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authorManuel Pégourié-Gonnard <mpg@elzevir.fr>2011-08-03 12:55:27 +0000
committerManuel Pégourié-Gonnard <mpg@elzevir.fr>2011-08-03 12:55:27 +0000
commit0ced21a6c54bfc99eca885af57eac277a614e3e4 (patch)
treee13b41d7d973404b75ac859d6c3cf2d012adbe5f /Master/texmf-dist/source/latex/curve2e
parent298cca5eaec40c6b2602c040ad937ca8ac7fa935 (diff)
curve2e 2011/07/28 v.1.3
git-svn-id: svn://tug.org/texlive/trunk@23372 c570f23f-e606-0410-a88d-b1316a301751
Diffstat (limited to 'Master/texmf-dist/source/latex/curve2e')
-rw-r--r--Master/texmf-dist/source/latex/curve2e/curve2e.dtx36
1 files changed, 18 insertions, 18 deletions
diff --git a/Master/texmf-dist/source/latex/curve2e/curve2e.dtx b/Master/texmf-dist/source/latex/curve2e/curve2e.dtx
index 91d53920373..1a6ab647d6d 100644
--- a/Master/texmf-dist/source/latex/curve2e/curve2e.dtx
+++ b/Master/texmf-dist/source/latex/curve2e/curve2e.dtx
@@ -14,7 +14,7 @@
\endpreamble
\postamble
-Copyright 2005-2010 Claudio Beccari
+Copyright 2005-2011 Claudio Beccari
Distributable under the LaTeX Project Public License,
version 1.3c or higher (your choice). The latest version of
@@ -37,7 +37,7 @@ and the derived files curve2e.sty and curve2e.pdf.
%
%%
%% File `curve2e.dtx'.
-%% Copyright (C) 2005--2010 Claudio Beccari all rights reserved.
+%% Copyright (C) 2005--2011 Claudio Beccari all rights reserved.
%%
% What follows is the usual trick that is not typeset in the documentation
% dvi file that is produced by LaTeX. It is used to define the date, the version
@@ -57,7 +57,7 @@ and the derived files curve2e.sty and curve2e.pdf.
%</driver>
%<+package>\ProvidesPackage{curve2e}%
%<*package>
- [2010/11/08 v.1.30 Extension package for pict2e]
+ [2011/07/28 v.1.31 Extension package for pict2e]
%</package>
%<*driver>
\documentclass{ltxdoc}
@@ -105,7 +105,7 @@ and the derived files curve2e.sty and curve2e.pdf.
% beginnings in 1994. The dummy package was just issuing an info message that
% simply announced the temporary unavailability of the real package.
%
-% Eventually Gäßlein and Niepraschk implemented what Lamport himself had already
+% Eventually G��lein and Niepraschk implemented what Lamport himself had already
% documented in the second edition of his \LaTeX\ handbook, that is a \LaTeX\
% package that contained the macros capable of removing all the limitations
% contained in the standard commands of the original \texttt{picture}
@@ -190,7 +190,7 @@ and the derived files curve2e.sty and curve2e.pdf.
% \item two new macros are defined in order to draw circular arcs with one
% arrow at one or both ends;
% \item a new macro |\Curve| is defined so as to draw arbitrary curved lines
-% by means of third order Bézier splines; the |\Curve| macro requires only the
+% by means of third order B�zier splines; the |\Curve| macro requires only the
% curve nodes and the direction of the tangents at each node.
% \end{enumerate}
%
@@ -208,7 +208,7 @@ and the derived files curve2e.sty and curve2e.pdf.
% \texttt{pict2e} package or even become a part of it.
%
% For this reason I suppose that every enhancement should be submitted to
-% Gäßlein and Niepraschk who are the prime maintainers of \texttt{pict2e};
+% G��lein and Niepraschk who are the prime maintainers of \texttt{pict2e};
% they only can decide whether or not to incorporate new macros in their package.
%
% \section{Summary of modifications and new commands}
@@ -451,7 +451,7 @@ and the derived files curve2e.sty and curve2e.pdf.
% \end{itemize}}
%
% \item General curves can be drawn with the |pict2e| macro |\curve| but it requires
-% the specification of the Bézier third order spline control points; sometimes it's
+% the specification of the B�zier third order spline control points; sometimes it's
% better to be very specific with the control points and there is no other means to
% do a decent graph; sometimes the curves to be drawn are not so tricky and a
% general set of macros can be defined so as to compute the control points, while
@@ -516,15 +516,15 @@ and the derived files curve2e.sty and curve2e.pdf.
% curves of various kinds. |PSTricks| and |tikz/pgf| are the most powerful ones. But
% there are also the package |curves| that is intended to draw almost anything by
% using little dots or other symbols partially superimposed to one another. It used
-% only quadratic Bézier curves and the curve tracing is eased by specifying only the
+% only quadratic B�zier curves and the curve tracing is eased by specifying only the
% curve nodes, without specifying the control nodes; with a suitable option to the
% package call it is possible to reduce the memory usage by using short straight
% segments drawn with the PostScript facilities offered by the |dvips| driver.
%
% Another package |ebezier| performs about the same as |curve2e| but draws its
-% Bézier curves by using little dots partially superimposed to one another. The
+% B�zier curves by using little dots partially superimposed to one another. The
% documentation is quite interesting but since it explains very clearly what exactly
-% are the Bézier splines, it appears that |ebezier| should be used only for dvi
+% are the B�zier splines, it appears that |ebezier| should be used only for dvi
% output without recourse to PostScript machinery.
%
% \section{Acknowledgements}
@@ -549,7 +549,7 @@ and the derived files curve2e.sty and curve2e.pdf.
%
% \StopEventually{%
% \begin{thebibliography}{9}
-% \bibitem{pict2e} Gäßlein H., Niepraschk R., and Tkadlec J.
+% \bibitem{pict2e} G��lein H., Niepraschk R., and Tkadlec J.
% \emph{The \texttt{pict2e}
% package}, 2009, PDF document attached to the ``new'' \texttt{pict2e} bundle; the
% bundle may be downloaded from any CTAN archive or one of their mirrors.
@@ -575,7 +575,7 @@ and the derived files curve2e.sty and curve2e.pdf.
\or %Postscript
\providecommand\roundcap{\special{ps:: 1 setlinecap}}%
\providecommand\squarecap{\special{ps:: 0 setlinecap}}%
- \newcommand\roundjoin{\special{ps:: 1 setlinejoin}}%
+ \providecommand\roundjoin{\special{ps:: 1 setlinejoin}}%
\providecommand\beveljoin{\special{ps:: 2 setlinejoin}}%
\providecommand\miterjoin{\special{ps:: 0 setlinejoin}}%
\or %pdf
@@ -1329,7 +1329,7 @@ and the derived files curve2e.sty and curve2e.pdf.
% starting point; clockwise if it's negative.
%
% It's necessary to determine the end point and the control points of the
-% Bézier spline(s) that make up the circular arc.
+% B�zier spline(s) that make up the circular arc.
%
% The end point is obtained from the rotation of the starting point around the
% center; but the \texttt{pict2e} command |\pIIe@rotate| is such that the
@@ -1632,7 +1632,7 @@ and the derived files curve2e.sty and curve2e.pdf.
% \end{macrocode}
% If the remaining aperture is not zero it continues tracing the rest of the arc.
% Here we need the extrema of the arc and the coordinates of the control points
-% of the Bézier cubic spline that traces the arc. The control points lay on the
+% of the B�zier cubic spline that traces the arc. The control points lay on the
% perpendicular to the vectors that join the arc center to the starting
% and end points respectively. Their distance $K$ from the adjacent nodes is
% determined with the formula
@@ -1838,7 +1838,7 @@ and the derived files curve2e.sty and curve2e.pdf.
% \subsection{General curves}
% Now we define a macro for tracing a general, not necessarily circular arc.
% This macro resorts to a general triplet of macros with which it is possible
-% to draw almost anything. It traces a single Bézier spline from a first point
+% to draw almost anything. It traces a single B�zier spline from a first point
% where the tangent direction is specified to a second point where again it is
% specified the tangent direction. Actually this is a special (possibly useless)
% case where the general |\curve| macro could do the same or a better job. In
@@ -1856,10 +1856,10 @@ and the derived files curve2e.sty and curve2e.pdf.
% The first macro initializes the drawing and the third one strokes it; the
% real work is done by the second macro. The first macro initializes the
% drawing but also memorizes the starting direction; the second macro traces
-% the current Bézier arc reaching the destination point with the specified
+% the current B�zier arc reaching the destination point with the specified
% direction, but memorizes this direction as the one with which to start the
% next arc. The overall curve is then always smooth because the various
-% Bézier arcs join with continuous tangents. If a cusp is desired it is
+% B�zier arcs join with continuous tangents. If a cusp is desired it is
% necessary to change the memorized direction at the end of the arc before the
% cusp and before the start of the next arc; this is better than stroking the
% curve before the cusp and then starting another curve, because the curve
@@ -2089,7 +2089,7 @@ and the derived files curve2e.sty and curve2e.pdf.
{\@XCPuno\unitlength}{\@YCPuno\unitlength}%
{\@XPuno\unitlength}{\@YPuno\unitlength}%
% \end{macrocode}
-% It does not have to stroke the curve because other Bézier splines might still
+% It does not have to stroke the curve because other B�zier splines might still
% be added to the path. On the opposite it memorizes the final point as the
% initial point of the next spline
% \begin{macrocode}