........00000190:·7231·30c6·318e·8e8e·8c8b·0000·0002·0000··r10.1...........
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000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t 
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 000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te
 00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............
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00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0001·9aa0·0279·0000·8da0·fda3·0000··.......y........ 
00000250:·a002·3f00·008d·a0fd·e400·008d·8d91·3e00··..?...........>.00000240:·0000·0199·a002·7900·008d·a0fd·a300·00a0··......y.........
 00000250:·023f·0000·8da0·fde4·0000·8d8d·913e·0000··.?...........>..
00000260:·00de·318e·9156·4ccb·4c69·6365·6e73·658e··..1..VL.License.00000260:·de31·8e91·564c·cb4c·6963·656e·7365·8e9f··.1..VL.License..
00000270:·9f15·e71b·a40c·0000·8d91·76e7·cff3·341a··..........v...4.00000270:·15e7·1ba4·0c00·008d·9176·e7cf·f334·1af2··.........v...4..
00000280:·f222·5600·0a00·0000·0a00·0000·0663·6d62··."V..........cmb00000280:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx
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000002a0:·937c·8ea9·115d·a28d·913e·0000·f335·dfa4··.|...]...>...5..000002a0:·7c8e·a911·5da2·8d91·3e00·00f3·35df·a44e··|...]...>...5..N
000002b0:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt000002b0:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt9
000002c0:·39e0·2d2d·436f·7079·7269·6768·7496·04b9··9.--Copyright... 
000002d0:·9654·6865·934e·756d·6572·6963·616c·9341··.The.Numerical.A 
000002e0:·6c67·6f72·6974·686d·7393·4772·6f75·7093··lgorithms.Group.000002c0:·e02d·2d43·6f70·7972·6967·6874·9604·b996··.--Copyright....
 000002d0:·5468·6593·4e75·6d65·7269·6361·6c93·416c··The.Numerical.Al
 000002e0:·676f·7269·7468·6d73·9347·726f·7570·934c··gorithms.Group.L
000002f0:·4c69·6d69·7465·6493·3139·3931·2e8e·9f12··Limited.1991....000002f0:·696d·6974·6564·9331·3939·312e·8e9f·125d··imited.1991....]
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00000320:·3e00·00e0·2973·6574·9604·b996·6272·6561··>...)set....brea 
00000330:·6b93·7265·7375·6d65·8ea4·0b00·008d·913e··k.resume.......> 
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 00000320:·0000·e029·7365·7496·04b9·9662·7265·616b··...)set....break
 00000330:·9372·6573·756d·658e·a40b·0000·8d91·3e00··.resume.......>.
 00000340:·0029·7370·6f6f·6c91·04b9·9673·7265·6773··.)spool....sregs
00000350:·7365·742e·6f75·7470·7574·8ea1·8d91·3e00··set.output....>.00000350:·6574·2e6f·7574·7075·748e·a18d·913e·0000··et.output....>..
 00000360:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message.
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00000390:·7574·6f93·6f66·668e·a18d·913e·0000·2963··uto.off....>..)c00000370:·7465·7374·936f·6e8e·a18d·913e·0000·2973··test.on....>..)s
000003a0:·6c65·6172·9104·b996·616c·6c8e·a18d·913e··lear....all....> 
000003b0:·0000·2d2d·5396·04b9·9631·936f·6693·3233··..--S....1.of.23 
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 00000390:·746f·936f·6666·8ea1·8d91·3e00·0029·636c··to.off....>..)cl
 000003a0:·6561·7291·04b9·9661·6c6c·8ea1·8d91·3e00··ear....all....>.
 000003b0:·002d·2d53·9604·b996·3193·6f66·9332·338e··.--S....1.of.23.
 000003c0:·a18d·913e·0000·5296·04b9·963a·3d93·496e··...>..R....:=.In
000003d0:·6e74·6567·6572·8ea1·8d91·3e00·002d·2d52··nteger....>..--R000003d0:·7465·6765·728e·a18d·913e·0000·2d2d·528e··teger....>..--R.
000003e0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.000003e0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
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 00000410:·0133·1f16·5479·7065·3a91·04b9·9644·6f6d··.3..Type:....Dom
 00000420:·6169·6e8e·a18d·913e·0000·2d2d·4591·04b9··ain....>..--E...
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 00000440:·9632·936f·6693·3233·8ea1·8d91·3e00·006c··.2.of.23....>..l
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 00000460:·6f6c·933a·3d93·5b78·2c79·2c7a·2c74·5d8e··ol.:=.[x,y,z,t].
 00000470:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 00000480:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R..,
 00000490:·c228·3229·9109·732c·5b78·2c79·2c7a·2c74··.(2)..s,[x,y,z,t
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 000004b0:·5479·7065·3a91·04b9·964c·6973·7428·5379··Type:....List(Sy
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 000004e0:·04b9·9633·936f·6693·3233·8ea1·8d91·3e00··...3.of.23....>.
 000004f0:·0056·9604·b996·3a3d·934f·5641·5228·6c73··.V....:=.OVAR(ls
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 00000530:·6456·6172·6961·626c·654c·6973·7428·5b78··dVariableList([x
 00000540:·2c79·2c7a·2c74·5d29·8ea1·8d91·3e00·002d··,y,z,t])....>..-
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00000450:·6c73·9604·b996·3a93·4c69·7374·9353·796d··ls....:.List.Sym 
00000460:·626f·6c93·3a3d·935b·782c·792c·7a2c·745d··bol.:=.[x,y,z,t] 
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00000480:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R.. 
00000490:·2cc2·2832·2991·0973·2c5b·782c·792c·7a2c··,.(2)..s,[x,y,z, 
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000004b0:·9254·7970·653a·9104·b996·4c69·7374·2853··.Type:....List(S 
000004c0:·796d·626f·6c29·8ea1·8d91·3e00·002d·2d45··ymbol)....>..--E 
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000004e0:·9604·b996·3393·6f66·9332·338e·a18d·913e··....3.of.23....>00000580:·9604·b996·3493·6f66·9332·338e·a18d·913e··....4.of.23....>
000004f0:·0000·5696·04b9·963a·3d93·4f56·4152·286c··..V....:=.OVAR(l 
00000500:·7329·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··s)....>..--R....00000590:·0000·4596·04b9·963a·3d93·496e·6465·7865··..E....:=.Indexe
 000005a0:·6445·7870·6f6e·656e·7473·9356·8ea1·8d91··dExponents.V....
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 000005c0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2834··....>..--R..,.(4
 000005d0:·2991·0973·2c49·6e64·6578·6564·4578·706f··)..s,IndexedExpo
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 000005f0:·6961·626c·654c·6973·7428·5b78·2c79·2c7a··iableList([x,y,z
00000520:·910e·2cc2·2833·2991·0973·2c4f·7264·6572··..,.(3)..s,Order 
00000530:·6564·5661·7269·6162·6c65·4c69·7374·285b··edVariableList([ 
00000540:·782c·792c·7a2c·745d·298e·a18d·913e·0000··x,y,z,t])....>.. 
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./usr/share/doc/axiom-doc/src/input/stbl.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
00000020:·3131·2e30·373a·3133·3134·8b00·0000·0100··11.07:1314......00000020:·3132·2e31·313a·3233·3134·8b00·0000·0100··12.11:2314......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header
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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·a4aa··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a4aa··..?.............
00000090:·19f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·19f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 147 lines modifiedOffset 12, 147 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7473·7462·6c2e·696e·7075··put..7tstbl.inpu000000d0:·7075·7491·0537·7473·7462·6c2e·696e·7075··put..7tstbl.inpu
000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............
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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·1788··....Daly........00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........
00000120:·8b8d·9200·d7fb·534e·6f95·ac72·7693·656d··......SNo..rv.em00000120:·8b8d·9200·d573·8244·6563·656d·90ac·7262··.....s.Decem..rb
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000004c0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2832··....>..--R..,.(2 
000004d0:·2991·0973·2c22·4e75·6d62·6572·9104·b996··)..s,"Number.... 
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Offset 12, 216 lines modifiedOffset 12, 216 lines modified
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000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te 
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streams.input.dvi
    
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 00000410:·0355·556c·6561·7374·9335·9373·7472·6561··.UUleast.5.strea
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 00000430:·9362·9047·1d65·9365·7691·ff71·c761·6c75··.b.G.e.ev..q.alu
 00000440:·6174·6564·2e91·0471·c754·6865·9373·7472··ated...q.The.str
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 00000480:·a68d·913e·0000·e02d·2d53·9604·b996·3193··...>...--S....1.
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./usr/share/doc/axiom-doc/src/input/string.input.dvi.gz
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string.input.dvi
    
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Offset 12, 456 lines modifiedOffset 12, 456 lines modified
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00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr
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000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te 
00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............000001f0:·636d·6278·3132·de43·6f6e·958c·cc74·656e··cmbx12.Con...ten
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 00000250:·3f00·008d·a0fd·e400·008d·8d91·3e00·00de··?...........>...
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00000320:·0000·e029·7365·7496·04b9·9662·7265·616b··...)set....break 
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 000002d0:·6865·934e·756d·6572·6963·616c·9341·6c67··he.Numerical.Alg
 000002e0:·6f72·6974·686d·7393·4772·6f75·7093·4c69··orithms.Group.Li
 000002f0:·6d69·7465·6493·3139·3931·2e8e·9f12·5da1··mited.1991....].
 00000300:·8d91·76e7·cfdf·7c7c·7c2d·8ea1·a18d·9176··..v...|||-.....v
 00000310:·e7cf·7c96·03d5·542a·937c·8ea6·8d91·3e00··..|...T*.|....>.
 00000320:·00e0·2973·6574·9604·b996·6272·6561·6b93··..)set....break.
 00000330:·7265·7375·6d65·8ea4·0b00·008d·913e·0000··resume.......>..
 00000340:·2973·706f·6f6c·9104·b996·7374·7269·6e67··)spool....string
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00000370:·6573·7493·6f6e·8ea1·8d91·3e00·0029·7365··est.on....>..)se 
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 00000370:·7374·936f·6e8e·a18d·913e·0000·2973·6574··st.on....>..)set
 00000380:·9604·b996·6d65·7373·6167·6593·6175·746f··....message.auto
00000390:·6f93·6f66·668e·a18d·913e·0000·2963·6c65··o.off....>..)cle00000390:·936f·6666·8ea1·8d91·3e00·0029·636c·6561··.off....>..)clea
 000003a0:·7291·04b9·9661·6c6c·8ea1·8d91·3e00·002d··r....all....>..-
 000003b0:·2d53·9604·b996·3193·6f66·9333·358e·a18d··-S....1.of.35...
 000003c0:·913e·0000·6865·6c6c·6f96·04b9·963a·3d93··.>..hello....:=.
 000003d0:·2248·656c·6c6f·2c93·4927·6d93·4158·494f··"Hello,.I'm.AXIO
000003a0:·6172·9104·b996·616c·6c8e·a18d·913e·0000··ar....all....>.. 
000003b0:·2d2d·5396·04b9·9631·936f·6693·3335·8ea1··--S....1.of.35.. 
000003c0:·8d91·3e00·0068·656c·6c6f·9604·b996·3a3d··..>..hello....:= 
000003d0:·9322·4865·6c6c·6f2c·9349·276d·9341·5849··."Hello,.I'm.AXI 
000003e0:·4f4d·2122·8ea1·8d91·3e00·002d·2d52·8ea1··OM!"....>..--R.. 
000003f0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..- 
00000400:·2d52·910e·2cc2·2831·2991·0973·2c22·4865··-R..,.(1)..s,"He 
00000410:·6c6c·6f2c·9604·b996·4927·6d93·4158·494f··llo,....I'm.AXIO 
00000420:·4d21·228e·a18d·913e·0000·2d2d·5292·0133··M!"....>..--R..3000003e0:·4d21·228e·a18d·913e·0000·2d2d·528e·a18d··M!"....>..--R...
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00000440:·678e·a18d·913e·0000·2d2d·4591·04b9·9631··g....>..--E....1 
00000450:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9632··.....>..--S....2 
00000460:·936f·6693·3335·8ea1·8d91·3e00·0073·6169··.of.35....>..sai 
00000470:·6491·0973·2c3a·3d96·04b9·9622·4a61·6e65··d..s,:=...."Jane 
00000480:·9373·6169·642c·935f·224c·6f6f·6b21·5f22··.said,._"Look!_" 
00000490:·228e·a18d·913e·0000·2d2d·528e·a18d·913e··"....>..--R....> 
000004a0:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.000003f0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
000004b0:·0e2c·c228·3229·9109·732c·224a·616e·6596··.,.(2)..s,"Jane.00000400:·5291·0e2c·c228·3129·9109·732c·2248·656c··R..,.(1)..s,"Hel
000004c0:·04b9·9673·6169·642c·9322·4c6f·6f6b·2122··...said,."Look!"00000410:·6c6f·2c96·04b9·9649·276d·9341·5849·4f4d··lo,....I'm.AXIOM
000004d0:·228e·a18d·913e·0000·2d2d·5292·0133·1f16··"....>..--R..3..00000420:·2122·8ea1·8d91·3e00·002d·2d52·9201·331f··!"....>..--R..3.
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000004f0:·a18d·913e·0000·2d2d·4591·04b9·9632·8ea1··...>..--E....2.. 
00000500:·a18d·913e·0000·2d2d·5396·04b9·9633·936f··...>..--S....3.o 
00000510:·6693·3335·8ea1·8d91·3e00·0073·6177·910e··f.35....>..saw.. 
00000520:·2cc2·3a3d·9604·b996·2253·6865·9373·6177··,.:=...."She.saw00000430:·1654·7970·653a·9104·b996·5374·7269·6e67··.Type:....String
 00000440:·8ea1·8d91·3e00·002d·2d45·9104·b996·318e··....>..--E....1.
 00000450:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2.
 00000460:·6f66·9333·358e·a18d·913e·0000·7361·6964··of.35....>..said
 00000470:·9109·732c·3a3d·9604·b996·224a·616e·6593··..s,:=...."Jane.
 00000480:·7361·6964·2c93·5f22·4c6f·6f6b·215f·2222··said,._"Look!_""
 00000490:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 000004a0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..
 000004b0:·2cc2·2832·2991·0973·2c22·4a61·6e65·9604··,.(2)..s,"Jane..
 000004c0:·b996·7361·6964·2c93·224c·6f6f·6b21·2222··..said,."Look!""
 000004d0:·8ea1·8d91·3e00·002d·2d52·9201·331f·1654··....>..--R..3..T
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./usr/share/doc/axiom-doc/src/input/summation.input.dvi
    
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Offset 12, 228 lines modifiedOffset 12, 228 lines modified
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symbol.input.dvi
    
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Offset 12, 338 lines modifiedOffset 12, 338 lines modified
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./usr/share/doc/axiom-doc/src/input/table.input.dvi.gz
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table.input.dvi
    
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 000004a0:·4561·7379·9374·6f93·6661·6374·6f72·2229··Easy.to.factor")
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./usr/share/doc/axiom-doc/src/input/tanatan.input.dvi
    
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Offset 12, 244 lines modifiedOffset 12, 244 lines modified
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00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c
00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract.. 
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 00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................
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000001e0:·0000·f333·c2d6·4ea0·000e·6666·000c·0000··...3..N...ff.... 
000001f0:·0006·636d·6278·3132·de43·6f6e·958c·cc74··..cmbx12.Con...t 
00000200:·656e·9374·738e·9f20·cedf·8d8d·913e·0000··en.ts..·.....>.. 
00000210:·318e·9156·4ccb·4c69·6365·6e73·658e·9f15··1..VL.License...000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......
 000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.
 000001e0:·00f3·33c2·d64e·a000·0e66·6600·0c00·0000··..3..N...ff.....
 000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te
 00000200:·6e93·7473·8e9f·20ce·df8d·8d91·3e00·0031··n.ts..·.....>..1
 00000210:·8e91·564c·cb4c·6963·656e·7365·8e9f·15e7··..VL.License....
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00000250:·8ea9·11c9·418d·913e·0000·f335·dfa4·4e00··....A..>...5..N.00000240:·df7c·9603·d554·6c69·6365·6e73·6593·7c8e··.|...Tlicense.|.
 00000250:·a911·c941·8d91·3e00·00f3·35df·a44e·0000··...A..>...5..N..
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000002f0:·2973·706f·6f6c·9104·b996·7461·6e61·7461··)spool....tanata 
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00000340:·6f93·6f66·668e·a18d·913e·0000·2963·6c65··o.off....>..)cle 
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00000370:·3e00·00c6·4865·7265·2773·9603·5555·616e··>...Here's..UUan 
00000380:·9365·7175·6174·696f·6e8e·a18d·9176·e7cf··.equation....v.. 
00000390:·df7c·9603·d554·2a93·7c8e·a68d·913e·0000··.|...T*.|....>..000002c0:·cf7c·9603·d554·2a93·7c8e·a68d·913e·0000··.|...T*.|....>..
000003a0:·e02d·2d53·9604·b996·3193·6f66·9339·8ea4··.--S....1.of.9.. 
000003b0:·0b00·008d·913e·0000·6571·3a3d·322a·7461··.....>..eq:=2*ta 
000003c0:·6e28·7829·2b32·2a74·616e·2832·2a78·298e··n(x)+2*tan(2*x). 
000003d0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
000003e0:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R.., 
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 000002f0:·7370·6f6f·6c91·04b9·9674·616e·6174·616e··spool....tanatan
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 00000360:·76e7·cfdf·7c7c·7c2d·8ea4·0c00·008d·913e··v...|||-.......>
 00000370:·0000·c648·6572·6527·7396·0355·5561·6e93··...Here's..UUan.
 00000380:·6571·7561·7469·6f6e·8ea1·8d91·76e7·cfdf··equation....v...
 00000390:·7c96·03d5·542a·937c·8ea6·8d91·3e00·00e0··|...T*.|....>...
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 000003c0:·2878·292b·322a·7461·6e28·322a·7829·8ea1··(x)+2*tan(2*x)..
 000003d0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 000003e0:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,.
 000003f0:·2831·2991·0973·2c32·7461·6e28·3278·2996··(1)..s,2tan(2x).
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00000410:·913e·0000·2d2d·5292·00f5·b278·5479·7065··.>..--R....xType00000410:·3e00·002d·2d52·9200·f5b2·7854·7970·653a··>..--R....xType:
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00000450:·e7cf·df7c·7c7c·2d8e·a40c·0000·8d91·3e00··...|||-.......>. 
00000460:·00c6·536f·6c76·90b8·e365·9103·5555·6974··..Solv...e..UUit 
00000470:·8ea1·8d91·76e7·cfdf·7c96·03d5·542a·937c··....v...|...T*.| 
00000480:·8ea6·8d91·3e00·00e0·2d2d·5396·04b9·9632··....>...--S....2 
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000004d0:·5291·5052·f632·2570·6996·1c59·8432·2570··R.PR.2%pi..Y.2%p 
000004e0:·6991·12e6·5825·7069·9325·7069·8ea1·8d91··i...X%pi.%pi.... 
000004f0:·3e00·002d·2d52·910e·2cc2·2832·2991·0973··>..--R..,.(2)..s 
00000500:·2c5b·783d·9604·b996·302c·783d·932d·2d2d··,[x=....0,x=.--- 
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00000530:·3e00·002d·2d52·9159·c622·3391·2a86·4633··>..--R.Y."3.*.F3 
00000540:·911c·5984·3391·25cc·b033·8ea1·8d91·3e00··..Y.3.%..3....>. 
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 00000470:·a18d·9176·e7cf·df7c·9603·d554·2a93·7c8e··...v...|...T*.|.
 00000480:·a68d·913e·0000·e02d·2d53·9604·b996·3293··...>...--S....2.
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00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..
00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......
00000120:·1788·8b8d·9200·d7fb·534e·6f95·ac72·7693··........SNo..rv.00000120:·1788·8b8d·9200·d573·8244·6563·656d·90ac··.......s.Decem..
00000130:·656d·9362·9053·8e65·7296·03ea·a837·2c93··em.b.S.er....7,.00000130:·7262·9053·8e65·7296·03ea·a831·312c·9332··rb.S.er....11,.2
00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.00000140:·3032·358e·9f24·0001·8d92·00f1·a14b·f331··025..$.......K.1
00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract... 
00000170:·acd1·8d91·64df·fcf3·306f·b48b·c700·0900··....d...0o...... 
00000180:·0000·0900·0000·0463·6d72·39db·5468·6973··.......cmr9.This00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
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 00000180:·0009·0000·0004·636d·7239·db54·6869·7396··......cmr9.This.
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000001a0:·4178·696f·6d27·7393·7461·6e93·616e·6493··Axiom's.tan.and.000001a0:·7869·6f6d·2773·9374·616e·9361·6e64·9363··xiom's.tan.and.c
000001b0:·636f·7498·6675·6e63·7469·6f6e·7393·7769··cot.functions.wi 
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 000001c0:·6893·7461·626c·6573·9370·7562·6c69·7368··h.tables.publish
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 000001e0:·6974·7a8e·9f0b·0000·8d91·5700·0261·6e64··itz.......W..and
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000001a0:·c631·8e8e·8e8c·8b00·0000·0200·0000·0000··.1..............000001a0:·318e·8e8e·8c8b·0000·0002·0000·0000·0000··1...............
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
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 000001e0:·0000·8da0·fde4·0000·8d91·3e00·00f3·33c2··..........>...3.
000001f0:·c2d6·4ea0·000e·6666·000c·0000·0006·636d··..N...ff......cm000001f0:·d64e·a000·0e66·6600·0c00·0000·0663·6d62··.N...ff......cmb
00000200:·6278·3132·de43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t 
00000210:·738e·8e9f·1e00·008d·8d92·0103·8000·c632··s..............200000200:·7831·32de·436f·6e95·8ccc·7465·6e93·7473··x12.Con...ten.ts
 00000210:·8e8e·9f1e·0000·8d8d·9201·0380·00c6·328e··..............2.
00000220:·8e8e·8e8c·8b00·0000·0300·0000·0000·0000··................00000220:·8e8e·8c8b·0000·0003·0000·0000·0000·0000··................
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00000250:·a6a0·0279·0000·8da0·fda3·0000·a002·3f00··...y..........?. 
00000260:·008d·a0fd·e400·009f·0c00·008d·9176·e7cf··.............v..00000250:·a002·7900·008d·a0fd·a300·00a0·023f·0000··..y..........?..
 00000260:·8da0·fde4·0000·9f0c·0000·8d91·76e7·cff3··............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·d554·7465·7374··cmbx10.|...Ttest 
00000290:·7061·6390·ae39·6b91·ff5c·7261·6765·2e73··pac..9k..\rage.s 
000002a0:·7061·6493·7c8e·9f13·0000·8d91·3e00·00f3··pad.|.......>...00000280:·6d62·7831·30df·7c96·03d5·5474·6573·7470··mbx10.|...Ttestp
 00000290:·6163·90ae·396b·91ff·5c72·6167·652e·7370··ac..9k..\rage.sp
 000002a0:·6164·937c·8e9f·1300·008d·913e·0000·f335··ad.|.......>...5
000002b0:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c000002b0:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm
000002c0:·6d74·7439·e029·6162·6272·6576·9604·b996··mtt9.)abbrev....000002c0:·7474·39e0·2961·6262·7265·7696·04b9·9670··tt9.)abbrev....p
000002d0:·7061·636b·6167·6593·5445·5354·5093·5465··package.TESTP.Te000002d0:·6163·6b61·6765·9354·4553·5450·9354·6573··ackage.TESTP.Tes
000002e0:·7374·5061·636b·6167·658e·a40b·0000·8d91··stPackage.......000002e0:·7450·6163·6b61·6765·8ea4·0b00·008d·913e··tPackage.......>
000002f0:·3e00·0056·5296·04b9·963d·3d3e·9356·6563··>..VR....==>.Vec000002f0:·0000·5652·9604·b996·3d3d·3e93·5665·6374··..VR....==>.Vect
00000300:·746f·7228·5229·8ea1·8d91·3e00·004d·5296··tor(R)....>..MR.00000300:·6f72·2852·298e·a18d·913e·0000·4d52·9604··or(R)....>..MR..
00000310:·04b9·963d·3d3e·934d·6174·7269·7828·5229··...==>.Matrix(R)00000310:·b996·3d3d·3e93·4d61·7472·6978·2852·298e··..==>.Matrix(R).
00000320:·8ea1·8d91·3e00·004e·4e49·9604·b996·3d3d··....>..NNI....==00000320:·a18d·913e·0000·4e4e·4996·04b9·963d·3d3e··...>..NNI....==>
00000330:·3e93·4e6f·6e4e·6567·6174·6976·6549·6e74··>.NonNegativeInt00000330:·934e·6f6e·4e65·6761·7469·7665·496e·7465··.NonNegativeInte
00000340:·6567·6572·8ea1·8d91·3e00·0054·6573·7450··eger....>..TestP00000340:·6765·728e·a18d·913e·0000·5465·7374·5061··ger....>..TestPa
00000350:·6163·6b61·6765·2846·3a4a·6f69·6e28·4669··ackage(F:Join(Fi 
00000360:·656c·642c·5261·6469·6361·6c43·6174·6567··eld,RadicalCateg 
00000370:·6f72·792c·5472·616e·7363·656e·6465·6e74··ory,Transcendent 
00000380:·616c·4675·6e63·7469·6f6e·4361·7465·676f··alFunctionCatego00000350:·636b·6167·6528·463a·4a6f·696e·2846·6965··ckage(F:Join(Fie
 00000360:·6c64·2c52·6164·6963·616c·4361·7465·676f··ld,RadicalCatego
 00000370:·7279·2c54·7261·6e73·6365·6e64·656e·7461··ry,Transcendenta
 00000380:·6c46·756e·6374·696f·6e43·6174·6567·6f72··lFunctionCategor
00000390:·7279·292c·5f8e·a18d·9176·b308·523a·436f··ry),_....v..R:Co00000390:·7929·2c5f·8ea1·8d91·76b3·0852·3a43·6f6d··y),_....v..R:Com
000003a0:·6d70·6c65·7843·6174·6567·6f72·7928·4629··mplexCategory(F) 
000003b0:·293a·9104·b996·7769·7468·8ea1·8d91·50e6··):....with....P. 
000003c0:·5874·7261·6e73·706f·7365·483a·9604·b996··XtransposeH:....000003a0:·706c·6578·4361·7465·676f·7279·2846·2929··plexCategory(F))
 000003b0:·3a91·04b9·9677·6974·688e·a18d·9150·e658··:....with....P.X
 000003c0:·7472·616e·7370·6f73·6548·3a96·04b9·964d··transposeH:....M
 000003d0:·5293·2d3e·934d·528e·a18d·9150·e658·756e··R.->.MR....P.Xun
 000003e0:·6974·5665·6374·6f72·3a96·04b9·964e·4e49··itVector:....NNI
000003d0:·4d52·932d·3e93·4d52·8ea1·8d91·50e6·5875··MR.->.MR....P.Xu000003f0:·932d·3e93·5652·8ea1·8d91·50e6·586e·6f72··.->.VR....P.Xnor
000003e0:·6e69·7456·6563·746f·723a·9604·b996·4e4e··nitVector:....NN00000400:·6d3a·9604·b996·5652·932d·3e93·468e·a18d··m:....VR.->.F...
 00000410:·9150·e658·636f·6e6a·7567·6174·653a·9604··.P.Xconjugate:..
 00000420:·b996·5652·932d·3e93·5652·8ea1·8d91·50e6··..VR.->.VR....P.
 00000430:·5822·2f22·3a96·04b9·9628·522c·4d52·2993··X"/":....(R,MR).
 00000440:·2d3e·934d·528e·a18d·9150·e658·222f·223a··->.MR....P.X"/":
 00000450:·9604·b996·2852·2c56·5229·932d·3e93·5652··....(R,VR).->.VR
 00000460:·8ea1·8d91·50e6·5822·2f22·3a96·04b9·9628··....P.X"/":....(
 00000470:·5652·2c52·2993·2d3e·9356·528e·a18d·9150··VR,R).->.VR....P
 00000480:·e658·222a·2a22·3a96·04b9·9628·5652·2c4e··.X"**":....(VR,N
000003f0:·4993·2d3e·9356·528e·a18d·9150·e658·6e6f··I.->.VR....P.Xno00000490:·4e49·2993·2d3e·9356·528e·a18d·9150·e658··NI).->.VR....P.X
 000004a0:·736f·6c76·6555·7070·6572·5472·6961·6e67··solveUpperTriang
 000004b0:·756c·6172·3a96·04b9·9628·4d52·2c56·5229··ular:....(MR,VR)
00000400:·726d·3a96·04b9·9656·5293·2d3e·9346·8ea1··rm:....VR.->.F.. 
00000410:·8d91·50e6·5863·6f6e·6a75·6761·7465·3a96··..P.Xconjugate:. 
00000420:·04b9·9656·5293·2d3e·9356·528e·a18d·9150··...VR.->.VR....P 
00000430:·e658·222f·223a·9604·b996·2852·2c4d·5229··.X"/":....(R,MR) 
00000440:·932d·3e93·4d52·8ea1·8d91·50e6·5822·2f22··.->.MR....P.X"/"000004c0:·932d·3e93·5652·8ea1·8d91·50e6·5868·6f75··.->.VR....P.Xhou
 000004d0:·7365·686f·6c64·6572·3a96·04b9·9656·5293··seholder:....VR.
 000004e0:·2d3e·934d·528e·a18d·9150·e658·7172·3a96··->.MR....P.Xqr:.
 000004f0:·04b9·964d·5293·2d3e·9352·6563·6f72·6428··...MR.->.Record(
 00000500:·713a·4d52·2c72·3a4d·5229·8ea1·8d91·50e6··q:MR,r:MR)....P.
00000450:·3a96·04b9·9628·522c·5652·2993·2d3e·9356··:....(R,VR).->.V 
00000460:·528e·a18d·9150·e658·222f·223a·9604·b996··R....P.X"/":.... 
00000470:·2856·522c·5229·932d·3e93·5652·8ea1·8d91··(VR,R).->.VR.... 
00000480:·50e6·5822·2a2a·223a·9604·b996·2856·522c··P.X"**":....(VR, 
00000490:·4e4e·4929·932d·3e93·5652·8ea1·8d91·50e6··NNI).->.VR....P. 
000004a0:·5873·6f6c·7665·5570·7065·7254·7269·616e··XsolveUpperTrian 
000004b0:·6775·6c61·723a·9604·b996·284d·522c·5652··gular:....(MR,VR00000510:·586c·7371·723a·9604·b996·284d·522c·5652··Xlsqr:....(MR,VR
000004c0:·2993·2d3e·9356·528e·a18d·9150·e658·686f··).->.VR....P.Xho00000520:·2993·2d3e·9356·528e·a18d·9150·e658·706f··).->.VR....P.Xpo
 00000530:·6c79·6669·743a·9604·b996·2856·522c·5652··lyfit:....(VR,VR
 00000540:·2c4e·4e49·2993·2d3e·9356·528e·a18d·9147··,NNI).->.VR....G
000004d0:·7573·6568·6f6c·6465·723a·9604·b996·5652··useholder:....VR 
000004e0:·932d·3e93·4d52·8ea1·8d91·50e6·5871·723a··.->.MR....P.Xqr: 
000004f0:·9604·b996·4d52·932d·3e93·5265·636f·7264··....MR.->.Record 
00000500:·2871·3a4d·522c·723a·4d52·298e·a18d·9150··(q:MR,r:MR)....P 
00000510:·e658·6c73·7172·3a96·04b9·9628·4d52·2c56··.Xlsqr:....(MR,V 
00000520:·5229·932d·3e93·5652·8ea1·8d91·50e6·5870··R).->.VR....P.Xp 
00000530:·6f6c·7966·6974·3a96·04b9·9628·5652·2c56··olyfit:....(VR,V 
00000540:·522c·4e4e·4929·932d·3e93·5652·8ea1·8d91··R,NNI).->.VR.... 
00000550:·4773·2c3d·3d91·04b9·9661·6464·8ea1·8d91··Gs,==....add....00000550:·732c·3d3d·9104·b996·6164·648e·a18d·9150··s,==....add....P
00000560:·50e6·5869·6d70·6f72·7491·04b9·9656·6563··P.Ximport....Vec 
00000570:·746f·7246·756e·6374·696f·6e73·3228·522c··torFunctions2(R,00000560:·e658·696d·706f·7274·9104·b996·5665·6374··.Ximport....Vect
 00000570:·6f72·4675·6e63·7469·6f6e·7332·2852·2c46··orFunctions2(R,F
00000580:·4629·8ea1·8d91·50e6·5874·7261·6e73·706f··F)....P.Xtranspo00000580:·298e·a18d·9150·e658·7472·616e·7370·6f73··)....P.Xtranspos
00000590:·7365·4828·6d3a·4d52·293a·4d52·9604·b996··seH(m:MR):MR....00000590:·6548·286d·3a4d·5229·3a4d·5296·04b9·963d··eH(m:MR):MR....=
000005a0:·3d3d·9374·7261·6e73·706f·7365·286d·6170··==.transpose(map 
000005b0:·2863·6f6e·6a75·6761·7465·2c6d·2929·8ea1··(conjugate,m)).. 
000005c0:·8d91·50e6·5863·6f6e·6a75·6761·7465·2876··..P.Xconjugate(v 
000005d0:·3a56·5229·3a56·5296·04b9·963d·3d93·6d61··:VR):VR....==.ma000005a0:·3d93·7472·616e·7370·6f73·6528·6d61·7028··=.transpose(map(
 000005b0:·636f·6e6a·7567·6174·652c·6d29·298e·a18d··conjugate,m))...
 000005c0:·9150·e658·636f·6e6a·7567·6174·6528·763a··.P.Xconjugate(v:
 000005d0:·5652·293a·5652·9604·b996·3d3d·936d·6170··VR):VR....==.map
 000005e0:·2828·7669·3a52·293a·5293·2b2d·3e93·636f··((vi:R):R.+->.co
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26.8 KB
./usr/share/doc/axiom-doc/src/input/testprob.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
00000020:·3131·2e30·373a·3133·3134·8b00·0000·0100··11.07:1314......00000020:·3132·2e31·313a·3233·3134·8b00·0000·0100··12.11:2314......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header
00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·94d0··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·94d0··..?.............
00000090:·8af3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·8af3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 199 lines modifiedOffset 12, 198 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7474·6573·7470·726f·622e··put..7ttestprob.000000d0:·7075·7491·0537·7474·6573·7470·726f·622e··put..7ttestprob.
000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........
000000f0:·00de·a3d7·f327·58ab·510b·000c·0000·000c··.....'X.Q.......000000f0:·00de·a3d7·f327·58ab·510b·000c·0000·000c··.....'X.Q.......
00000100:·0000·0005·636d·7231·32d2·4d61·726b·9103··....cmr12.Mark..00000100:·0000·0005·636d·7231·32d2·4d61·726b·9103··....cmr12.Mark..
00000110:·eaa8·436c·656d·656e·90ac·7274·738e·8e8e··..Clemen..rts...00000110:·eaa8·436c·656d·656e·90ac·7274·738e·8e8e··..Clemen..rts...
00000120:·8e8e·9f17·888b·8d92·00d7·fb53·4e6f·95ac··...........SNo..00000120:·8e8e·9f17·888b·8d92·00d5·7382·4465·6365··..........s.Dece
00000130:·7276·9365·6d93·6290·538e·6572·9603·eaa8··rv.em.b.S.er....00000130:·6d90·ac72·6290·538e·6572·9603·eaa8·3131··m..rb.S.er....11
00000140:·372c·9332·3032·348e·9f24·0001·8d92·00f1··7,.2024..$......00000140:·2c93·3230·3235·8e9f·2400·018d·9200·f1a1··,.2025..$.......
00000150:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........
00000160:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract 
00000170:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................ 
00000180:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract.
 00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................
 00000180:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........
00000190:·0563·6d72·3130·c631·8e8e·8e8c·8b00·0000··.cmr10.1........00000190:·636d·7231·30c6·318e·8e8e·8c8b·0000·0002··cmr10.1.........
000001a0:·0200·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·0000·2aa0·0279·0000·8da0··........*..y.... 
000001d0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?......... 
000001e0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff.. 
000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con.. 
00000200:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........000001c0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....
 000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?..........
 000001e0:·3e00·00f3·33c2·d64e·a000·0e66·6600·0c00··>...3..N...ff...
 000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
 00000200:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........
00000210:·0103·8000·c632·8e8e·8e8c·8b00·0000·0300··.....2..........00000210:·0380·00c6·328e·8e8e·8c8b·0000·0003·0000··....2...........
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
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000004b0:·8ea1·8d91·3e00·002d·2d52·916c·ac7a·5479··....>..--R.l.zTy 
000004c0:·7065·3a91·04b9·9652·6577·7269·7465·5275··pe:....RewriteRu 
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000004e0:·6572·2c45·7870·7265·7373·696f·6e28·496e··er,Expression(In 
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 00000440:·6f67·2837·2f33·293d·3d2d·6c6f·6728·332f··og(7/3)==-log(3/
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 00000460:·913e·0000·2d2d·5291·38b3·0837·9133·f972··.>..--R.8..7.3.r
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./usr/share/doc/axiom-doc/src/input/tetra.input.dvi
    
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Offset 12, 222 lines modifiedOffset 12, 222 lines modified
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00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................00000160:·636d·6278·39dc·4162·7374·7261·6374·8e9f··cmbx9.Abstract..
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Offset 12, 2220 lines modifiedOffset 12, 2219 lines modified
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 00000170:·8e9f·0fac·d18d·9164·dffc·f330·6fb4·8bc7··.......d...0o...
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 000001a0:·4193·436f·6c6c·6563·7469·6f6e·936f·6693··A.Collection.of.
 000001b0:·416c·6765·6272·6169·6393·4964·656e·9abe··Algebraic.Iden..
 000001c0:·3974·6974·6965·7322·9362·9879·9354·6974··9tities".b.y.Tit
 000001d0:·7573·2e91·041c·7050·6965·7a61·7393·4995··us....pPiezas.I.
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./usr/share/doc/axiom-doc/src/input/tpiezas002.input.dvi.gz
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tpiezas002.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 1541 lines modifiedOffset 12, 1540 lines modified
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tree.input.dvi
    
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Offset 12, 523 lines modifiedOffset 12, 523 lines modified
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trigtests.input.dvi
    
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00000190:·6079·000a·0000·000a·0000·0005·636d·7231··`y..........cmr100000190:·7900·0a00·0000·0a00·0000·0563·6d72·3130··y..........cmr10
000001a0:·30c6·318e·8e8e·8c8b·0000·0002·0000·0000··0.1.............000001a0:·c631·8e8e·8e8c·8b00·0000·0200·0000·0000··.1..............
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001c0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001d0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y......... 
000001e0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...000001d0:·0000·2aa0·0279·0000·8da0·fda3·0000·a002··..*..y..........
 000001e0:·3f00·008d·a0fd·e400·008d·913e·0000·f333··?..........>...3
000001f0:·33c2·d64e·a000·0e66·6600·0c00·0000·0663··3..N...ff......c000001f0:·c2d6·4ea0·000e·6666·000c·0000·0006·636d··..N...ff......cm
00000200:·6d62·7831·32de·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten. 
00000210:·7473·8e8e·9f1e·0000·8d8d·9201·0380·00c6··ts..............00000200:·6278·3132·de43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t
 00000210:·738e·8e9f·1e00·008d·8d92·0103·8000·c632··s..............2
00000220:·328e·8e8e·8c8b·0000·0003·0000·0000·0000··2...............00000220:·8e8e·8e8c·8b00·0000·0300·0000·0000·0000··................
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00000240:·0000·0000·0000·0000·0000·0000·0000·0000··................00000240:·0000·0000·0000·0000·0000·0000·0000·0001··................
00000250:·01a7·a002·7900·008d·a0fd·a300·00a0·023f··....y..........? 
00000260:·0000·8da0·fde4·0000·9f0c·0000·8d91·76e7··..............v.00000250:·a6a0·0279·0000·8da0·fda3·0000·a002·3f00··...y..........?.
 00000260:·008d·a0fd·e400·009f·0c00·008d·9176·e7cf··.............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·7c96·03d5·542a·937c··.cmbx10.|...T*.| 
00000290:·8e9f·1300·00a4·0b00·008d·913e·0000·f335··...........>...500000280:·636d·6278·3130·df7c·9603·d554·2a93·7c8e··cmbx10.|...T*.|.
 00000290:·9f13·0000·a40b·0000·8d91·3e00·00f3·35df··..........>...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·2d2d·2d2d·2d2d·2d2d·2d2d··tt9.------------000002b0:·7439·e02d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··t9.-------------
000002c0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000002c0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000002d0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000002d0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000002e0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000002e0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000002f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000002f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000300:·2d8e·a18d·913e·0000·2d2d·2596·04b9·9644··-....>..--%....D 
00000310:·6f6d·6169·6e73·9344·6566·696e·6974·696f··omains.Definitio00000300:·8ea1·8d91·3e00·002d·2d25·9604·b996·446f··....>..--%....Do
 00000310:·6d61·696e·7393·4465·6669·6e69·7469·6f6e··mains.Definition
00000320:·6e73·8ea1·8d91·3e00·002d·2d2d·2d2d·2d2d··ns....>..-------00000320:·738e·a18d·913e·0000·2d2d·2d2d·2d2d·2d2d··s....>..--------
00000330:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000330:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000340:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000340:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000350:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000350:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000360:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000360:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000370:·2d2d·2d2d·2d2d·8ea1·a18d·913e·0000·2963··------.....>..)c00000370:·2d2d·2d2d·2d8e·a1a1·8d91·3e00·0029·636c··-----.....>..)cl
00000380:·6c65·6172·9104·b996·616c·6c8e·a18d·913e··lear....all....> 
00000390:·0000·6c73·9604·b996·3a93·4c69·7374·9353··..ls....:.List.S00000380:·6561·7291·04b9·9661·6c6c·8ea1·8d91·3e00··ear....all....>.
 00000390:·006c·7396·04b9·963a·934c·6973·7493·5379··.ls....:.List.Sy
000003a0:·796d·626f·6c93·3a3d·935b·6231·2c78·2c79··ymbol.:=.[b1,x,y000003a0:·6d62·6f6c·933a·3d93·5b62·312c·782c·792c··mbol.:=.[b1,x,y,
000003b0:·2c7a·2c74·2c76·2c75·2c77·5d3b·8ea1·8d91··,z,t,v,u,w];....000003b0:·7a2c·742c·762c·752c·775d·3b8e·a18d·913e··z,t,v,u,w];....>
 000003c0:·0000·5696·04b9·963a·3d93·4f56·4152·286c··..V....:=.OVAR(l
 000003d0:·7329·3b8e·a18d·913e·0000·5296·04b9·963a··s);....>..R....:
 000003e0:·3d93·496e·7465·6765·723b·8ea1·8d91·3e00··=.Integer;....>.
 000003f0:·0045·9604·b996·3a3d·9349·6e64·6578·6564··.E....:=.Indexed
 00000400:·4578·706f·6e65·6e74·7393·563b·8ea1·8d91··Exponents.V;....
000003c0:·3e00·0056·9604·b996·3a3d·934f·5641·5228··>..V....:=.OVAR(00000410:·3e00·0050·9604·b996·3a3d·934e·534d·5028··>..P....:=.NSMP(
 00000420:·522c·9356·293b·8ea1·8d91·3e00·004c·5096··R,.V);....>..LP.
 00000430:·04b9·963a·3d93·4c69·7374·2850·293b·8ea1··...:=.List(P);..
000003d0:·6c73·293b·8ea1·8d91·3e00·0052·9604·b996··ls);....>..R.... 
000003e0:·3a3d·9349·6e74·6567·6572·3b8e·a18d·913e··:=.Integer;....> 
000003f0:·0000·4596·04b9·963a·3d93·496e·6465·7865··..E....:=.Indexe 
00000400:·6445·7870·6f6e·656e·7473·9356·3b8e·a18d··dExponents.V;... 
00000410:·913e·0000·5096·04b9·963a·3d93·4e53·4d50··.>..P....:=.NSMP 
00000420:·2852·2c93·5629·3b8e·a18d·913e·0000·4c50··(R,.V);....>..LP 
00000430:·9604·b996·3a3d·934c·6973·7428·5029·3b8e··....:=.List(P);. 
00000440:·a1a1·8d91·3e00·002d·2d2d·2d2d·2d2d·2d2d··....>..---------00000440:·a18d·913e·0000·2d2d·2d2d·2d2d·2d2d·2d2d··...>..----------
00000450:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000450:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000460:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000460:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000470:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000470:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000480:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000480:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000490:·2d2d·2d2d·8ea1·8d91·3e00·002d·2d25·9104··----....>..--%..00000490:·2d2d·2d8e·a18d·913e·0000·2d2d·2591·04b9··---....>..--%...
000004a0:·b996·496e·6974·6961·6c69·7361·7469·6f6e··..Initialisation000004a0:·9649·6e69·7469·616c·6973·6174·696f·6e73··.Initialisations
000004b0:·738e·a18d·913e·0000·2d2d·2d2d·2d2d·2d2d··s....>..--------000004b0:·8ea1·8d91·3e00·002d·2d2d·2d2d·2d2d·2d2d··....>..---------
000004c0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000004c0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000004d0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000004d0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000004e0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000004e0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000004f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000004f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
 00000500:·2d2d·2d2d·8ea1·a18d·913e·0000·6231·3a96··----.....>..b1:.
 00000510:·04b9·9650·933a·3d93·2762·313b·8ea1·8d91··...P.:=.'b1;....
00000500:·2d2d·2d2d·2d8e·a1a1·8d91·3e00·0062·313a··-----.....>..b1: 
00000510:·9604·b996·5093·3a3d·9327·6231·3b8e·a18d··....P.:=.'b1;... 
00000520:·913e·0000·783a·9604·b996·5093·3a3d·9327··.>..x:....P.:=.' 
00000530:·783b·8ea1·8d91·3e00·0079·3a96·04b9·9650··x;....>..y:....P 
00000540:·933a·3d93·2779·3b8e·a18d·913e·0000·7a3a··.:=.'y;....>..z: 
00000550:·9604·b996·5093·3a3d·9327·7a3b·8ea1·8d91··....P.:=.'z;.... 
00000560:·3e00·0074·3a96·04b9·9650·933a·3d93·2774··>..t:....P.:=.'t00000520:·3e00·0078·3a96·04b9·9650·933a·3d93·2778··>..x:....P.:=.'x
00000570:·3b8e·a18d·913e·0000·753a·9604·b996·5093··;....>..u:....P.00000530:·3b8e·a18d·913e·0000·793a·9604·b996·5093··;....>..y:....P.
00000580:·3a3d·9327·753b·8ea1·8d91·3e00·0076·3a96··:=.'u;....>..v:.00000540:·3a3d·9327·793b·8ea1·8d91·3e00·007a·3a96··:=.'y;....>..z:.
00000590:·04b9·9650·933a·3d93·2776·3b8e·a18d·913e··...P.:=.'v;....>00000550:·04b9·9650·933a·3d93·277a·3b8e·a18d·913e··...P.:=.'z;....>
000005a0:·0000·773a·9604·b996·5093·3a3d·9327·773b··..w:....P.:=.'w;00000560:·0000·743a·9604·b996·5093·3a3d·9327·743b··..t:....P.:=.'t;
 00000570:·8ea1·8d91·3e00·0075·3a96·04b9·9650·933a··....>..u:....P.:
 00000580:·3d93·2775·3b8e·a18d·913e·0000·763a·9604··=.'u;....>..v:..
 00000590:·b996·5093·3a3d·9327·763b·8ea1·8d91·3e00··..P.:=.'v;....>.
 000005a0:·0077·3a96·04b9·9650·933a·3d93·2777·3b8e··.w:....P.:=.'w;.
 000005b0:·a1a1·8d91·3e00·0066·3096·04b9·963a·3d93··....>..f0....:=.
 000005c0:·6231·932b·9379·932b·937a·932d·9374·932d··b1.+.y.+.z.-.t.-
000005b0:·8ea1·a18d·913e·0000·6630·9604·b996·3a3d··.....>..f0....:=000005d0:·9377·3b8e·a18d·913e·0000·6631·9604·b996··.w;....>..f1....
000005c0:·9362·3193·2b93·7993·2b93·7a93·2d93·7493··.b1.+.y.+.z.-.t.000005e0:·3a3d·9332·2a7a·2a75·932b·9332·2a79·2a76··:=.2*z*u.+.2*y*v
 000005f0:·932b·9332·2a74·2a77·932d·9332·2a77·5e32··.+.2*t*w.-.2*w^2
 00000600:·932d·9377·932d·9331·933b·8ea1·8d91·3e00··.-.w.-.1.;....>.
 00000610:·0066·3296·04b9·963a·3d93·332a·7a2a·755e··.f2....:=.3*z*u^
 00000620:·3293·2b93·332a·792a·765e·3293·2d93·332a··2.+.3*y*v^2.-.3*
 00000630:·742a·775e·3293·2b93·332a·775e·3393·2b93··t*w^2.+.3*w^3.+.
 00000640:·332a·775e·3293·2d93·7493·2b93·342a·7791··3*w^2.-.t.+.4*w.
000005d0:·2d93·773b·8ea1·8d91·3e00·0066·3196·04b9··-.w;....>..f1...00000650:·0973·2c3b·8ea1·8d91·3e00·0066·3396·04b9··.s,;....>..f3...
000005e0:·963a·3d93·322a·7a2a·7593·2b93·322a·792a··.:=.2*z*u.+.2*y*00000660:·963a·3d93·362a·782a·7a2a·7693·2d93·362a··.:=.6*x*z*v.-.6*
 00000670:·742a·775e·3293·2b93·362a·775e·3393·2d93··t*w^2.+.6*w^3.-.
000005f0:·7693·2b93·322a·742a·7793·2d93·322a·775e··v.+.2*t*w.-.2*w^ 
00000600:·3293·2d93·7793·2d93·3193·3b8e·a18d·913e··2.-.w.-.1.;....> 
00000610:·0000·6632·9604·b996·3a3d·9333·2a7a·2a75··..f2....:=.3*z*u 
00000620:·5e32·932b·9333·2a79·2a76·5e32·932d·9333··^2.+.3*y*v^2.-.3 
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18.6 KB
./usr/share/doc/axiom-doc/src/input/tsetcatchemical.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........
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Offset 13, 148 lines modifiedOffset 13, 148 lines modified
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00000100:·0b00·0c00·0000·0c00·0000·0563·6d72·3132··...........cmr1200000100:·0b00·0c00·0000·0c00·0000·0563·6d72·3132··...........cmr12
00000110:·d254·6865·9603·eaa8·4178·696f·6d93·5491··.The....Axiom.T.00000110:·d254·6865·9603·eaa8·4178·696f·6d93·5491··.The....Axiom.T.
00000120:·ff05·5665·616d·8e8e·8e8e·8e9f·1788·8b8d··..Veam..........00000120:·ff05·5665·616d·8e8e·8e8e·8e9f·1788·8b8d··..Veam..........
00000130:·9200·d7fb·534e·6f95·ac72·7693·656d·9362··....SNo..rv.em.b00000130:·9200·d573·8244·6563·656d·90ac·7262·9053··...s.Decem..rb.S
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00000290:·1300·008d·913e·0000·f335·dfa4·4e00·0009··.....>...5..N...00000280:·6278·3130·df7c·9603·d554·2a93·7c8e·9f13··bx10.|...T*.|...
 00000290:·0000·8d91·3e00·00f3·35df·a44e·0000·0900··....>...5..N....
000002a0:·0000·0009·0000·0005·636d·7474·39e0·2d2d··........cmtt9.--000002a0:·0000·0900·0000·0563·6d74·7439·e02d·2d2d··.......cmtt9.---
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 00000310:·6e73·9344·6566·696e·6974·696f·6e73·8ea1··ns.Definitions..
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 000003d0:·913e·0000·5296·04b9·963a·3d93·496e·7465··.>..R....:=.Inte
 000003e0:·6765·723b·8ea1·8d91·3e00·0045·9604·b996··ger;....>..E....
 000003f0:·3a3d·9349·6e64·6578·6564·4578·706f·6e65··:=.IndexedExpone
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 00000410:·963a·3d93·4e53·4d50·2852·2c93·5629·3b8e··.:=.NSMP(R,.V);.
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000003f0:·963a·3d93·496e·6465·7865·6445·7870·6f6e··.:=.IndexedExpon 
00000400:·656e·7473·9356·8ea1·8d91·3e00·0050·9604··ents.V....>..P.. 
00000410:·b996·3a3d·934e·534d·5028·522c·9356·293b··..:=.NSMP(R,.V); 
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00000430:·4c69·7374·2850·293b·8ea1·a18d·913e·0000··List(P);.....>..00000430:·6973·7428·5029·3b8e·a1a1·8d91·3e00·002d··ist(P);.....>..-
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00000580:·3d93·3293·2d93·3793·2a93·7831·932b·9378··=.2.-.7.*.x1.+.x 
00000590:·3193·5e93·3293·2a93·7832·932b·9374·932a··1.^.2.*.x2.+.t.*00000630:·3693·2a93·7833·932d·9378·3393·5e32·932a··6.*.x3.-.x3.^2.*
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./usr/share/doc/axiom-doc/src/input/tsetcatvermeer.input.dvi.gz
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tsetcatvermeer.input.dvi
    
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24.1 KB
./usr/share/doc/axiom-doc/src/input/tuplebug.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 183 lines modifiedOffset 12, 183 lines modified
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00000120:·8e9f·1788·8b8d·9200·d7fb·534e·6f95·ac72··..........SNo..r00000120:·8e9f·1788·8b8d·9200·d573·8244·6563·656d··.........s.Decem
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00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........00000150:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........
00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract. 
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000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con... 
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./usr/share/doc/axiom-doc/src/input/tutchap2.input.dvi.gz
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tutchap2.input.dvi
    
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Offset 12, 256 lines modifiedOffset 12, 256 lines modified
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Offset 12, 414 lines modifiedOffset 12, 414 lines modified
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./usr/share/doc/axiom-doc/src/input/tutorium.input.dvi.gz
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tutorium.input.dvi
    
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Offset 12, 171 lines modifiedOffset 12, 171 lines modified
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000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te 
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 00000250:·3f00·008d·a0fd·e400·008d·8d91·3e00·00de··?...........>...
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 00000500:·a18d·913e·0000·2d2d·5396·04b9·9633·936f··...>..--S....3.o
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Offset 12, 3789 lines modifiedOffset 12, 3789 lines modified
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385 KB
./usr/share/doc/axiom-doc/src/input/unittest2.input.dvi.gz
385 KB
unittest2.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 2874 lines modifiedOffset 12, 2874 lines modified
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./usr/share/doc/axiom-doc/src/input/unittest3.input.dvi.gz
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unittest3.input.dvi
    
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000002e0:·0563·6d74·7439·e029·7365·7496·04b9·9662··.cmtt9.)set....b 
000002f0:·7265·616b·9372·6573·756d·658e·a40b·0000··reak.resume..... 
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 000002d0:·f335·dfa4·4e00·0009·0000·0009·0000·0005··.5..N...........
 000002e0:·636d·7474·39e0·2973·6574·9604·b996·6272··cmtt9.)set....br
 000002f0:·6561·6b93·7265·7375·6d65·8ea4·0b00·008d··eak.resume......
 00000300:·913e·0000·2973·7973·9604·b996·726d·932d··.>..)sys....rm.-
 00000310:·6693·756e·6974·7465·7374·332e·6f75·7470··f.unittest3.outp
 00000320:·7574·8ea1·8d91·3e00·0029·7370·6f6f·6c91··ut....>..)spool.
00000310:·2d66·9375·6e69·7474·6573·7433·2e6f·7574··-f.unittest3.out00000330:·04b9·9675·6e69·7474·6573·7433·2e6f·7574··...unittest3.out
00000320:·7075·748e·a18d·913e·0000·2973·706f·6f6c··put....>..)spool00000340:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set..
 00000350:·b996·6d65·7393·6175·746f·936f·6666·8ea1··..mes.auto.off..
 00000360:·8d91·3e00·0029·636c·6561·7291·04b9·9661··..>..)clear....a
00000330:·9104·b996·756e·6974·7465·7374·332e·6f75··....unittest3.ou 
00000340:·7470·7574·8ea1·8d91·3e00·0029·7365·7496··tput....>..)set. 
00000350:·04b9·966d·6573·9361·7574·6f93·6f66·668e··...mes.auto.off. 
00000360:·a18d·913e·0000·2963·6c65·6172·9104·b996··...>..)clear.... 
00000370:·616c·6c8e·a1a1·8d91·3e00·002d·2d53·9604··all.....>..--S.. 
00000380:·b996·3193·6f66·9337·358e·a18d·913e·0000··..1.of.75....>.. 
00000390:·296c·6973·7096·04b9·9628·6964·656e·7469··)lisp....(identi 
000003a0:·7479·937c·2469·6e70·7574·5072·6f6d·7074··ty.|$inputPrompt 
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000003c0:·8ea1·8d91·3e00·002d·2d52·5661·6c75·6596··....>..--RValue. 
000003d0:·04b9·963d·937c·7374·6570·7c8e·a18d·913e··...=.|step|....> 
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000003f0:·0000·2d2d·5396·04b9·9632·936f·6693·3735··..--S....2.of.75 
00000400:·8ea1·8d91·3e00·0029·6c69·7370·9604·b996··....>..)lisp.... 
00000410:·2873·6574·7193·7c24·696e·7075·7450·726f··(setq.|$inputPro 
00000420:·6d70·7454·7970·657c·9327·7c6e·6f6e·657c··mptType|.'|none| 
00000430:·298e·a18d·913e·0000·2d2d·528e·a18d·913e··)....>..--R....> 
00000440:·0000·2d2d·5256·616c·7565·9604·b996·3d93··..--RValue....=. 
00000450:·7c6e·6f6e·657c·8ea1·8d91·3e00·002d·2d45··|none|....>..--E 
00000460:·9104·b996·328e·a1a1·8d91·3e00·002d·2d53··....2.....>..--S 
00000470:·9604·b996·3393·6f66·9337·358e·a18d·913e··....3.of.75....> 
00000480:·0000·318e·a18d·913e·0000·2d2d·5291·0e2c··..1....>..--R.., 
00000490:·c228·3129·9109·732c·318e·a18d·913e·0000··.(1)..s,1....>.. 
000004a0:·2d2d·5292·0108·98d0·5479·7065·3a91·04b9··--R.....Type:... 
000004b0:·9650·6f73·6974·6976·6549·6e74·6567·6572··.PositiveInteger 
000004c0:·8ea1·8d91·3e00·002d·2d45·9104·b996·338e··....>..--E....3. 
000004d0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3493··....>..--S....4. 
000004e0:·6f66·9337·358e·a18d·913e·0000·296c·6973··of.75....>..)lis 
000004f0:·7096·04b9·9628·7365·7471·937c·2469·6e70··p....(setq.|$inp 
00000500:·7574·5072·6f6d·7074·5479·7065·7c93·277c··utPromptType|.'| 
00000510:·706c·6169·6e7c·298e·a18d·913e·0000·2d2d··plain|)....>..-- 
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00000530:·696e·7c8e·a18d·913e·0000·2d2d·4591·04b9··in|....>..--E... 
00000540:·9634·8ea1·a18d·913e·0000·2d2d·5396·04b9··.4.....>..--S...00000370:·6c6c·8ea1·a18d·913e·0000·2d2d·5396·04b9··ll.....>..--S...
00000550:·9635·936f·6693·3735·8ea1·8d91·3e00·0032··.5.of.75....>..200000380:·9631·936f·6693·3735·8ea1·8d91·3e00·0029··.1.of.75....>..)
 00000390:·6c69·7370·9604·b996·2869·6465·6e74·6974··lisp....(identit
 000003a0:·7993·7c24·696e·7075·7450·726f·6d70·7454··y.|$inputPromptT
 000003b0:·7970·657c·298e·a18d·913e·0000·2d2d·528e··ype|)....>..--R.
 000003c0:·a18d·913e·0000·2d2d·5256·616c·7565·9604··...>..--RValue..
 000003d0:·b996·3d93·7c73·7465·707c·8ea1·8d91·3e00··..=.|step|....>.
 000003e0:·002d·2d45·9104·b996·318e·a1a1·8d91·3e00··.--E....1.....>.
 000003f0:·002d·2d53·9604·b996·3293·6f66·9337·358e··.--S....2.of.75.
 00000400:·a18d·913e·0000·296c·6973·7096·04b9·9628··...>..)lisp....(
 00000410:·7365·7471·937c·2469·6e70·7574·5072·6f6d··setq.|$inputProm
 00000420:·7074·5479·7065·7c93·277c·6e6f·6e65·7c29··ptType|.'|none|)
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 00000440:·002d·2d52·5661·6c75·6596·04b9·963d·937c··.--RValue....=.|
00000570:·002d·2d52·910e·2cc2·2832·2991·0973·2c32··.--R..,.(2)..s,2 
00000580:·8ea1·8d91·3e00·002d·2d52·9201·0898·d054··....>..--R.....T 
00000590:·7970·653a·9104·b996·506f·7369·7469·7665··ype:....Positive 
000005a0:·496e·7465·6765·728e·a18d·913e·0000·2d2d··Integer....>..--00000450:·6e6f·6e65·7c8e·a18d·913e·0000·2d2d·4591··none|....>..--E.
000005b0:·4591·04b9·9635·8ea1·a18d·913e·0000·2d2d··E....5.....>..--00000460:·04b9·9632·8ea1·a18d·913e·0000·2d2d·5396··...2.....>..--S.
000005c0:·5396·04b9·9636·936f·6693·3735·8ea1·8d91··S....6.of.75....00000470:·04b9·9633·936f·6693·3735·8ea1·8d91·3e00··...3.of.75....>.
000005d0:·3e00·0029·6c69·7370·9604·b996·2873·6574··>..)lisp....(set 
000005e0:·7193·7c24·696e·7075·7450·726f·6d70·7454··q.|$inputPromptT 
000005f0:·7970·657c·9327·7c73·7465·707c·298e·a18d··ype|.'|step|)... 
00000600:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
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 00000490:·2831·2991·0973·2c31·8ea1·8d91·3e00·002d··(1)..s,1....>..-
 000004a0:·2d52·9201·0898·d054·7970·653a·9104·b996··-R.....Type:....
 000004b0:·506f·7369·7469·7665·496e·7465·6765·728e··PositiveInteger.
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23.1 KB
./usr/share/doc/axiom-doc/src/input/unittest4.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 169 lines modifiedOffset 12, 169 lines modified
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00000100:·0c00·0000·0563·6d72·3132·d254·696d·6f74··.....cmr12.Timot00000100:·0c00·0000·0563·6d72·3132·d254·696d·6f74··.....cmr12.Timot
00000110:·6890·ac72·7991·03ea·a844·616c·798e·8e8e··h..ry....Daly...00000110:·6890·ac72·7991·03ea·a844·616c·798e·8e8e··h..ry....Daly...
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 00000260:·000c·0000·0006·636d·6278·3132·e043·6f6e··......cmbx12.Con
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00000310:·0005·636d·7474·39e2·2973·6574·9604·b996··..cmtt9.)set.... 
00000320:·6272·6561·6b93·7265·7375·6d65·8ea4·0b00··break.resume.... 
00000330:·008d·913e·0000·2973·7973·9604·b996·726d··...>..)sys....rm00000310:·0563·6d74·7439·e229·7365·7496·04b9·9662··.cmtt9.)set....b
 00000320:·7265·616b·9372·6573·756d·658e·a40b·0000··reak.resume.....
 00000330:·8d91·3e00·0029·7379·7396·04b9·9672·6d93··..>..)sys....rm.
 00000340:·2d66·9375·6e69·7474·6573·7434·2e6f·7574··-f.unittest4.out
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00000430:·8ea6·8d91·76e7·cfe1·7c96·03d5·542a·937c··....v...|...T*.| 
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 00000490:·293a·3a53·5550·2846·5241·4328·494e·5429··)::SUP(FRAC(INT)
 000004a0:·2929·2446·5241·4328·504f·4c59·2849·4e54··))$FRAC(POLY(INT
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 000004c0:·318e·a1a1·8d91·3e00·002d·2d53·9604·b996··1.....>..--S....
 000004d0:·3293·6f66·9334·8ea1·8d91·3e00·0029·6c69··2.of.4....>..)li
 000004e0:·7370·9604·b996·2874·7261·6365·937c·4652··sp....(trace.|FR
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00000500:·6c3b·3353·7570·3b33·3521·307c·298e·a18d··l;3Sup;35!0|)... 
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00000540:·3b33·5375·703b·3335·2130·7c29·8ea1·8d91··;3Sup;35!0|)....00000500:·3b33·5375·703b·3335·2130·7c29·8ea1·8d91··;3Sup;35!0|)....
00000550:·3e00·002d·2d45·9104·b996·328e·a1a1·8d91··>..--E....2..... 
00000560:·3e00·002d·2d53·9604·b996·3393·6f66·9334··>..--S....3.of.4 
00000570:·8ea1·8d91·3e00·0029·6c69·7370·9604·b996··....>..)lisp.... 
00000580:·2874·7261·6365·937c·4652·4143·3b67·6364··(trace.|FRAC;gcd 
00000590:·506f·6c79·6e6f·6d69·616c·3b33·5375·703b··Polynomial;3Sup; 
000005a0:·3335·2131·7c29·8ea1·8d91·3e00·002d·2d52··35!1|)....>..--R 
000005b0:·8ea1·8d91·3e00·002d·2d52·5661·6c75·6596··....>..--RValue.00000510:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000520:·5661·6c75·6596·04b9·963d·9328·7c46·5241··Value....=.(|FRA
 00000530:·433b·6763·6450·6f6c·796e·6f6d·6961·6c3b··C;gcdPolynomial;
 00000540:·3353·7570·3b33·3521·307c·298e·a18d·913e··3Sup;35!0|)....>
 00000550:·0000·2d2d·4591·04b9·9632·8ea1·a18d·913e··..--E....2.....>
 00000560:·0000·2d2d·5396·04b9·9633·936f·6693·348e··..--S....3.of.4.
 00000570:·a18d·913e·0000·296c·6973·7096·04b9·9628··...>..)lisp....(
000005c0:·04b9·963d·9328·7c46·5241·433b·6763·6450··...=.(|FRAC;gcdP00000580:·7472·6163·6593·7c46·5241·433b·6763·6450··trace.|FRAC;gcdP
000005d0:·6f6c·796e·6f6d·6961·6c3b·3353·7570·3b33··olynomial;3Sup;300000590:·6f6c·796e·6f6d·6961·6c3b·3353·7570·3b33··olynomial;3Sup;3
000005e0:·3521·317c·298e·a18d·913e·0000·2d2d·4591··5!1|)....>..--E.000005a0:·3521·317c·298e·a18d·913e·0000·2d2d·528e··5!1|)....>..--R.
000005f0:·04b9·9633·8ea1·a18d·913e·0000·2d2d·5396··...3.....>..--S. 
00000600:·04b9·9634·936f·6693·348e·a18d·913e·0000··...4.of.4....>.. 
00000610:·6763·6450·6f6c·796e·6f6d·6961·6c28·2833··gcdPolynomial((3000005b0:·a18d·913e·0000·2d2d·5256·616c·7565·9604··...>..--RValue..
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./usr/share/doc/axiom-doc/src/input/up.input.dvi
    
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00000100:·6d72·3132·d254·6865·9603·eaa8·4178·696f··mr12.The....Axio00000100:·6d72·3132·d254·6865·9603·eaa8·4178·696f··mr12.The....Axio
00000110:·6d93·5491·ff05·5665·616d·8e8e·8e8e·8e9f··m.T...Veam......00000110:·6d93·5491·ff05·5665·616d·8e8e·8e8e·8e9f··m.T...Veam......
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00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract... 
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000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te 
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00000280:·937c·8e9f·1300·00a4·0b00·008d·913e·0000··.|...........>..00000270:·0006·636d·6278·3130·df7c·9603·d554·2a93··..cmbx10.|...T*.
 00000280:·7c8e·9f13·0000·a40b·0000·8d91·3e00·00f3··|...........>...
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 00000330:·a18d·913e·0000·7196·04b9·963a·3d93·2831··...>..q....:=.(1
 00000340:·932d·9336·2a78·932b·9339·2a78·5e32·295e··.-.6*x.+.9*x^2)^
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./usr/share/doc/axiom-doc/src/input/viewdef.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/westerboolean.input.dvi.gz
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westerboolean.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/wiggle.input.dvi
    
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Offset 12, 58 lines modifiedOffset 12, 58 lines modified
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00000150:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........
00000160:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract 
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00000180:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract.
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000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con.. 
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 000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
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 00000330:·913e·0000·de52·6566·6572·656e·6365·738e··.>...References.
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11.9 KB
./usr/share/doc/axiom-doc/src/input/wutset.input.dvi
    
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Offset 12, 87 lines modifiedOffset 12, 87 lines modified
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000000d0:·7075·7491·0537·7457·5554·5345·542e·696e··put..7tWUTSET.in000000d0:·7075·7491·0537·7457·5554·5345·542e·696e··put..7tWUTSET.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........
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00000100:·0005·636d·7231·32d2·5468·6596·03ea·a841··..cmr12.The....A00000100:·0005·636d·7231·32d2·5468·6596·03ea·a841··..cmr12.The....A
00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...
00000120:·8e8e·9f17·888b·8d92·00d7·fb53·4e6f·95ac··...........SNo..00000120:·8e8e·9f17·888b·8d92·00d5·7382·4465·6365··..........s.Dece
00000130:·7276·9365·6d93·6290·538e·6572·9603·eaa8··rv.em.b.S.er....00000130:·6d90·ac72·6290·538e·6572·9603·eaa8·3131··m..rb.S.er....11
00000140:·372c·9332·3032·348e·9f24·0001·8d92·00f1··7,.2024..$......00000140:·2c93·3230·3235·8e9f·2400·018d·9200·f1a1··,.2025..$.......
00000150:·a14b·f331·740c·893a·0009·0000·0009·0000··.K.1t..:........00000150:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........
00000160:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract 
00000170:·8e9f·0fac·d18e·9f1e·0000·8d8d·9201·0380··................ 
00000180:·00f3·1b4b·f160·7900·0a00·0000·0a00·0000··...K.`y.........00000160:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract.
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 00000370:·0050·9604·b996·3a3d·934e·534d·5028·522c··.P....:=.NSMP(R,
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 00000390:·5093·3a3d·9327·788e·a18d·913e·0000·793a··P.:=.'x....>..y:
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 000003b0:·0000·7a3a·9604·b996·5093·3a3d·9327·7a8e··..z:....P.:=.'z.
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 000003e0:·3d93·5755·5453·4554·2852·2c45·2c56·2c50··=.WUTSET(R,E,V,P
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 00000400:·9378·935e·9333·3193·2d93·7893·5e93·3693··.x.^.31.-.x.^.6.
 00000410:·2d93·7893·2d93·798e·a18d·913e·0000·7032··-.x.-.y....>..p2
 00000420:·9604·b996·3a3d·9378·935e·9338·9109·732c··....:=.x.^.8..s,
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 00000440:·3a3d·9378·935e·9331·3093·2d93·748e·a18d··:=.x.^.10.-.t...
 00000450:·913e·0000·6c70·9604·b996·3a3d·935b·7031··.>..lp....:=.[p1
 00000460:·2c93·7032·2c93·7033·5d8e·a18d·913e·0000··,.p2,.p3]....>..
 00000470:·6368·6172·6163·7465·7269·7374·6963·5365··characteristicSe
000003e0:·3a3d·9357·5554·5345·5428·522c·452c·562c··:=.WUTSET(R,E,V, 
000003f0:·5029·8ea1·8d91·3e00·0070·3196·04b9·963a··P)....>..p1....: 
00000400:·3d93·7893·5e93·3331·932d·9378·935e·9336··=.x.^.31.-.x.^.6 
00000410:·932d·9378·932d·9379·8ea1·8d91·3e00·0070··.-.x.-.y....>..p 
00000420:·3296·04b9·963a·3d93·7893·5e93·3891·0973··2....:=.x.^.8..s 
00000430:·2c2d·937a·8ea1·8d91·3e00·0070·3396·04b9··,-.z....>..p3... 
00000440:·963a·3d93·7893·5e93·3130·932d·9374·8ea1··.:=.x.^.10.-.t.. 
00000450:·8d91·3e00·006c·7096·04b9·963a·3d93·5b70··..>..lp....:=.[p 
00000460:·312c·9370·322c·9370·335d·8ea1·8d91·3e00··1,.p2,.p3]....>. 
00000470:·0063·6861·7261·6374·6572·6973·7469·6353··.characteristicS 
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00000490:·6572·6f53·6574·5370·6c69·7428·6c70·2924··eroSetSplit(lp)$00000490:·726f·5365·7453·706c·6974·286c·7029·2454··roSetSplit(lp)$T
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./usr/share/doc/axiom-doc/src/input/xpoly.input.dvi
    
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Offset 12, 79 lines modifiedOffset 12, 79 lines modified
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000000d0:·7075·7491·0537·7458·504f·4c93·592e·696e··put..7tXPOL.Y.in000000d0:·7075·7491·0537·7458·504f·4c93·592e·696e··put..7tXPOL.Y.in
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00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...
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00000130:·7276·9365·6d93·6290·538e·6572·9603·eaa8··rv.em.b.S.er....00000130:·6d90·ac72·6290·538e·6572·9603·eaa8·3131··m..rb.S.er....11
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00000160:·0005·636d·6278·39dc·4162·7374·7261·6374··..cmbx9.Abstract 
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000001d0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?......... 
000001e0:·913e·0000·f333·c2d6·4ea0·000e·6666·000c··.>...3..N...ff.. 
000001f0:·0000·0006·636d·6278·3132·de43·6f6e·958c··....cmbx12.Con.. 
00000200:·cc74·656e·9374·738e·8e9f·1e00·008d·8d92··.ten.ts.........000001c0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....
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 000001f0:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
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000002a0:·6d74·7439·e029·636c·9104·b996·616c·6c8e··mtt9.)cl....all. 
000002b0:·a40b·0000·a18d·913e·0000·706f·6c79·9604··.......>..poly.. 
000002c0:·b996·3a3d·9358·506f·6c79·6e6f·6d69·616c··..:=.XPolynomial000002a0:·7474·39e0·2963·6c91·04b9·9661·6c6c·8ea4··tt9.)cl....all..
 000002b0:·0b00·00a1·8d91·3e00·0070·6f6c·7996·04b9··......>..poly...
 000002c0:·963a·3d93·5850·6f6c·796e·6f6d·6961·6c28··.:=.XPolynomial(
000002d0:·2849·6e74·6567·6572·298e·a18d·913e·0000··(Integer)....>..000002d0:·496e·7465·6765·7229·8ea1·8d91·3e00·0070··Integer)....>..p
000002e0:·7072·3a96·04b9·9670·6f6c·7993·3a3d·9332··pr:....poly.:=.2000002e0:·723a·9604·b996·706f·6c79·933a·3d93·322a··r:....poly.:=.2*
000002f0:·2a78·932b·9333·2a79·2d35·8ea1·8d91·3e00··*x.+.3*y-5....>.000002f0:·7893·2b93·332a·792d·358e·a18d·913e·0000··x.+.3*y-5....>..
00000300:·0070·7232·3a96·04b9·9670·6f6c·7993·3a3d··.pr2:....poly.:= 
00000310:·9370·722a·7072·8ea1·8d91·3e00·0070·6491··.pr*pr....>..pd. 
00000320:·0973·2c3a·3d96·04b9·9665·7870·616e·6493··.s,:=....expand.00000300:·7072·323a·9604·b996·706f·6c79·933a·3d93··pr2:....poly.:=.
 00000310:·7072·2a70·728e·a18d·913e·0000·7064·9109··pr*pr....>..pd..
 00000320:·732c·3a3d·9604·b996·6578·7061·6e64·9370··s,:=....expand.p
00000330:·7072·8ea1·8d91·3e00·0070·6432·9604·b996··pr....>..pd2....00000330:·728e·a18d·913e·0000·7064·3296·04b9·963a··r....>..pd2....:
00000340:·3a3d·9370·642a·7064·8ea1·8d91·3e00·0065··:=.pd*pd....>..e00000340:·3d93·7064·2a70·648e·a18d·913e·0000·6578··=.pd*pd....>..ex
00000350:·7870·616e·6428·7072·3229·9604·b996·2d93··xpand(pr2)....-. 
00000360:·7064·328e·a18d·913e·0000·7172·9104·b996··pd2....>..qr.... 
00000370:·3a3d·9109·732c·7072·5e33·8ea1·8d91·3e00··:=..s,pr^3....>.00000350:·7061·6e64·2870·7232·2996·04b9·962d·9370··pand(pr2)....-.p
 00000360:·6432·8ea1·8d91·3e00·0071·7291·04b9·963a··d2....>..qr....:
 00000370:·3d91·0973·2c70·725e·338e·a18d·913e·0000··=..s,pr^3....>..
00000380:·0071·6491·04b9·963a·3d91·0973·2c70·645e··.qd....:=..s,pd^00000380:·7164·9104·b996·3a3d·9109·732c·7064·5e33··qd....:=..s,pd^3
00000390:·338e·a18d·9142·b996·7472·756e·6328·7164··3....B..trunc(qd00000390:·8ea1·8d91·42b9·9674·7275·6e63·2871·642c··....B..trunc(qd,
000003a0:·2c32·298e·a18d·913e·0000·7472·756e·6328··,2)....>..trunc(000003a0:·3229·8ea1·8d91·3e00·0074·7275·6e63·2871··2)....>..trunc(q
000003b0:·7172·2c32·298e·a18d·913e·0000·576f·7264··qr,2)....>..Word 
000003c0:·9604·b996·3a3d·934f·7264·6572·6564·4672··....:=.OrderedFr 
000003d0:·6565·4d6f·6e6f·6964·9353·796d·626f·6c8e··eeMonoid.Symbol.000003b0:·722c·3229·8ea1·8d91·3e00·0057·6f72·6496··r,2)....>..Word.
 000003c0:·04b9·963a·3d93·4f72·6465·7265·6446·7265··...:=.OrderedFre
 000003d0:·654d·6f6e·6f69·6493·5379·6d62·6f6c·8ea1··eMonoid.Symbol..
000003e0:·a18d·913e·0000·773a·9604·b996·576f·7264··...>..w:....Word000003e0:·8d91·3e00·0077·3a96·04b9·9657·6f72·6493··..>..w:....Word.
000003f0:·933a·3d93·782a·795e·328e·a18d·913e·0000··.:=.x*y^2....>..000003f0:·3a3d·9378·2a79·5e32·8ea1·8d91·3e00·0072··:=.x*y^2....>..r
00000400:·7271·756f·2871·722c·7729·8ea1·8d91·3e00··rquo(qr,w)....>.00000400:·7175·6f28·7172·2c77·298e·a18d·913e·0000··quo(qr,w)....>..
00000410:·0073·6828·7072·2c77·3a3a·706f·6c79·298e··.sh(pr,w::poly).00000410:·7368·2870·722c·773a·3a70·6f6c·7929·8e9f··sh(pr,w::poly)..
00000420:·9f14·0000·8d91·76e7·cfdf·7c7c·7c2d·8e8e··......v...|||-..00000420:·1400·008d·9176·e7cf·df7c·7c7c·2d8e·8e9f··.....v...|||-...
00000430:·9f1e·0000·8d8d·9201·0380·00c6·338e·8e8e··............3...00000430:·1e00·008d·8d92·0103·8000·c633·8e8e·8e8c··...........3....
00000440:·8c8b·0000·0004·0000·0000·0000·0000·0000··................00000440:·8b00·0000·0400·0000·0000·0000·0000·0000··................
00000450:·0000·0000·0000·0000·0000·0000·0000·0000··................00000450:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000460:·0000·0000·0000·0000·0000·0000·021a·a002··................00000460:·0000·0000·0000·0000·0000·0002·19a0·0279··...............y
00000470:·7900·008d·a0fd·a300·00a0·023f·0000·8da0··y..........?.... 
00000480:·fde4·0000·8d91·3e00·00de·5265·6665·7265··......>...Refere00000470:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....
 00000480:·e400·008d·913e·0000·de52·6566·6572·656e··.....>...Referen
00000490:·6e63·6573·8e9f·15e7·1b8d·8d8d·9143·0001··nces.........C..00000490:·6365·738e·9f15·e71b·8d8d·8d91·4300·01c6··ces.........C...
000004a0:·c65b·315d·8e8e·9152·8e3c·6e6f·7468·696e··.[1]...R.<nothin 
000004b0:·678e·8e9f·1e00·008d·8d92·0103·8000·348e··g.............4. 
000004c0:·8e8e·8cf8·0000·0441·0183·92c0·1c3b·0000··.......A.....;.. 
000004d0:·0000·03e8·0279·0000·01ce·0000·0007·0004··.....y..........000004a0:·5b31·5d8e·8e91·528e·3c6e·6f74·6869·6e67··[1]...R.<nothing
 000004b0:·8e8e·9f1e·0000·8d8d·9201·0380·0034·8e8e··.............4..
 000004c0:·8e8c·f800·0004·4001·8392·c01c·3b00·0000··......@.....;...
 000004d0:·0003·e802·7900·0001·ce00·0000·0700·04f3··....y...........
000004e0:·f335·dfa4·4e00·0009·0000·0009·0000·0005··.5..N...........000004e0:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c
000004f0:·636d·7474·39f3·341a·f222·5600·0a00·0000··cmtt9.4.."V.....000004f0:·6d74·7439·f334·1af2·2256·000a·0000·000a··mtt9.4.."V......
00000500:·0a00·0000·0663·6d62·7831·30f3·33c2·d64e··.....cmbx10.3..N00000500:·0000·0006·636d·6278·3130·f333·c2d6·4ea0··....cmbx10.3..N.
00000510:·a000·0e66·6600·0c00·0000·0663·6d62·7831··...ff......cmbx100000510:·000e·6666·000c·0000·0006·636d·6278·3132··..ff......cmbx12
00000520:·32f3·3174·0c89·3a00·0900·0000·0900·0000··2.1t..:.........00000520:·f331·740c·893a·0009·0000·0009·0000·0005··.1t..:..........
00000530:·0563·6d62·7839·f327·58ab·510b·000c·0000··.cmbx9.'X.Q.....00000530:·636d·6278·39f3·2758·ab51·0b00·0c00·0000··cmbx9.'X.Q......
00000540:·000c·0000·0005·636d·7231·32f3·26de·9119··......cmr12.&...00000540:·0c00·0000·0563·6d72·3132·f326·de91·19c6··.....cmr12.&....
00000550:·c600·1147·ae00·1147·ae00·0874·6372·6d31··...G...G...tcrm100000550:·0011·47ae·0011·47ae·0008·7463·726d·3137··..G...G...tcrm17
00000560:·3732·38f3·2544·d3ed·7400·1147·ae00·1147··728.%D..t..G...G 
00000570:·ae00·0563·6d72·3137·f31b·4bf1·6079·000a··...cmr17..K.`y.. 
00000580:·0000·000a·0000·0005·636d·7231·30f9·0000··........cmr10...00000560:·3238·f325·44d3·ed74·0011·47ae·0011·47ae··28.%D..t..G...G.
 00000570:·0005·636d·7231·37f3·1b4b·f160·7900·0a00··..cmr17..K.`y...
 00000580:·0000·0a00·0000·0563·6d72·3130·f900·0004··.......cmr10....
00000590:·04c3·02df·dfdf·dfdf······················........00000590:·c202·dfdf·dfdf·dfdf······················........
11.1 KB
./usr/share/doc/axiom-doc/src/input/xpr.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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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·a01a··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a01a··..?.............
00000090:·46f3·26de·9119·c600·1147·ae00·1147·ae00··F.&......G...G..00000090:·46f3·26de·9119·c600·1147·ae00·1147·ae00··F.&......G...G..
Offset 12, 81 lines modifiedOffset 12, 81 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7458·5052·2e69·6e70·7574··put..7tXPR.input000000d0:·7075·7491·0537·7458·5052·2e69·6e70·7574··put..7tXPR.input
000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·d8cc·36f3··.."...........6.000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·d8cc·36f3··.."...........6.
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·d254·6865·9603·eaa8·4178·696f··mr12.The....Axio00000100:·6d72·3132·d254·6865·9603·eaa8·4178·696f··mr12.The....Axio
00000110:·6d93·5491·ff05·5665·616d·8e8e·8e8e·8e9f··m.T...Veam......00000110:·6d93·5491·ff05·5665·616d·8e8e·8e8e·8e9f··m.T...Veam......
00000120:·1788·8b8d·9200·d7fb·534e·6f95·ac72·7693··........SNo..rv.00000120:·1788·8b8d·9200·d573·8244·6563·656d·90ac··.......s.Decem..
00000130:·656d·9362·9053·8e65·7296·03ea·a837·2c93··em.b.S.er....7,.00000130:·7262·9053·8e65·7296·03ea·a831·312c·9332··rb.S.er....11,.2
00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.00000140:·3032·358e·9f24·0001·8d92·00f1·a14b·f331··025..$.......K.1
00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract... 
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................00000160:·6278·39dc·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
 00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·1b4b··...............K
00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr
00000190:·7231·30c6·318e·8e8e·8c8b·0000·0002·0000··r10.1...........00000190:·3130·c631·8e8e·8e8c·8b00·0000·0200·0000··10.1............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y....... 
000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.000001c0:·0000·0000·2aa0·0279·0000·8da0·fda3·0000··....*..y........
 000001d0:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..
000001e0:·00f3·33c2·d64e·a000·0e66·6600·0c00·0000··..3..N...ff.....000001e0:·f333·c2d6·4ea0·000e·6666·000c·0000·0006··.3..N...ff......
000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te 
00000200:·6e93·7473·8e9f·15e7·1b9f·0c00·008d·9176··n.ts...........v000001f0:·636d·6278·3132·de43·6f6e·958c·cc74·656e··cmbx12.Con...ten
 00000200:·9374·738e·9f15·e71b·9f0c·0000·8d91·76e7··.ts...........v.
00000210:·e7cf·f334·1af2·2256·000a·0000·000a·0000··...4.."V........00000210:·cff3·341a·f222·5600·0a00·0000·0a00·0000··..4.."V.........
00000220:·0006·636d·6278·3130·df7c·9603·d554·2a93··..cmbx10.|...T*. 
00000230:·7c8e·9f13·0000·8d91·3e00·00f3·35df·a44e··|.......>...5..N00000220:·0663·6d62·7831·30df·7c96·03d5·542a·937c··.cmbx10.|...T*.|
 00000230:·8e9f·1300·008d·913e·0000·f335·dfa4·4e00··.......>...5..N.
00000240:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt900000240:·0009·0000·0009·0000·0005·636d·7474·39e0··..........cmtt9.
00000250:·e029·636c·9104·b996·616c·6c8e·a40b·0000··.)cl....all..... 
00000260:·a18d·913e·0000·576f·7264·9604·b996·3a3d··...>..Word....:= 
00000270:·934f·7264·6572·6564·4672·6565·4d6f·6e6f··.OrderedFreeMono 
00000280:·6964·2853·796d·626f·6c29·8ea1·8d91·3e00··id(Symbol)....>.00000250:·2963·6c91·04b9·9661·6c6c·8ea4·0b00·00a1··)cl....all......
 00000260:·8d91·3e00·0057·6f72·6496·04b9·963a·3d93··..>..Word....:=.
 00000270:·4f72·6465·7265·6446·7265·654d·6f6e·6f69··OrderedFreeMonoi
 00000280:·6428·5379·6d62·6f6c·298e·a18d·913e·0000··d(Symbol)....>..
00000290:·0070·6f6c·793a·3d91·04b9·9658·5052·2849··.poly:=....XPR(I00000290:·706f·6c79·3a3d·9104·b996·5850·5228·496e··poly:=....XPR(In
 000002a0:·7465·6765·722c·576f·7264·298e·a18d·913e··teger,Word)....>
 000002b0:·0000·703a·706f·6c79·9604·b996·3a3d·9332··..p:poly....:=.2
 000002c0:·932a·9378·932d·9333·932a·9379·932b·9331··.*.x.-.3.*.y.+.1
 000002d0:·8ea1·8d91·3e00·0071·3a70·6f6c·7996·04b9··....>..q:poly...
 000002e0:·963a·3d93·3293·2a93·7893·2b93·318e·a18d··.:=.2.*.x.+.1...
000002a0:·6e74·6567·6572·2c57·6f72·6429·8ea1·8d91··nteger,Word).... 
000002b0:·3e00·0070·3a70·6f6c·7996·04b9·963a·3d93··>..p:poly....:=. 
000002c0:·3293·2a93·7893·2d93·3393·2a93·7993·2b93··2.*.x.-.3.*.y.+. 
000002d0:·318e·a18d·913e·0000·713a·706f·6c79·9604··1....>..q:poly.. 
000002e0:·b996·3a3d·9332·932a·9378·932b·9331·8ea1··..:=.2.*.x.+.1.. 
000002f0:·8d91·3e00·0070·9604·b996·2b93·718e·a18d··..>..p....+.q... 
00000300:·913e·0000·7096·04b9·962a·9371·8ea1·8d91··.>..p....*.q....000002f0:·913e·0000·7096·04b9·962b·9371·8ea1·8d91··.>..p....+.q....
 00000300:·3e00·0070·9604·b996·2a93·718e·a18d·913e··>..p....*.q....>
00000310:·3e00·0028·7096·04b9·962b·7129·5e32·932d··>..(p....+q)^2.-00000310:·0000·2870·9604·b996·2b71·295e·3293·2d70··..(p....+q)^2.-p
00000320:·705e·3293·2d71·5e32·932d·9332·2a70·2a71··p^2.-q^2.-.2*p*q 
00000330:·8ea1·8d91·3e00·004d·9604·b996·3a3d·9353··....>..M....:=.S 
00000340:·7175·6172·654d·6174·7269·7828·322c·4672··quareMatrix(2,Fr 
00000350:·6163·7469·6f6e·9349·6e74·6567·6572·298e··action.Integer). 
00000360:·a18d·913e·0000·706f·6c79·313a·3d91·04b9··...>..poly1:=... 
00000370:·9658·5052·284d·2c57·6f72·6429·8ea1·8d91··.XPR(M,Word).... 
00000380:·3e00·006d·313a·4d96·04b9·963a·3d93·6d61··>..m1:M....:=.ma 
00000390:·7472·6978·935b·5b69·2a6a·5e32·9366·6f72··trix.[[i*j^2.for 
000003a0:·9369·9369·6e93·312e·2e32·5d93·666f·7293··.i.in.1..2].for. 
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Offset 12, 116 lines modifiedOffset 12, 116 lines modified
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1 Package:·axiom-test1 Package:·axiom-test
2 Source:·axiom2 Source:·axiom
3 Version:·20170501-133 Version:·20170501-13
4 Architecture:·all4 Architecture:·all
5 Maintainer:·Camm·Maguire·<camm@debian.org>5 Maintainer:·Camm·Maguire·<camm@debian.org>
6 Installed-Size:·1313066 Installed-Size:·131309
7 Depends:·axiom·(>=·20170501-13),·tex-common·(>=·6.13)7 Depends:·axiom·(>=·20170501-13),·tex-common·(>=·6.13)
8 Section:·math8 Section:·math
9 Priority:·optional9 Priority:·optional
10 Description:·General·purpose·computer·algebra·system:·regression·test·inputs10 Description:·General·purpose·computer·algebra·system:·regression·test·inputs
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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661 -rw-r--r--···0·root·········(0)·root·········(0)······392·2024-07-28·15:44:11.000000·./usr/share/axiom-20170501/input/zlindep.input661 -rw-r--r--···0·root·········(0)·root·········(0)······392·2024-07-28·15:44:11.000000·./usr/share/axiom-20170501/input/zlindep.input
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663 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-07-28·15:44:11.000000·./usr/share/doc/axiom-test/663 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-07-28·15:44:11.000000·./usr/share/doc/axiom-test/
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666 -rw-r--r--···0·root·········(0)·root·········(0)·····2122·2010-05-19·18:56:13.000000·./usr/share/doc/axiom-test/copyright666 -rw-r--r--···0·root·········(0)·root·········(0)·····2122·2010-05-19·18:56:13.000000·./usr/share/doc/axiom-test/copyright
667 -rw-r--r--···0·root·········(0)·root·········(0)··1409580·2024-07-28·15:44:11.000000·./usr/share/doc/axiom-test/test_results.gz667 -rw-r--r--···0·root·········(0)·root·········(0)··1412953·2024-07-28·15:44:11.000000·./usr/share/doc/axiom-test/test_results.gz
668 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-07-28·15:44:11.000000·./usr/share/man/668 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-07-28·15:44:11.000000·./usr/share/man/
669 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-07-28·15:44:11.000000·./usr/share/man/man1/669 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-07-28·15:44:11.000000·./usr/share/man/man1/
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axiom_20170501-13_i386.deb
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./usr/lib/axiom-20170501/bin/AXIOMsys
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72.0 KB
strings --all --bytes=8 {}
    
Offset 8936, 17 lines modifiedOffset 8936, 17 lines modified
8936 eConSquareMatrixCategory8936 eConSquareMatrixCategory
8937 -SEThreeSpaceCategory8937 -SEThreeSpaceCategory
8938 .predSPACECs8938 .predSPACECs
8939 /usr/bin/objdump8939 /usr/bin/objdump
8940 ETVVThreeSpaceCategoryNAME»     8940 ETVVThreeSpaceCategoryNAME»     
8941 SExpression8941 SExpression
8942 nonexistent8942 nonexistent
8943 first-build8943 second-buildMFSF
8944 .caSExpressionckageRectangularMatrixCategoryV8944 .caSExpressionckageRectangularMatrixCategoryV
8945 /nonexistent/first-build/\O8945 /nonexistent/second-build/O
8946 -SETRectangularMatrixCategory8946 -SETRectangularMatrixCategory
8947 -MFSFURegularTriangularSetCategory8947 -MFSFURegularTriangularSetCategory
8948 TUBETOOLUDPO8948 TUBETOOLUDPO
8949 actTRegularTriangularSetCategory8949 actTRegularTriangularSetCategory
8950 ,FProjectiveSpacepPROJSPs8950 ,FProjectiveSpacepPROJSPs
8951 .axiom.input8951 .axiom.input
8952 ,QUOProjectiveSpaceEPlacess8952 ,QUOProjectiveSpaceEPlacess
Offset 11407, 16 lines modifiedOffset 11407, 15 lines modified
11407 WednesdayOC»    11407 WednesdayOC»    
11408 -SThursdayFriday~11408 -SThursdayFriday~
11409 SaturdaySunday~11409 SaturdaySunday~
11410 FebruaryMarch11410 FebruaryMarch
11411 September11411 September
11412 -SETVOctober11412 -SETVOctober
11413 NovemberDecember~a·~a·~d,·~d·at·~2,'0d:~2,'0d:~2,'0d·11413 NovemberDecember~a·~a·~d,·~d·at·~2,'0d:~2,'0d:~2,'0d·
 11414 Thursday·December·11,·2025·at·23:37:32·,*YEARWEEK*ETVV
11414 Thursday·November·7,·2024·at·13:44:57· 
11415 ,*YEARWEEK*ETVV 
11416 sno·timestampal» 11415 sno·timestampal» 
11417 VAR-NAMEfindStringral»  11416 VAR-NAMEfindStringral»  
11418 /../../src/algebra/-SETV.spad11417 /../../src/algebra/-SETV.spad
11419 /../../src/naglink/11418 /../../src/naglink/
11420 /tmp/gazonk~d.lsp,QUOTE11419 /tmp/gazonk~d.lsp,QUOTE
11421 1000·gazonk·names·used·already!EoldCompilerAutoloadOnceTriggerN11420 1000·gazonk·names·used·already!EoldCompilerAutoloadOnceTriggerN
11422 spad2AsTranslatorAutoloadOnceTrigger»   11421 spad2AsTranslatorAutoloadOnceTrigger»   
Offset 18745, 15 lines modifiedOffset 18744, 16 lines modified
18745 postConstruct;·TcompConstructionparseConstructthconstructin·enclbracketAppo·lineqTWidth18744 postConstruct;·TcompConstructionparseConstructthconstructin·enclbracketAppo·lineqTWidth
18746 braceAppBRACEcr18745 braceAppBRACEcr
18747 str2Outform18746 str2Outform
18748 coerceInt18747 coerceInt
18749 TexFormat>s18748 TexFormat>s
18750 AL-FTexFormatVV18749 AL-FTexFormatVV
18751 top·level·environment18750 top·level·environment
18752 $InteractiveMode@W18751 $InteractiveMode
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18753 VALUE-TO-GO18753 VALUE-TO-GO
18754 VALUE-TO-GO18754 VALUE-TO-GO
18755 FIXED-ARGS18755 FIXED-ARGS
18756 C1LOCAL-FUN18756 C1LOCAL-FUN
18757 CALL-LOCAL18757 CALL-LOCAL
18758 CMP-MACRO-FUNCTION18758 CMP-MACRO-FUNCTION
18759 *BLOCKS**TAGS*18759 *BLOCKS**TAGS*
Offset 19842, 36 lines modifiedOffset 19842, 36 lines modified
19842 ,QUOLocalParametrizationOfSimplePointPackageLinearSystemMatrixPackage1UOTE19842 ,QUOLocalParametrizationOfSimplePointPackageLinearSystemMatrixPackage1UOTE
19843 .exLinearSystemMatrixPackage119843 .exLinearSystemMatrixPackage1
19844 -SETLinearSystemMatrixPackage»  19844 -SETLinearSystemMatrixPackage»  
19845 LinearSystemMatrixPackage19845 LinearSystemMatrixPackage
19846 LinearSystemPolynomialPackage19846 LinearSystemPolynomialPackage
19847 SETVLinearSystemPolynomialPackageTVVMatrixManipulationize»      19847 SETVLinearSystemPolynomialPackageTVVMatrixManipulationize»      
19848 ,QUOMatrixManipulationDEBUG19848 ,QUOMatrixManipulationDEBUG
19849 MappingPackageInternalHacks16760MAPHACK1(h·19849 MappingPackageInternalHacks16760MAPHACK1
19850 MappingPackageInternalHacks119850 MappingPackageInternalHacks1
19851 MappingPackageInternalHacks219851 MappingPackageInternalHacks2
19852 MAPHACK219852 MAPHACK2XZ·
19853 MappingPackageInternalHacks219853 MappingPackageInternalHacks2
19854 MatrixCategory&19854 MatrixCategory&
19855 MatrixCategory&19855 MatrixCategory&
19856 MultFiniteFactorize19856 MultFiniteFactorize
19857 MFINFACT19857 MFINFACT·V·
19858 MultFiniteFactorize19858 MultFiniteFactorize
19859 MakeRecord19859 MakeRecord
19860 MKRECORDPc·19860 MKRECORDPc·
19861 MakeRecord19861 MakeRecord
19862 MultivariateLifting19862 MultivariateLifting
19863 MultivariateLifting19863 MultivariateLifting
19864 MonadWithUnitF19864 MonadWithUnitF
19865 MonadWithUnit19865 MonadWithUnit
19866 MonogenicAlgebra&+19866 MonogenicAlgebra&+
19867 MONOGEN-19867 MONOGEN-
19868 MonogenicAlgebra&-19868 MonogenicAlgebra&-
19869 MonomialExtensionTools19869 MonomialExtensionTools
19870 MONOTOOL19870 MONOTOOLX%·
19871 MonomialExtensionTools19871 MonomialExtensionTools
19872 MPolyCatPolyFactorizer19872 MPolyCatPolyFactorizer
19873 MPolyCatPolyFactorizer19873 MPolyCatPolyFactorizer
19874 MoreSystemCommands19874 MoreSystemCommands
19875 MoreSystemCommands19875 MoreSystemCommands
19876 NagRootFindingPackageF19876 NagRootFindingPackageF
19877 NagRootFindingPackage19877 NagRootFindingPackage
Offset 19887, 15 lines modifiedOffset 19887, 15 lines modified
19887 NonAssociativeRing&19887 NonAssociativeRing&
19888 NASRING-X:!19888 NASRING-X:!
19889 NonAssociativeRing&19889 NonAssociativeRing&
19890 NonAssociativeRing19890 NonAssociativeRing
19891 NonAssociativeRing19891 NonAssociativeRing
19892 NumericComplexEigenPackage19892 NumericComplexEigenPackage
19893 NumericComplexEigenPackage19893 NumericComplexEigenPackage
19894 COMNumberFieldIntegralBasisNFINTBAS19894 COMNumberFieldIntegralBasisNFINTBAS@
19895 .pfNumberFieldIntegralBasisNonLinearFirstOrderODESolver»19895 .pfNumberFieldIntegralBasisNonLinearFirstOrderODESolver»
19896 -NODE1gm19896 -NODE1gm
19897 ,NonLinearFirstOrderODESolverCONSNormInMonogenicAlgebra19897 ,NonLinearFirstOrderODESolverCONSNormInMonogenicAlgebra
19898 ,NORMMAm19898 ,NORMMAm
19899 pfLeNormInMonogenicAlgebraQUNormalizationPackageVV19899 pfLeNormInMonogenicAlgebraQUNormalizationPackageVV
19900 NormalizationPackageSETVNPCoefm19900 NormalizationPackageSETVNPCoefm
19901 .pfSNPCoefm19901 .pfSNPCoefm
Offset 19960, 20 lines modifiedOffset 19960, 20 lines modified
19960 »       PolynomialFactorizationExplicit&PFECAT-19960 »       PolynomialFactorizationExplicit&PFECAT-
19961 ,QUPolynomialFactorizationExplicit&PointsOfFiniteOrderRationalTVV19961 ,QUPolynomialFactorizationExplicit&PointsOfFiniteOrderRationalTVV
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19963 ,PointsOfFiniteOrderToolsPFOTOOLS19963 ,PointsOfFiniteOrderToolsPFOTOOLS
19964 ,QUPointsOfFiniteOrderToolsPartialFractionPackageE19964 ,QUPointsOfFiniteOrderToolsPartialFractionPackageE
19965 e,fnPartialFractionPackage»     19965 e,fnPartialFractionPackage»     
19966 PolynomialGcdPackageTE19966 PolynomialGcdPackageTE
19967 INFCLSPSFAGROUP19967 INFCLSPSHEAP
19968 PolynomialGcdPackageUOTEPolyGroebner19968 PolynomialGcdPackageUOTEPolyGroebner
19969 le2IPolyGroebnerMFVFPolynomialInterpolationAlgorithms19969 le2IPolyGroebnerMFVFPolynomialInterpolationAlgorithms
19970 PINTERPAHf·19970 PINTERPA
19971 PolynomialInterpolationAlgorithmsrecordAPlotToolsst,fn19971 PolynomialInterpolationAlgorithmsrecordAPlotToolsst,fn
19972 PLOTTOOL8g·19972 PLOTTOOLHf·
19973 PlotToolsu19973 PlotToolsu
19974 FunctionSpaceAssertions19974 FunctionSpaceAssertions
19975 FunctionSpaceAssertions19975 FunctionSpaceAssertions
19976 PatternMatchFunctionSpacer19976 PatternMatchFunctionSpacer
19977 PatternMatchFunctionSpacer19977 PatternMatchFunctionSpacer
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