From 10ee6a7b2ac7ccfef3b682adffdcf642d0725861 Mon Sep 17 00:00:00 2001 From: Bert Burgemeister Date: Mon, 5 Feb 2018 11:55:28 +0100 Subject: [PATCH] Fix argument list of scale-float Thanks to Fengjing Xiao for the bug report. --- clqr-numbers.tex | 246 +++++++++++++++++++++++++++---------------------------- clqr.tex | 4 +- 2 files changed, 125 insertions(+), 125 deletions(-) diff --git a/clqr-numbers.tex b/clqr-numbers.tex index b866834..301848a 100644 --- a/clqr-numbers.tex +++ b/clqr-numbers.tex @@ -20,23 +20,23 @@ \IT{\arrGOO{(\FU*{=}\RP{\VAR{ number}})\\ (\FU*{/=}\RP{\VAR{ number}})}{.}} - { - \retval{\T} if all \VAR{number}s, or - none, respectively, are equal in value. - } + { + \retval{\T} if all \VAR{number}s, or + none, respectively, are equal in value. + } \IT{\arrGOO{(\FU{\boldmath$>$}\RP{\VAR{ number}})\\(\FU{\boldmath$>$=}\RP{\VAR{ number}})\\(\FU{\boldmath$<$}\RP{\VAR{ number}})\\(\FU{\boldmath$<$=}\RP{\VAR{ number}})}{.}} { - \index{>@$>$}% - \index{>=@$>$=}% - \index{<@$<$}% - \index{<=@$<$=}% - Return \retval{\T} if \VAR{number}s are - monotonically decreasing, monotonically non-increasing, - monotonically increasing, or monotonically non-decreasing, respectively. + \index{>@$>$}% + \index{>=@$>$=}% + \index{<@$<$}% + \index{<=@$<$=}% + Return \retval{\T} if \VAR{number}s are + monotonically decreasing, monotonically non-increasing, + monotonically increasing, or monotonically non-decreasing, respectively. } \IT{\arrGOO{(\FU*{MINUSP} \VAR{ a})\\ @@ -44,7 +44,7 @@ (\FU*{PLUSP} \VAR{ a})}{.}} { - \retval{\T} if $a < 0$, $a = 0$, or $a > 0$, respectively. + \retval{\T} if $a < 0$, $a = 0$, or $a > 0$, respectively. } \IT{\arrGOO{(\FU*{EVENP } \VAR{int})\\ @@ -60,10 +60,10 @@ (\FU*{INTEGERP} \VAR{ foo})\\ (\FU*{COMPLEXP} \VAR{ foo})\\ (\FU*{RANDOM-STATE-P} \VAR{ foo}) - }{.}} + }{.}} { - \retval{\T} if \VAR{foo} is of - indicated type. + \retval{\T} if \VAR{foo} is of + indicated type. } \end{LIST} @@ -77,35 +77,35 @@ \IT{\arrGOO{(\FU*{+} \OPn{\VAR{ a}\DF{\LIT{0}}})\\ (\FU{\A} \OPn{\VAR{ a}\DF{\LIT{1}}})}{.}} {\index{*@\A} - Return \retval{$\sum{a}$} or \retval{$\prod{a}$}, respectively. + Return \retval{$\sum{a}$} or \retval{$\prod{a}$}, respectively. } \IT{\arrGOO{(\FU*{--} \VAR{ a}\OPn{\VAR{ b}})\\ (\FU*{/} \VAR{ a} \OPn{\VAR{ b}})}{.}} { - Return \retval{$a-\sum{b}$} or \retval{$a/\prod{b}$}, respectively. Without any - \VAR{b}s, return \retval{$-a$} or \retval{$1/a$}, respectively. + Return \retval{$a-\sum{b}$} or \retval{$a/\prod{b}$}, respectively. Without any + \VAR{b}s, return \retval{$-a$} or \retval{$1/a$}, respectively. } \IT{\arrGOO{(\FU*{1+} \VAR{ a})\\(\FU*{1--} \VAR{ a})}{.}} {Return \retval{$a+1$} or - \retval{$a-1$}, respectively. + \retval{$a-1$}, respectively. } \IT{(\xorGOO{\MC*{INCF}\\ \MC*{DECF}}{\}} \DES{\VAR{place}} \Op{\VAR{delta}\DF{\LIT{1}}})} { - Increment or decrement the value of \VAR{place} by \VAR{delta}. Return \retval{new value}. + Increment or decrement the value of \VAR{place} by \VAR{delta}. Return \retval{new value}. } \IT{\arrGOO{% (\FU*{EXP } \VAR{p})\\ (\FU*{EXPT } \VAR{b } \VAR{p})}{.}\qquad\qquad} - { - Return \retval{$\mbox{e}^p$} or \retval{$b^p$}, respectively. - } + { + Return \retval{$\mbox{e}^p$} or \retval{$b^p$}, respectively. + } \IT{(\FU*{LOG} \VAR{a} \Op{\VAR{b}\DF{e}})} { @@ -122,14 +122,14 @@ \IT{\arrGOO{(\FU*{LCM} \OPn{\VAR{ integer}}\DF{\LIT{1}})\\ (\FU*{GCD} \OPn{\VAR{ integer}})}{.}} { - \retval{Least common multiple} or \retval{greatest common - de\-no\-mi\-na\-tor}, respectively, of \VAR{integer}s. (\kwd{gcd}) - returns \retval{0}. + \retval{Least common multiple} or \retval{greatest common + de\-no\-mi\-na\-tor}, respectively, of \VAR{integer}s. (\kwd{gcd}) + returns \retval{0}. } \IT{\CNS*{PI}\qquad\qquad} { - \kwd{long-float} approximation of $\pi$, Ludolph's number. + \kwd{long-float} approximation of $\pi$, Ludolph's number. } \IT{\arrGOO{(\FU*{SIN} \VAR{ a})\\ @@ -137,52 +137,52 @@ (\FU*{TAN} \VAR{ a})}{.}} { \retval{$\sin a$}, \retval{$\cos - a$}, or \retval{$\tan a$}, respectively. (\VAR{a} in radians.) + a$}, or \retval{$\tan a$}, respectively. (\VAR{a} in radians.) } \IT{\arrGOO{(\FU*{ASIN} \VAR{ a})\\ (\FU*{ACOS} \VAR{ a})}{.}} { - \retval{$\arcsin a$} or \retval{$\arccos - a$}, respectively, in radians. + \retval{$\arcsin a$} or \retval{$\arccos + a$}, respectively, in radians. } \IT{(\FU*{ATAN} \VAR{a} \Op{\VAR{b}\DF{\LIT{1}}})} { - \retval{$\arctan \frac{a}{b}$} in radians. + \retval{$\arctan \frac{a}{b}$} in radians. } \IT{\arrGOO{(\FU*{SINH} \VAR{ a})\\(\FU*{COSH} \VAR{ a})\\(\FU*{TANH} \VAR{ a})}{.}} { - \retval{$\sinh a$}, \retval{$\cosh - a$}, or \retval{$\tanh a$}, respectively. + \retval{$\sinh a$}, \retval{$\cosh + a$}, or \retval{$\tanh a$}, respectively. } \IT{\arrGOO{(\FU*{ASINH} \VAR{ a})\\ (\FU*{ACOSH} \VAR{ a}) \\(\FU*{ATANH} \VAR{ a})}{.}} { - \retval{$\operatorname{asinh} a$}, \retval{$\operatorname{acosh} - a$}, or \retval{$\operatorname{atanh} a$}, respectively. + \retval{$\operatorname{asinh} a$}, \retval{$\operatorname{acosh} + a$}, or \retval{$\operatorname{atanh} a$}, respectively. } \IT{(\FU*{CIS} \VAR{a})\qquad\qquad} { - Return - \retval{$\operatorname{e}^{\operatorname{i} a}$} $=$ \retval{$\cos a + - \operatorname{i}\sin a$}. + Return + \retval{$\operatorname{e}^{\operatorname{i} a}$} $=$ \retval{$\cos a + + \operatorname{i}\sin a$}. } \IT{(\FU*{CONJUGATE} \VAR{a})} { Return complex \retval{conjugate of \VAR{a}}. - } + } \IT{\arrGOO{(\FU*{MAX } \RP{\VAR{num}})\\ (\FU*{MIN } \RP{\VAR{num}})}{.}} { - \retval{Greatest} or \retval{least}, respectively, of \VAR{num}s. + \retval{Greatest} or \retval{least}, respectively, of \VAR{num}s. } \IT{(\xorGOO{% @@ -192,15 +192,15 @@ \Goo{\FU*{TRUNCATE}\XOR\FU*{FTRUNCATE}}}{\}} \VAR{n} \Op{\VAR{d}\DF{\LIT{1}}})} { - Return as \kwd{integer} or \kwd{float}, respectively, \retval{$n/d$} - rounded, or rounded towards $-\infty$, $+\infty$, or $0$, - respectively; and \retvalii{re\-main\-der}. + Return as \kwd{integer} or \kwd{float}, respectively, \retval{$n/d$} + rounded, or rounded towards $-\infty$, $+\infty$, or $0$, + respectively; and \retvalii{re\-main\-der}. } \IT{(\xorGOO{\FU*{MOD}\\ \FU*{REM}}{\}} \VAR{n} \VAR{d})} {Same as \FU{floor} or - \FU{truncate}, respectively, but return \retval{re\-main\-der} only. + \FU{truncate}, respectively, but return \retval{re\-main\-der} only. } \IT{(\FU*{RANDOM} \VAR{limit} \Op{\DES{\VAR{state}}\DF{\V{\A random-state\A}}})} @@ -213,7 +213,7 @@ { \retval{Copy} of \kwd{random-state} object \VAR{state} or of the current random state; or a randomly initialized fresh \retval{random - state}. + state}. } \IT{\V{\A random-state\A}\qquad\qquad\qquad} @@ -223,25 +223,25 @@ \IT{(\FU*{FLOAT-SIGN} \VAR{num-a} \Op{\VAR{num-b}\DF{\LIT{1}}})} { - \retval{\VAR{num-b}} with \VAR{num-a}'s sign. + \retval{\VAR{num-b}} with \VAR{num-a}'s sign. } \IT{(\FU*{SIGNUM} \VAR{n})} {\retval{Number} of magnitude 1 - representing sign or phase of \VAR{n}. + representing sign or phase of \VAR{n}. } \IT{\arrGOO{(\FU*{NUMERATOR} \VAR{ rational})\\ (\FU*{DENOMINATOR} \VAR{ rational})}{.}} { - \retval{Numerator} or \retval{denominator}, respectively, of - \VAR{rational}'s canonical form. + \retval{Numerator} or \retval{denominator}, respectively, of + \VAR{rational}'s canonical form. } \IT{\arrGOO{(\FU*{REALPART} \VAR{ number})\\ (\FU*{IMAGPART} \VAR{ number})}{.}} { - \retval{Real part} or \retval{imaginary part}, respectively, of \VAR{number}. + \retval{Real part} or \retval{imaginary part}, respectively, of \VAR{number}. } \IT{(\FU*{COMPLEX} \VAR{real} \Op{\VAR{imag}\DF{\LIT{0}}})} @@ -262,13 +262,13 @@ \IT{\arrGOO{(\FU*{RATIONAL} \VAR{ real})\\ (\FU*{RATIONALIZE} \VAR{ real})}{.}} { - Convert \VAR{real} to \retval{rational}. Assume complete/limited accuracy for \VAR{real}. + Convert \VAR{real} to \retval{rational}. Assume complete/limited accuracy for \VAR{real}. } \IT{(\FU*{FLOAT} \VAR{real} \Op{\VAR{prototype}\DF{\LIT{0.0F0}}})} { - Convert \VAR{real} into \retval{float} with type of \VAR{prototype}. + Convert \VAR{real} into \retval{float} with type of \VAR{prototype}. } \end{LIST} @@ -285,9 +285,9 @@ two's complement representation. \IT{(\FU*{BOOLE} \VAR{operation} \VAR{int-a} \VAR{int-b})} { - Return - \retval{value} of bitwise logical \VAR{operation}. \VAR{operation}s - are + Return + \retval{value} of bitwise logical \VAR{operation}. \VAR{operation}s + are } \begin{LIST}{.5cm} @@ -317,14 +317,14 @@ two's complement representation. \IT{\arrGOO{(\FU*{LOGEQV} \OPn{\VAR{ integer}})\\ (\FU*{LOGAND} \OPn{\VAR{ integer}})}{.}} { - Return \retval{value of exclusive-nored or anded \VAR{integer}s}, - respectively. Without any \VAR{integer}, return \retval{$-1$}. + Return \retval{value of exclusive-nored or anded \VAR{integer}s}, + respectively. Without any \VAR{integer}, return \retval{$-1$}. } \IT{(\FU*{LOGANDC1} \VAR{int-a} \VAR{int-b})} { \retval{$\lnot \text{\VAR{int-a}} \land \text{\VAR{int-b}}$}. - } + } \IT{(\FU*{LOGANDC2} \VAR{int-a} \VAR{int-b})} { @@ -333,20 +333,20 @@ two's complement representation. \IT{(\FU*{LOGNAND} \VAR{int-a} \VAR{int-b})\qquad} { - \retval{$\lnot(\text{\VAR{int-a}} \land \text{\VAR{int-b}})$}. + \retval{$\lnot(\text{\VAR{int-a}} \land \text{\VAR{int-b}})$}. } \IT{\arrGOO{(\FU*{LOGXOR} \OPn{\VAR{ integer}})\\ (\FU*{LOGIOR} \OPn{\VAR{ integer}})}{.}} { - Return \retval{value of exclusive-ored or ored \VAR{integer}s}, - respectively. Without any \VAR{integer}, return \retval{0}. + Return \retval{value of exclusive-ored or ored \VAR{integer}s}, + respectively. Without any \VAR{integer}, return \retval{0}. } \IT{(\FU*{LOGORC1} \VAR{int-a} \VAR{int-b})} { \retval{$\lnot \text{\VAR{int-a}} \lor \text{\VAR{int-b}}$}. - } + } \IT{(\FU*{LOGORC2} \VAR{int-a} \VAR{int-b})} { @@ -365,7 +365,7 @@ two's complement representation. \IT{(\FU*{LOGTEST} \VAR{int-a} \VAR{int-b})} {Return \retval{\T} if - there is any bit set in \VAR{int-a} which is set in \VAR{int-b} as well. + there is any bit set in \VAR{int-a} which is set in \VAR{int-b} as well. } \IT{(\FU*{LOGCOUNT} \VAR{int})} @@ -384,54 +384,54 @@ two's complement representation. \IT{(\FU*{INTEGER-LENGTH} \VAR{integer})} { - \retval{Number of bits} necessary to represent \VAR{integer}. + \retval{Number of bits} necessary to represent \VAR{integer}. } \IT{(\FU*{LDB-TEST} \VAR{byte-spec} \VAR{integer})} { - Return \retval{\T} if any bit specified by \VAR{byte-spec} in - \VAR{integer} is set. + Return \retval{\T} if any bit specified by \VAR{byte-spec} in + \VAR{integer} is set. } \IT{(\FU*{ASH} \VAR{integer} \VAR{count})} { - Return copy of \retval{\VAR{integer}} arithmetically shifted left by - \VAR{count} adding zeros - at the right, or, for $\VAR{count}<0$, shifted right discarding - bits. + Return copy of \retval{\VAR{integer}} arithmetically shifted left by + \VAR{count} adding zeros + at the right, or, for $\VAR{count}<0$, shifted right discarding + bits. } \IT{(\FU*{LDB} \VAR{byte-spec} \VAR{integer})} { - Extract \retval{byte} denoted by \VAR{byte-spec} from - \VAR{integer}. \kwd{setf}able. + Extract \retval{byte} denoted by \VAR{byte-spec} from + \VAR{integer}. \kwd{setf}able. } \IT{(\xorGOO{\FU*{DEPOSIT-FIELD}\\ \FU*{DPB}}{\}} \VAR{int-a} \VAR{byte-spec} \VAR{int-b})} { - Return \retval{\VAR{int-b}} with bits denoted by \VAR{byte-spec} replaced - by corresponding bits of \VAR{int-a}, or by the low (\FU{byte-size} - \VAR{byte-spec}) bits of \VAR{int-a}, respectively. + Return \retval{\VAR{int-b}} with bits denoted by \VAR{byte-spec} replaced + by corresponding bits of \VAR{int-a}, or by the low (\FU{byte-size} + \VAR{byte-spec}) bits of \VAR{int-a}, respectively. } \IT{(\FU*{MASK-FIELD} \VAR{byte-spec} \VAR{integer})} { - Return copy of \retval{\VAR{integer}} with all bits unset but those denoted by - \VAR{byte-spec}. \kwd{setf}able. + Return copy of \retval{\VAR{integer}} with all bits unset but those denoted by + \VAR{byte-spec}. \kwd{setf}able. } \IT{(\FU*{BYTE} \VAR{size} \VAR{position})} { - \retval{Byte specifier} for a byte of \VAR{size} bits starting at a - weight of $2^{\VAR{position}}$. + \retval{Byte specifier} for a byte of \VAR{size} bits starting at a + weight of $2^{\VAR{position}}$. } \IT{\arrGOO{(\FU*{BYTE-SIZE} \VAR{ byte-spec})\\ (\FU*{BYTE-POSITION} \VAR{ byte-spec})}{.}} { - \retval{Size} or \retval{position}, respectively, of \VAR{byte-spec}. + \retval{Size} or \retval{position}, respectively, of \VAR{byte-spec}. } \end{LIST} @@ -449,15 +449,15 @@ two's complement representation. \xorGOO{\kwd{EPSILON}\\ \kwd{NEGATIVE-EPSILON}}{.}} { - \index{SHORT-FLOAT-EPSILON}% - \index{SINGLE-FLOAT-EPSILON}% - \index{DOUBLE-FLOAT-EPSILON}% - \index{LONG-FLOAT-EPSILON}% - \index{SHORT-FLOAT-NEGATIVE-EPSILON}% - \index{SINGLE-FLOAT-NEGATIVE-EPSILON}% - \index{DOUBLE-FLOAT-NEGATIVE-EPSILON}% - \index{LONG-FLOAT-NEGATIVE-EPSILON}% - Smallest possible number making a difference when added or subtracted, respectively. + \index{SHORT-FLOAT-EPSILON}% + \index{SINGLE-FLOAT-EPSILON}% + \index{DOUBLE-FLOAT-EPSILON}% + \index{LONG-FLOAT-EPSILON}% + \index{SHORT-FLOAT-NEGATIVE-EPSILON}% + \index{SINGLE-FLOAT-NEGATIVE-EPSILON}% + \index{DOUBLE-FLOAT-NEGATIVE-EPSILON}% + \index{LONG-FLOAT-NEGATIVE-EPSILON}% + Smallest possible number making a difference when added or subtracted, respectively. } \IT{\arrGOO{% @@ -472,23 +472,23 @@ two's complement representation. \kwd{DOUBLE-FLOAT}\\ \kwd{LONG-FLOAT}}{.}} { - \index{LEAST-NEGATIVE-SHORT-FLOAT}% - \index{LEAST-NEGATIVE-NORMALIZED-SHORT-FLOAT}% - \index{LEAST-NEGATIVE-SINGLE-FLOAT}% - \index{LEAST-NEGATIVE-NORMALIZED-SINGLE-FLOAT}% - \index{LEAST-NEGATIVE-DOUBLE-FLOAT}% - \index{LEAST-NEGATIVE-NORMALIZED-DOUBLE-FLOAT}% - \index{LEAST-NEGATIVE-LONG-FLOAT}% - \index{LEAST-NEGATIVE-NORMALIZED-LONG-FLOAT}% - \index{LEAST-POSITIVE-SHORT-FLOAT}% - \index{LEAST-POSITIVE-NORMALIZED-SHORT-FLOAT}% - \index{LEAST-POSITIVE-SINGLE-FLOAT}% - \index{LEAST-POSITIVE-NORMALIZED-SINGLE-FLOAT}% - \index{LEAST-POSITIVE-DOUBLE-FLOAT}% - \index{LEAST-POSITIVE-NORMALIZED-DOUBLE-FLOAT}% - \index{LEAST-POSITIVE-LONG-FLOAT}% - \index{LEAST-POSITIVE-NORMALIZED-LONG-FLOAT}% - Available numbers closest to $-0$ or $+0$, respectively. + \index{LEAST-NEGATIVE-SHORT-FLOAT}% + \index{LEAST-NEGATIVE-NORMALIZED-SHORT-FLOAT}% + \index{LEAST-NEGATIVE-SINGLE-FLOAT}% + \index{LEAST-NEGATIVE-NORMALIZED-SINGLE-FLOAT}% + \index{LEAST-NEGATIVE-DOUBLE-FLOAT}% + \index{LEAST-NEGATIVE-NORMALIZED-DOUBLE-FLOAT}% + \index{LEAST-NEGATIVE-LONG-FLOAT}% + \index{LEAST-NEGATIVE-NORMALIZED-LONG-FLOAT}% + \index{LEAST-POSITIVE-SHORT-FLOAT}% + \index{LEAST-POSITIVE-NORMALIZED-SHORT-FLOAT}% + \index{LEAST-POSITIVE-SINGLE-FLOAT}% + \index{LEAST-POSITIVE-NORMALIZED-SINGLE-FLOAT}% + \index{LEAST-POSITIVE-DOUBLE-FLOAT}% + \index{LEAST-POSITIVE-NORMALIZED-DOUBLE-FLOAT}% + \index{LEAST-POSITIVE-LONG-FLOAT}% + \index{LEAST-POSITIVE-NORMALIZED-LONG-FLOAT}% + Available numbers closest to $-0$ or $+0$, respectively. } \IT{\arrGOO{\CNS{MOST-NEGATIVE}\\ @@ -501,29 +501,29 @@ two's complement representation. \kwd{LONG-FLOAT}\\ \kwd{FIXNUM}}{.}} { - \index{MOST-NEGATIVE-DOUBLE-FLOAT}% - \index{MOST-NEGATIVE-LONG-FLOAT}% - \index{MOST-NEGATIVE-SHORT-FLOAT}% - \index{MOST-NEGATIVE-SINGLE-FLOAT}% - \index{MOST-NEGATIVE-FIXNUM}% - \index{MOST-POSITIVE-DOUBLE-FLOAT}% - \index{MOST-POSITIVE-LONG-FLOAT}% - \index{MOST-POSITIVE-SHORT-FLOAT}% - \index{MOST-POSITIVE-SINGLE-FLOAT}% - \index{MOST-POSITIVE-FIXNUM}% - Available numbers closest to $-\infty$ or $+\infty$, respectively. + \index{MOST-NEGATIVE-DOUBLE-FLOAT}% + \index{MOST-NEGATIVE-LONG-FLOAT}% + \index{MOST-NEGATIVE-SHORT-FLOAT}% + \index{MOST-NEGATIVE-SINGLE-FLOAT}% + \index{MOST-NEGATIVE-FIXNUM}% + \index{MOST-POSITIVE-DOUBLE-FLOAT}% + \index{MOST-POSITIVE-LONG-FLOAT}% + \index{MOST-POSITIVE-SHORT-FLOAT}% + \index{MOST-POSITIVE-SINGLE-FLOAT}% + \index{MOST-POSITIVE-FIXNUM}% + Available numbers closest to $-\infty$ or $+\infty$, respectively. } \IT{\arrGOO{(\FU*{DECODE-FLOAT} \VAR{ n})\\ (\FU*{INTEGER-DECODE-FLOAT} \VAR{ n})}{.}} { - Return \retval{significand}, \retvalii{exponent}, and - \retvaliii{sign} of \kwd{float} \VAR{n}. + Return \retval{significand}, \retvalii{exponent}, and + \retvaliii{sign} of \kwd{float} \VAR{n}. } - \IT{(\FU*{SCALE-FLOAT} \VAR{n} \Op{\VAR{i}})} + \IT{(\FU*{SCALE-FLOAT} \VAR{n} \VAR{i})} { - With \VAR{n}'s radix $b$, return $n b^{i}$. + With \VAR{n}'s radix $b$, return $n b^{i}$. } \IT{\arrGOO{ @@ -531,8 +531,8 @@ two's complement representation. (\FU*{FLOAT-DIGITS} \VAR{ n})\\ (\FU*{FLOAT-PRECISION} \VAR{ n})}{.}} { - \retval{Radix}, \retval{number of digits} in that radix, or - \retval{precision} in that radix, respectively, of float \VAR{n}. + \retval{Radix}, \retval{number of digits} in that radix, or + \retval{precision} in that radix, respectively, of float \VAR{n}. } \IT{(\FU*{UPGRADED-COMPLEX-PART-TYPE} \VAR{foo} \Op{\VAR{environment}\DF{\NIL}})} diff --git a/clqr.tex b/clqr.tex index 3ddfe4f..c8d2fe4 100644 --- a/clqr.tex +++ b/clqr.tex @@ -78,7 +78,7 @@ pdfsubject=\SUBJECT,pdfkeywords=\KEYWORDS]% \kern-1\ht\strutbox\rule{\linewidth}{.25pt}% }% }{% - \@hangfrom{\hskip #2#3}{#4}}}}% + \@hangfrom{\hskip #2#3}{#4}}}}% } \makeatother % @@ -253,7 +253,7 @@ pdfsubject=\SUBJECT,pdfkeywords=\KEYWORDS]% Permission is granted to copy, distribute and/or modify this document under the terms of the GNU Free Documentation License, Version 1.2; with no Invariant Sections, no Front-Cover Texts and - no Back-Cover Texts.\hfill + no Back-Cover Texts.\\ \href{http://www.gnu.org/licenses/fdl.html}{http://www.gnu.org/licenses/fdl.html}\\ \vspace{-1mm} \hrule -- 2.11.4.GIT