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authorKarl Berry <karl@freefriends.org>2009-12-31 01:44:07 +0000
committerKarl Berry <karl@freefriends.org>2009-12-31 01:44:07 +0000
commit35a5ddb9c4a7ab6239bc84741df4cbd8cf8e2ac9 (patch)
treea3f908782043bf1e8a2cd3e385c695589756573e /Master/texmf-dist/doc/latex
parentf84374dfd46b282099b639296e3b952f4d52746f (diff)
dcpic update (27dec09)
git-svn-id: svn://tug.org/texlive/trunk@16547 c570f23f-e606-0410-a88d-b1316a301751
Diffstat (limited to 'Master/texmf-dist/doc/latex')
-rw-r--r--Master/texmf-dist/doc/latex/dcpic/README9
-rw-r--r--Master/texmf-dist/doc/latex/dcpic/README.TEXLIVE7
-rw-r--r--Master/texmf-dist/doc/latex/dcpic/examples.tex754
-rw-r--r--Master/texmf-dist/doc/latex/dcpic/gpl.txt340
4 files changed, 0 insertions, 1110 deletions
diff --git a/Master/texmf-dist/doc/latex/dcpic/README b/Master/texmf-dist/doc/latex/dcpic/README
deleted file mode 100644
index 34e8945af01..00000000000
--- a/Master/texmf-dist/doc/latex/dcpic/README
+++ /dev/null
@@ -1,9 +0,0 @@
-DCpic is a package of TeX macros for graph modeling (e.g.
-commutative diagrams) in a (La)TeX or ConTeXt document.
-Its distinguishing features are: the use of PiCTeX a
-powerful graphical engine, and a simple specification
-syntax. A graph is described in terms of its objects and
-its edges. The objects are textual elements and the edges
-can have various straight or curved forms.
-
-It is under the LaTeX Project Public License \ No newline at end of file
diff --git a/Master/texmf-dist/doc/latex/dcpic/README.TEXLIVE b/Master/texmf-dist/doc/latex/dcpic/README.TEXLIVE
deleted file mode 100644
index 54936b3ccf1..00000000000
--- a/Master/texmf-dist/doc/latex/dcpic/README.TEXLIVE
+++ /dev/null
@@ -1,7 +0,0 @@
-The following files have been removed in the TeX Live installation of
-the current package, typically due to duplication, lack of space, or
-missing source code. You can find these files on CTAN. If questions or
-concerns, email tex-live.org.
-
- manPT_dcpic.pdf
- man_dcpic.pdf
diff --git a/Master/texmf-dist/doc/latex/dcpic/examples.tex b/Master/texmf-dist/doc/latex/dcpic/examples.tex
deleted file mode 100644
index a24dcbb5ee1..00000000000
--- a/Master/texmf-dist/doc/latex/dcpic/examples.tex
+++ /dev/null
@@ -1,754 +0,0 @@
-% $Id: examples.tex,v 1.3 2007/12/13 17:20:09 pedro Exp pedro $
-\documentclass[a4paper]{article}
-\usepackage{pictexwd,dcpic}
-\usepackage{rcs}
-
-
-\voffset=-2cm
-\hoffset=-1cm
-\addtolength{\textwidth}{2cm}
-\addtolength{\textheight}{4cm}
-
-\newcommand{\barraA}{\vrule height2em width0em depth0em}
-\newcommand{\barraB}{\vrule height1.6em width0em depth0em}
-
-
-
-
-\begin{document}
-\RCS $Revision: 1.3 $
-
-\begin{center}
- DCpic - Examples (Version \RCSRevision)
-\end{center}
-
-
-\paragraph{Commutative Diagrams --- Curved arrows.}
-
-A rectangular curve with rounded corners is easy to specify and should
-cater for most needs. With this in mind we give the following tip to
-the user: to specify a rectangular, with rounded corners, curve we
-choose the points which give us the {\em expanded chess-horse
- movement}, that is, $(x,y)$, $(x\pm4,y\mp1)$, $(x\mp1,y\pm4)$, or
-$(x,y)$,$(x\pm1,y\mp4)$, $(x\mp4,y\pm1)$, those sets of points will give us
-the four corners of the rectangle; to form the whole line it is only
-necessary to add an odd number of points joining the two (or more)
-corners.
-
-{\footnotesize
-\begin{verbatim}
-\begindc{\commdiag}[2]
-\cmor((10,20)(6,21)(5,25)) \pup(5,15){$x$}
-\enddc
-\end{verbatim}
-}
-
-$$
-\begindc{\commdiag}[3]
-\cmor((10,20)(6,21)(5,25)) \pup(5,15){$x$}
-\enddc
-$$
-
-{\footnotesize
-\begin{verbatim}
-\begindc{\commdiag}[3]
-\obj(10,15){$A$}
-\obj(40,15)[Al]{$A$}
-\obj(25,15){$B$}
-\mor{$A$}{$B$}{$f$}
-\mor{$B$}{Al}{$g$}
-\cmor((10,11)(11,7)(15,6)(25,6)(35,6)(39,7)(40,11)) \pup(25,3){$id_A$}
-\enddc
-\end{verbatim}
-}
-
-$$
-\begindc{\commdiag}[3]
-\obj(10,15){$A$}
-\obj(40,15)[Al]{$A$}
-\obj(25,15){$B$}
-\mor{$A$}{$B$}{$f$}
-\mor{$B$}{Al}{$g$}
-\cmor((10,11)(11,7)(15,6)(25,6)(35,6)(39,7)(40,11)) \pup(25,3){$id_A$}
-\enddc
-$$
-
-{\footnotesize
-\begin{verbatim}
-\begindc{\commdiag}[3]
-\obj(14,11){$A$}
-\obj(39,11){$B$}
-\mor(14,12)(39,12){$f$}
-\mor(39,10)(14,10){$g$}
-\cmor((10,10)(6,11)(5,15)(6,19)(10,20)(14,19)(15,15)) \pdown(2,20){$id_A$}
-\cmor((40,7)(41,3)(45,2)(49,3)(50,7)(49,11)(45,12)) \pleft(54,3){$id_B$}
-\enddc
-\end{verbatim}
-}
-
-$$
-\begindc{\commdiag}[3]
-\obj(14,11){$A$}
-\obj(39,11){$B$}
-\mor(14,12)(39,12){$f$}
-\mor(39,10)(14,10){$g$}
-\cmor((10,10)(6,11)(5,15)(6,19)(10,20)(14,19)(15,15)) \pdown(2,20){$id_A$}
-\cmor((40,7)(41,3)(45,2)(49,3)(50,7)(49,11)(45,12)) \pleft(54,3){$id_B$}
-\enddc
-$$
-
-
-{\footnotesize
-\begin{verbatim}
-\begindc{\commdiag}[3]
-\obj(10,18){$A$}
-\obj(40,18){$B$}
-\cmor((10,20)(15,25)(20,20)(25,15)(30,20)(35,25)(40,20))
-\pdown(25,12){$f$}[2]
-\cmor((10,15)(15,10)(20,15)(25,20)(30,15)(35,10)(40,15))
-\pup(25,22){$g$}[2]
-\enddc
-\end{verbatim}
-}
-
-$$
-\begindc{\commdiag}[3]
-\obj(10,18){$A$}
-\obj(40,18){$B$}
-\cmor((10,20)(15,25)(20,20)(25,15)(30,20)(35,25)(40,20))
-\pdown(25,12){$f$}[2]
-\cmor((10,15)(15,10)(20,15)(25,20)(30,15)(35,10)(40,15))
-\pup(25,22){$g$}[2]
-\enddc
-$$
-
-
-\vfill
-\pagebreak
-
-
-\paragraph{Commutative Diagrams --- Size Adjusting.} With the new
-version (v4.0) two new features are introduced, relative specification
-{\tt $\backslash$mor\{objA\}\{objB\}} instead of {\tt $\backslash$mor(1,3)(4,5)}, and the arrows now
-automatically adjust their size to the object's box size.
-
-
-
-{\scriptsize
-\begin{verbatim}
-\begindc{\commdiag}
-\obj(1,3)[objSum]{$\displaystyle \sum_{k=2}^n \left\lfloor\frac{\phi(k)}{k-1}\right\rfloor}$}
-\obj(4,5)[objB]{$B$}
-\obj(4,3)[objA]{$A$}
-\obj(4,1)[objBp]{$B$}
-\mor{objSum}{objB}{$f$}
-\mor{objB}{objA}{$g$}
-\mor{objSum}{objA}{$f\circ g$}[\atright,\solidarrow]
-\mor{objSum}{objBp}{$f$}[\atright,\solidarrow]
-\mor{objA}{objBp}{$g$}[\atright,\solidarrow]
-\enddc
-\end{verbatim}
-}
-
-$$
-\begindc{\commdiag}
-\obj(1,3)[objSum]{$\displaystyle \sum_{k=2}^n \left\lfloor\frac{\phi(k)}{k-1}\right\rfloor$}
-\obj(4,5)[objB]{$B$}
-\obj(4,3)[objA]{$A$}
-\obj(4,1)[objBp]{$B$}
-\mor{objSum}{objB}{$f$}
-\mor{objB}{objA}{$g$}
-\mor{objSum}{objA}{$f\circ g$}[\atright,\solidarrow]
-\mor{objSum}{objBp}{$f$}[\atright,\solidarrow]
-\mor{objA}{objBp}{$g$}[\atright,\solidarrow]
-\enddc
-$$
-
-
-{\scriptsize
-\begin{verbatim}
-\begindc{\commdiag}
-\obj(10,10)[A]{$OOOOOO$}\obj(15,10)[Aa]{$XXXX$}\obj(14,11)[Ab]{$XXXX$}
-\obj(13,12)[Ac]{$XXXX$}\obj(12,13)[Ad]{$XXXX$}\obj(11,14)[Ae]{$XXXX$}
-\obj(10,15)[Af]{$XXXX$}\obj(9,14)[Ag]{$BBBB$}\obj(8,13)[Ah]{$XXXX$}
-\obj(7,12)[Ai]{$XXXX$}\obj(6,11)[Aj]{$XXXX$}\obj(5,10)[Ak]{$XXXX$}
-\obj(6,9)[Al]{$XXXX$}\obj(7,8)[Am]{$XXXX$}\obj(8,7)[An]{$BBBB$}
-\obj(9,6)[Ao]{$CCCC$}\obj(10,5)[Ap]{$DDDD$}\obj(11,6)[Aq]{$EEEE$}
-\obj(12,7)[Ar]{$EEEE$}\obj(13,8)[As]{$EEEE$}\obj(14,9)[At]{$EEEE$}
-\mor{A}{Aa}{$a1$}\mor{A}{Ab}{$a2$}\mor{A}{Ac}{$a3$}\mor{A}{Ad}{$a4$}
-\mor{A}{Ae}{$a5$}\mor{A}{Af}{$a6$}\mor{A}{Ag}{$a7$}\mor{A}{Ah}{$a8$}
-\mor{A}{Ai}{$a9$}\mor{A}{Aj}{$a10$}\mor{A}{Ak}{$a11$}\mor{A}{Al}{$a12$}
-\mor{A}{Am}{$a13$}\mor{A}{An}{$a14$}\mor{A}{Ao}{$a15$}\mor{A}{Ap}{$a16$}
-\mor{A}{Aq}{$a17$}\mor{A}{Ar}{$a18$}\mor{A}{As}{$a19$}\mor{A}{At}{$a20$}
-\enddc
-\end{verbatim}
-}
-
-$$
-\begindc{\commdiag}[29]
-\obj(10,10)[A]{$OOOOOO$}\obj(15,10)[Aa]{$XXXX$}\obj(14,11)[Ab]{$XXXX$}
-\obj(13,12)[Ac]{$XXXX$}\obj(12,13)[Ad]{$XXXX$}\obj(11,14)[Ae]{$XXXX$}
-\obj(10,15)[Af]{$XXXX$}\obj(9,14)[Ag]{$BBBB$}\obj(8,13)[Ah]{$XXXX$}
-\obj(7,12)[Ai]{$XXXX$}\obj(6,11)[Aj]{$XXXX$}\obj(5,10)[Ak]{$XXXX$}
-\obj(6,9)[Al]{$XXXX$}\obj(7,8)[Am]{$XXXX$}\obj(8,7)[An]{$BBBB$}
-\obj(9,6)[Ao]{$CCCC$}\obj(10,5)[Ap]{$DDDD$}\obj(11,6)[Aq]{$EEEE$}
-\obj(12,7)[Ar]{$EEEE$}\obj(13,8)[As]{$EEEE$}\obj(14,9)[At]{$EEEE$}
-\mor{A}{Aa}{$a1$}\mor{A}{Ab}{$a2$}\mor{A}{Ac}{$a3$}\mor{A}{Ad}{$a4$}
-\mor{A}{Ae}{$a5$}\mor{A}{Af}{$a6$}\mor{A}{Ag}{$a7$}\mor{A}{Ah}{$a8$}
-\mor{A}{Ai}{$a9$}\mor{A}{Aj}{$a10$}\mor{A}{Ak}{$a11$}\mor{A}{Al}{$a12$}
-\mor{A}{Am}{$a13$}\mor{A}{An}{$a14$}\mor{A}{Ao}{$a15$}\mor{A}{Ap}{$a16$}
-\mor{A}{Aq}{$a17$}\mor{A}{Ar}{$a18$}\mor{A}{As}{$a19$}\mor{A}{At}{$a20$}
-\enddc
-$$
-
-\vfill
-\pagebreak
-
-
-\paragraph{Commutative Diagrams --- A Complex Diagram}
-
-{\scriptsize
-\begin{verbatim}
-\begindc{\commdiag}[35]
-\obj(1,1)[Gr]{$G$}
-\obj(3,1)[Grstar]{$G_{r^*}$}
-\obj(5,1)[H]{$H$}
-\obj(2,2)[SigmaG]{$\Sigma^G$}
-\obj(6,2)[SigmaH]{$\Sigma^H$}
-\obj(1,3)[Lm]{$L_m$}
-\obj(3,3)[Krm]{$K_{r,m}$}
-\obj(5,3)[Rmstar]{$R_{m^*}$}
-\obj(1,5)[L]{$L$}
-\obj(3,5)[Lr]{$L_r$}
-\obj(5,5)[R]{$R$}
-\obj(2,6)[SigmaL]{$\Sigma^L$}
-\obj(6,6)[SigmaR]{$\Sigma^R$}
-\mor{Gr}{SigmaG}{$\lambda^G$}
-\mor{Grstar}{Gr}{$i_5$}[\atleft,\aplicationarrow]
-\mor{Grstar}{H}{$r^*$}[\atright,\solidarrow]
-\mor{H}{SigmaH}{$\lambda^H$}[\atright,\dasharrow]
-\mor{SigmaG}{SigmaH}{$\varphi^{r^*}$}[\atright,\solidarrow]
-\mor{Lm}{Gr}{$m$}[\atright,\solidarrow]
-\mor{Lm}{L}{$i_2$}[\atleft,\aplicationarrow]
-\mor{Krm}{Lm}{$i_3\quad$}[\atright,\aplicationarrow]
-\mor{Krm}{Rmstar}{$r$}
-\mor{Krm}{Lr}{$i_4$}[\atright,\aplicationarrow]
-\mor{Krm}{Grstar}{$m$}
-\mor{Rmstar}{R}{$i_6$}[\atright,\aplicationarrow]
-\mor{Rmstar}{H}{$m^*$}
-\mor{L}{SigmaL}{$\lambda^L$}
-\mor{Lr}{L}{$i_1\quad$}[\atright,\aplicationarrow]
-\mor{Lr}{R}{$r$}
-\mor{R}{SigmaR}{$\lambda^R$}[\atright,\solidarrow]
-\mor{SigmaL}{SigmaG}{$\varphi^m$}[\atright,\solidarrow]
-\mor{SigmaL}{SigmaR}{$\varphi^r$}
-\mor{SigmaR}{SigmaH}{$\varphi^{m^*}$}
-\enddc
-\end{verbatim}
-}
-
-$$
-\begindc{\commdiag}[35]
-\obj(1,1)[Gr]{$G$}
-\obj(3,1)[Grstar]{$G_{r^*}$}
-\obj(5,1)[H]{$H$}
-\obj(2,2)[SigmaG]{$\Sigma^G$}
-\obj(6,2)[SigmaH]{$\Sigma^H$}
-\obj(1,3)[Lm]{$L_m$}
-\obj(3,3)[Krm]{$K_{r,m}$}
-\obj(5,3)[Rmstar]{$R_{m^*}$}
-\obj(1,5)[L]{$L$}
-\obj(3,5)[Lr]{$L_r$}
-\obj(5,5)[R]{$R$}
-\obj(2,6)[SigmaL]{$\Sigma^L$}
-\obj(6,6)[SigmaR]{$\Sigma^R$}
-\mor{Gr}{SigmaG}{$\lambda^G$}
-\mor{Grstar}{Gr}{$i_5$}[\atleft,\aplicationarrow]
-\mor{Grstar}{H}{$r^*$}[\atright,\solidarrow]
-\mor{H}{SigmaH}{$\lambda^H$}[\atright,\dasharrow]
-\mor{SigmaG}{SigmaH}{$\varphi^{r^*}$}[\atright,\solidarrow]
-\mor{Lm}{Gr}{$m$}[\atright,\solidarrow]
-\mor{Lm}{L}{$i_2$}[\atleft,\aplicationarrow]
-\mor{Krm}{Lm}{$i_3\quad$}[\atright,\aplicationarrow]
-\mor{Krm}{Rmstar}{$r$}
-\mor{Krm}{Lr}{$i_4$}[\atright,\aplicationarrow]
-\mor{Krm}{Grstar}{$m$}
-\mor{Rmstar}{R}{$i_6$}[\atright,\aplicationarrow]
-\mor{Rmstar}{H}{$m^*$}
-\mor{L}{SigmaL}{$\lambda^L$}
-\mor{Lr}{L}{$i_1\quad$}[\atright,\aplicationarrow]
-\mor{Lr}{R}{$r$}
-\mor{R}{SigmaR}{$\lambda^R$}[\atright,\solidarrow]
-\mor{SigmaL}{SigmaG}{$\varphi^m$}[\atright,\solidarrow]
-\mor{SigmaL}{SigmaR}{$\varphi^r$}
-\mor{SigmaR}{SigmaH}{$\varphi^{m^*}$}
-\enddc
-$$
-
-\vfill
-\pagebreak
-
-
-\vfill
-\pagebreak
-
-{\scriptsize
-\begin{verbatim}
-\begindc{\commdiag}[4]
-\obj(10,10){$G$}[Gr]
-\obj(30,10){$G_{r^*}$}[Grstar]
-\obj(50,10){$H$}[H]
-\obj(20,20){$\Sigma^G$}[SigmaG]
-\obj(60,20){$\Sigma^H$}[SigmaH]
-\obj(10,30){$L_m$}[Lm]
-\obj(30,30){$K_{r,m}$}[Krm]
-\obj(50,30){$R_{m^*}$}[Rmstar]
-\obj(10,50){$L$}[L]
-\obj(30,50){$L_r$}[Lr]
-\obj(50,50){$R$}[R]
-\obj(20,60){$\Sigma^L$}[SigmaL]
-\obj(60,60){$\Sigma^R$}[SigmaR]
-\mor{Gr}{SigmaG}{$\lambda^G$}
-\mor{Grstar}{Gr}{$i_5$}[\atleft,\aplicationarrow]
-\mor{Grstar}{H}{$r^*$}[\atright,\solidarrow]
-\mor{H}{SigmaH}{$\lambda^H$}[\atright,\dasharrow]
-\mor{SigmaG}{SigmaH}{$\varphi^{r^*}$}[\atright,\solidarrow]
-\mor{Lm}{Gr}{$m$}[\atright,\solidarrow]
-\mor{Lm}{L}{$i_2$}[\atleft,\aplicationarrow]
-\mor{Krm}{Lm}{$i_3\quad$}[\atright,\aplicationarrow]
-\mor{Krm}{Rmstar}{$r$}
-\mor{Krm}{Lr}{$i_4$}[\atright,\aplicationarrow]
-\mor{Krm}{Grstar}{$m$}
-\mor{Rmstar}{R}{$i_6$}[\atright,\aplicationarrow]
-\mor{Rmstar}{H}{$m^*$}
-\mor{L}{SigmaL}{$\lambda^L$}
-\mor{Lr}{L}{$i_1\quad$}[\atright,\aplicationarrow]
-\mor{Lr}{R}{$r$}
-\mor{R}{SigmaR}{$\lambda^R$}[\atright,\solidarrow]
-\mor{SigmaL}{SigmaG}{$\varphi^m$}[\atright,\solidarrow]
-\mor{SigmaL}{SigmaR}{$\varphi^r$}
-\mor{SigmaR}{SigmaH}{$\varphi^{m^*}$}
-\cmor((10,7)(11,3)(15,2)(40,2)(65,2)(69,3)(70,7)(70,10)(70,14)(69,18)(65,19))
-\pleft(75,10){$\varphi^{r^*}\lambda^G$}
-\cmor((10,53)(10,58)(10,63)(11,67)(15,68)(45,68)(65,68)(69,67)(70,63)(70,44)(70,25)(69,21)(65,20))
-\pleft(76,40){$\varphi^{m^*}\varphi^r\lambda^L$}
-\enddc
-\end{verbatim}
-}
-
-$$
-\begindc{\commdiag}[4]
-\obj(10,10)[Gr]{$G$}
-\obj(30,10)[Grstar]{$G_{r^*}$}
-\obj(50,10)[H]{$H$}
-\obj(20,20)[SigmaG]{$\Sigma^G$}
-\obj(60,20)[SigmaH]{$\Sigma^H$}
-\obj(10,30)[Lm]{$L_m$}
-\obj(30,30)[Krm]{$K_{r,m}$}
-\obj(50,30)[Rmstar]{$R_{m^*}$}
-\obj(10,50)[L]{$L$}
-\obj(30,50)[Lr]{$L_r$}
-\obj(50,50)[R]{$R$}
-\obj(20,60)[SigmaL]{$\Sigma^L$}
-\obj(60,60)[SigmaR]{$\Sigma^R$}
-\mor{Gr}{SigmaG}{$\lambda^G$}
-\mor{Grstar}{Gr}{$i_5$}[\atleft,\aplicationarrow]
-\mor{Grstar}{H}{$r^*$}[\atright,\solidarrow]
-\mor{H}{SigmaH}{$\lambda^H$}[\atright,\dasharrow]
-\mor{SigmaG}{SigmaH}{$\varphi^{r^*}$}[\atright,\solidarrow]
-\mor{Lm}{Gr}{$m$}[\atright,\solidarrow]
-\mor{Lm}{L}{$i_2$}[\atleft,\aplicationarrow]
-\mor{Krm}{Lm}{$i_3\quad$}[\atright,\aplicationarrow]
-\mor{Krm}{Rmstar}{$r$}
-\mor{Krm}{Lr}{$i_4$}[\atright,\aplicationarrow]
-\mor{Krm}{Grstar}{$m$}
-\mor{Rmstar}{R}{$i_6$}[\atright,\aplicationarrow]
-\mor{Rmstar}{H}{$m^*$}
-\mor{L}{SigmaL}{$\lambda^L$}
-\mor{Lr}{L}{$i_1\quad$}[\atright,\aplicationarrow]
-\mor{Lr}{R}{$r$}
-\mor{R}{SigmaR}{$\lambda^R$}[\atright,\solidarrow]
-\mor{SigmaL}{SigmaG}{$\varphi^m$}[\atright,\solidarrow]
-\mor{SigmaL}{SigmaR}{$\varphi^r$}
-\mor{SigmaR}{SigmaH}{$\varphi^{m^*}$}
-\cmor((10,7)(11,3)(15,2)(40,2)(65,2)(69,3)(70,7)(70,10)(70,14)(69,18)(65,19))
-\pleft(75,10){$\varphi^{r^*}\lambda^G$}
-\cmor((10,53)(10,58)(10,63)(11,67)(15,68)(45,68)(65,68)(69,67)(70,63)(70,44)(70,25)(69,21)(65,20)) \pleft(76,40){$\varphi^{m^*}\varphi^r\lambda^L$}
-\enddc
-$$
-
-\vfill
-\pagebreak
-
-{\scriptsize
-\begin{verbatim}
-\begindc{\commdiag}[4]
-\obj(10,10)[Gr]{$G$}
-\obj(30,10)[Grstar]{$G_{r^*}$}
-\obj(50,10)[H]{$H$}
-\obj(20,20)[SigmaG]{$\Sigma^G$}
-\obj(60,20)[SigmaH]{$\Sigma^H$}
-\obj(10,30)[Lm]{$L_m$}
-\obj(30,30)[Krm]{$K_{r,m}$}
-\obj(50,30)[Rmstar]{$R_{m^*}$}
-\obj(10,50)[L]{$L$}
-\obj(30,50)[Lr]{$L_r$}
-\obj(50,50)[R]{$R$}
-\obj(20,60)[SigmaL]{$\Sigma^L$}
-\obj(60,60)[SigmaR]{$\Sigma^R$}
-\mor{Gr}{SigmaG}{$\lambda^G$}
-\mor{Grstar}{Gr}{$i_5$}[\atleft,\aplicationarrow]
-\mor{Grstar}{H}{$r^*$}[\atright,\solidarrow]
-\mor{H}{SigmaH}{$\lambda^H$}[\atright,\dasharrow]
-\mor{SigmaG}{SigmaH}{$\varphi^{r^*}$}[\atright,\solidarrow]
-\mor{Lm}{Gr}{$m$}[\atright,\solidarrow]
-\mor{Lm}{L}{$i_2$}[\atleft,\aplicationarrow]
-\mor{Krm}{Lm}{$i_3\quad$}[\atright,\aplicationarrow]
-\mor{Krm}{Rmstar}{$r$}
-\mor{Krm}{Lr}{$i_4$}[\atright,\aplicationarrow]
-\mor{Krm}{Grstar}{$m$}
-\mor{Rmstar}{R}{$i_6$}[\atright,\aplicationarrow]
-\mor{Rmstar}{H}{$m^*$}
-\mor{L}{SigmaL}{$\lambda^L$}
-\mor{Lr}{L}{$i_1\quad$}[\atright,\aplicationarrow]
-\mor{Lr}{R}{$r$}
-\mor{R}{SigmaR}{$\lambda^R$}[\atright,\solidarrow]
-\mor{SigmaL}{SigmaG}{$\varphi^m$}[\atright,\solidarrow]
-\mor{SigmaL}{SigmaR}{$\varphi^r$}
-\mor{SigmaR}{SigmaH}{$\varphi^{m^*}$}
-\cmor((10,7)(11,3)(15,2)(33,2)(53,2)(56,3)(61,8)(66,13)(69,16)(69,18)(65,19))
-\pleft(75,10){$\varphi^{r^*}\lambda^G$}
-\cmor((10,53)(10,54)(10,55)(11,59)(15,64)(19,67)(23,68)(44,68)(65,68)(69,67)(70,63)(70,44)(70,25)(69,21)(65,20))
-\pleft(76,40){$\varphi^{m^*}\varphi^r\lambda^L$}
-\enddc
-\end{verbatim}
-}
-
-$$
-\begindc{\commdiag}[4]
-\obj(10,10)[Gr]{$G$}
-\obj(30,10)[Grstar]{$G_{r^*}$}
-\obj(50,10)[H]{$H$}
-\obj(20,20)[SigmaG]{$\Sigma^G$}
-\obj(60,20)[SigmaH]{$\Sigma^H$}
-\obj(10,30)[Lm]{$L_m$}
-\obj(30,30)[Krm]{$K_{r,m}$}
-\obj(50,30)[Rmstar]{$R_{m^*}$}
-\obj(10,50)[L]{$L$}
-\obj(30,50)[Lr]{$L_r$}
-\obj(50,50)[R]{$R$}
-\obj(20,60)[SigmaL]{$\Sigma^L$}
-\obj(60,60)[SigmaR]{$\Sigma^R$}
-\mor{Gr}{SigmaG}{$\lambda^G$}
-\mor{Grstar}{Gr}{$i_5$}[\atleft,\aplicationarrow]
-\mor{Grstar}{H}{$r^*$}[\atright,\solidarrow]
-\mor{H}{SigmaH}{$\lambda^H$}[\atright,\dasharrow]
-\mor{SigmaG}{SigmaH}{$\varphi^{r^*}$}[\atright,\solidarrow]
-\mor{Lm}{Gr}{$m$}[\atright,\solidarrow]
-\mor{Lm}{L}{$i_2$}[\atleft,\aplicationarrow]
-\mor{Krm}{Lm}{$i_3\quad$}[\atright,\aplicationarrow]
-\mor{Krm}{Rmstar}{$r$}
-\mor{Krm}{Lr}{$i_4$}[\atright,\aplicationarrow]
-\mor{Krm}{Grstar}{$m$}
-\mor{Rmstar}{R}{$i_6$}[\atright,\aplicationarrow]
-\mor{Rmstar}{H}{$m^*$}
-\mor{L}{SigmaL}{$\lambda^L$}
-\mor{Lr}{L}{$i_1\quad$}[\atright,\aplicationarrow]
-\mor{Lr}{R}{$r$}
-\mor{R}{SigmaR}{$\lambda^R$}[\atright,\solidarrow]
-\mor{SigmaL}{SigmaG}{$\varphi^m$}[\atright,\solidarrow]
-\mor{SigmaL}{SigmaR}{$\varphi^r$}
-\mor{SigmaR}{SigmaH}{$\varphi^{m^*}$}
-\cmor((10,7)(11,3)(15,2)(33,2)(53,2)(56,3)(61,8)(66,13)(69,16)(69,18)(65,19))
-\pleft(75,10){$\varphi^{r^*}\lambda^G$}
-\cmor((10,53)(10,54)(10,55)(11,59)(15,64)(19,67)(23,68)(44,68)(65,68)(69,67)(70,63)(70,44)(70,25)(69,21)(65,20))
-\pleft(76,40){$\varphi^{m^*}\varphi^r\lambda^L$}
-\enddc
-$$
-
-\vfill
-\pagebreak
-
-\paragraph{Undirected Graphs --- Magnification factor,} the
-magnification factor gives us the capability of adapting the size of
-the graph to the available space, without having to redesign the
-graph, for example the specification of the next two graphs differs
-only in the magnification factor: 20 for the first; and 16 for the
-second.
-
-\begin{center}
- \begin{tabular}{cc}
- \begindc{\undigraph}[20]
- \obj(1,1)[1]{}
- \obj(3,2)[2]{}
- \obj(5,1)[3]{}
- \obj(3,4)[4]{}
- \mor{1}{2}{}
- \mor{1}{3}{}
- \mor{2}{3}{}
- \mor{4}{1}{}
- \mor{4}{3}{}
- \mor{2}{4}{}
- \enddc &\qquad
- \begindc{\undigraph}[16]
- \obj(1,1)[1]{}
- \obj(3,2)[2]{}
- \obj(5,1)[3]{}
- \obj(3,4)[4]{}
- \mor{1}{2}{}
- \mor{1}{3}{}
- \mor{2}{3}{}
- \mor{4}{1}{}
- \mor{4}{3}{}
- \mor{2}{4}{}
- \enddc
- \end{tabular}
-\end{center}
-
-{\scriptsize
-\begin{verbatim}
- \begindc{\undigraph}[20] \begindc{\undigraph}[16]
- \obj(1,1)[1]{} \obj(1,1)[1]{}
- \obj(3,2)[2]{} \obj(3,2)[2]{}
- \obj(5,1)[3]{} \obj(5,1)[3]{}
- \obj(3,4)[4]{} \obj(3,4)[4]{}
- \mor{1}{2}{} \mor{1}{2}{}
- \mor{1}{3}{} \mor{1}{3}{}
- \mor{2}{3}{} \mor{2}{3}{}
- \mor{4}{1}{} \mor{4}{1}{}
- \mor{4}{3}{} \mor{4}{3}{}
- \mor{2}{4}{} \mor{2}{4}{}
- \enddc \enddc
-\end{verbatim}}
-
-\paragraph{Undirected Graphs --- ``Around the World''}
-
-$$
-\begindc{\undigraph}[7]
-\obj(6,4){18}[\south]
-\obj(18,4){17}[\south]
-\obj(8,7){11}[\west]
-\obj(12,8){12}[\south]
-\obj(16,7){13}[\east]
-\obj(8,11){10}[\west]
-\obj(10,12){6}[\northwest]
-\obj(12,10){5}
-\obj(14,12){4}[\northeast]
-\obj(16,11){14}[\east]
-\obj(2,16){19}
-\obj(6,15){9}
-\obj(9,16){8}
-\obj(11,14){7}
-\obj(13,14){3}
-\obj(15,16){2}
-\obj(18,15){15}
-\obj(22,16){16}
-\obj(12,19){1}[\northeast]
-\obj(12,22){20}
-\mor{18}{17}{}\mor{18}{11}{}\mor{18}{19}{}
-\mor{11}{12}{}\mor{11}{10}{}\mor{12}{13}{}
-\mor{12}{5}{}\mor{10}{6}{}\mor{10}{9}{}
-\mor{5}{6}{}\mor{5}{4}{}\mor{13}{17}{}
-\mor{13}{14}{}\mor{9}{19}{}\mor{9}{8}{}
-\mor{6}{7}{}\mor{4}{3}{}\mor{4}{14}{}
-\mor{19}{20}{}\mor{8}{1}{}\mor{8}{7}{}
-\mor{7}{3}{}\mor{3}{2}{}\mor{2}{1}{}
-\mor{2}{15}{}\mor{14}{15}{}\mor{17}{16}{}
-\mor{16}{20}{}\mor{1}{20}{}\mor{15}{16}{}
-\enddc
-$$
-{\scriptsize
-\begin{verbatim}
-\begindc{\undigraph}[7]
-\obj(6,4){18}[\south]
-\obj(18,4){17}[\south]
-\obj(8,7){11}[\west]
-\obj(12,8){12}[\south]
-\obj(16,7){13}[\east]
-\obj(8,11){10}[\west]
-\obj(10,12){6}[\northwest]
-\obj(12,10){5}
-\obj(14,12){4}[\northeast]
-\obj(16,11){14}[\east]
-\obj(2,16){19}
-\obj(6,15){9}
-\obj(9,16){8}
-\obj(11,14){7}
-\obj(13,14){3}
-\obj(15,16){2}
-\obj(18,15){15}
-\obj(22,16){16}
-\obj(12,19){1}[\northeast]
-\obj(12,22){20}
-\mor{18}{17}{}\mor{18}{11}{}\mor{18}{19}{}
-\mor{11}{12}{}\mor{11}{10}{}\mor{12}{13}{}
-\mor{12}{5}{}\mor{10}{6}{}\mor{10}{9}{}
-\mor{5}{6}{}\mor{5}{4}{}\mor{13}{17}{}
-\mor{13}{14}{}\mor{9}{19}{}\mor{9}{8}{}
-\mor{6}{7}{}\mor{4}{3}{}\mor{4}{14}{}
-\mor{19}{20}{}\mor{8}{1}{}\mor{8}{7}{}
-\mor{7}{3}{}\mor{3}{2}{}\mor{2}{1}{}
-\mor{2}{15}{}\mor{14}{15}{}\mor{17}{16}{}
-\mor{16}{20}{}\mor{1}{20}{}\mor{15}{16}{}
-\enddc
-\end{verbatim}}
-
-\vfill
-\pagebreak
-
-
-\paragraph{Directed Graphs}
-
-$$
-\begindc{\digraph}[25]
-\obj(1,5){A}[\west]
-\obj(1,3){B}[\west]
-\obj(1,1){C}[\west]
-\obj(5,5){E}[\east]
-\obj(5,3){F}[\east]
-\obj(5,1){G}[\east]
-\mor{A}{E}{5}
-\mor{A}{F}{3}
-\mor{B}{F}{6}[\atright,\solidarrow]
-\mor{C}{E}{1}
-\mor{C}{F}{5}
-\mor{C}{G}{7}
-\enddc
-$$
-
-
-{\scriptsize
-\begin{verbatim}
-\begindc{\digraph}[25]
-\obj(1,5){A}[\west]
-\obj(1,3){B}[\west]
-\obj(1,1){C}[\west]
-\obj(5,5){E}[\east]
-\obj(5,3){F}[\east]
-\obj(5,1){G}[\east]
-\mor{A}{E}{5}
-\mor{A}{F}{3}
-\mor{B}{F}{6}[\atright,\solidarrow]
-\mor{C}{E}{1}
-\mor{C}{F}{5}
-\mor{C}{G}{7}
-\enddc
-\end{verbatim}
-}
-
-\paragraph{Circled Directed Graphs}
-
-$$
-\begindc{\cdigraph}[20]
-\obj(6,6){18}[1]
-\obj(12,6){17}[1]
-\mor{18}{17}{}
-\enddc
-$$
-
-{\scriptsize
-\begin{verbatim}
-\begindc{\cdigraph}[20]
-\obj(6,6){18}[1]
-\obj(12,6){17}[1]
-\mor{18}{17}{}
-\enddc
-\end{verbatim}
-}
-
-\paragraph{Circled Undirected Graphs}
-
-Some fine adjustment is nedeeded in some lines.
-
-$$\small
-\begindc{\cundigraph}[11]
-\obj(6,4){18}[\south]\obj(18,4){17}[\south]
-\obj(8,7){11}[\west]\obj(12,8){12}[\south]
-\obj(16,7){13}[\east]\obj(8,11){10}[\west]
-\obj(10,12)[6]{6}[\south]\obj(12,10)[5]{5}[\east]
-\obj(14,12){4}[\northeast]\obj(16,11){14}[\east]
-\obj(2,16){19}[\west]\obj(6,15){9}
-\obj(9,16){8}\obj(11,14){7}[\west]
-\obj(13,14){3}\obj(15,16){2}
-\obj(18,15){15}\obj(22,16){16}[\east]
-\obj(12,19){1}[\west]\obj(12,22){20}[\north]
-\mor{18}{17}[7,7]{}\mor{18}{11}{}\mor{18}{19}{}\mor{11}{12}{}
-\mor{11}{10}{}\mor{12}{13}{}\mor{12}{5}{}\mor{10}{6}{}
-\mor{10}{9}{}\mor{5}{6}{}\mor{5}{4}{}\mor{13}{17}[8,6]{}
-\mor{13}{14}{}\mor{9}{19}{}\mor{9}{8}{}\mor{6}{7}{}
-\mor{4}{3}{}\mor{4}{14}{}\mor{19}{20}{}\mor{8}{1}{}
-\mor{8}{7}{}\mor{7}{3}{}\mor{3}{2}{}\mor{2}{1}{}
-\mor{2}{15}{}\mor{14}{15}{}\mor{17}{16}{}\mor{16}{20}{}
-\mor{1}{20}{}\mor{15}{16}{}
-\enddc
-$$
-
-{\scriptsize
-\begin{verbatim}
-\begindc{\cundigraph}[13]
-\obj(6,4){18}[\south]\obj(18,4){17}[\south]
-\obj(8,7){11}[\west]\obj(12,8){12}[\south]
-\obj(16,7){13}[\east]\obj(8,11){10}[\west]
-\obj(10,12)[6]{6}[\south]\obj(12,10)[5]{5}[\east]
-\obj(14,12){4}[\northeast]\obj(16,11){14}[\east]
-\obj(2,16){19}[\west]\obj(6,15){9}
-\obj(9,16){8}\obj(11,14){7}[\west]
-\obj(13,14){3}\obj(15,16){2}
-\obj(18,15){15}\obj(22,16){16}[\east]
-\obj(12,19){1}[\west]\obj(12,22){20}[\north]
-\mor{18}{17}[7,7]{}\mor{18}{11}{}\mor{18}{19}{}\mor{11}{12}{}
-\mor{11}{10}{}\mor{12}{13}{}\mor{12}{5}{}\mor{10}{6}{}
-\mor{10}{9}{}\mor{5}{6}{}\mor{5}{4}{}\mor{13}{17}[8,6]{}
-\mor{13}{14}{}\mor{9}{19}{}\mor{9}{8}{}\mor{6}{7}{}
-\mor{4}{3}{}\mor{4}{14}{}\mor{19}{20}{}\mor{8}{1}{}
-\mor{8}{7}{}\mor{7}{3}{}\mor{3}{2}{}\mor{2}{1}{}
-\mor{2}{15}{}\mor{14}{15}{}\mor{17}{16}{}\mor{16}{20}{}
-\mor{1}{20}{}\mor{15}{16}{}
-\enddc
-\end{verbatim}
-}
-
-\paragraph{New arrows and Lines in v4.1}
-
-\paragraph{Surjective arrow}
-
-
-$$
-\begindc{\commdiag}[3]
-\obj(10,15){$A$}
-\obj(40,15)[Al]{$A$}
-\obj(25,15){$B$}
-\obj(40,5){$A^\prime$}
-\mor{$A$}{$B$}{$f$}[\atleft,\surjectivearrow]
-\mor{$B$}{Al}{$g$}[\atleft,\surjectivearrow]
-\mor{$B$}{$A^\prime$}{$g^\prime$}[\atright,\surjectivearrow]
-\enddc
-$$
-
-\paragraph{Dashed and Dotted lines}
-
-
-$$
-\begindc{\commdiag}[3]
-\obj(10,20){$A$}
-\obj(40,30)[Al]{$A$}
-\obj(25,30){$B$}
-\obj(40,40){$A^\prime$}
-\obj(40,10)[Ald]{$A$}
-\obj(25,10)[Bd]{$B$}
-\obj(40,0)[Apd]{$A^\prime$}
-\mor{$A$}{$B$}{}[\atleft,\dashline]
-\mor{$B$}{Al}{}[\atleft,\dashline]
-\mor{$B$}{$A^\prime$}{}[\atright,\dashline]
-\mor{$A$}{Bd}{}[\atleft,\dotline]
-\mor{Bd}{Ald}{}[\atleft,\dotline]
-\mor{Bd}{Apd}{}[\atright,\dotline]
-\enddc
-$$
-
-\end{document}
-
-%%% Local Variables:
-%%% mode: latex
-%%% TeX-master: t
-%%% End:
diff --git a/Master/texmf-dist/doc/latex/dcpic/gpl.txt b/Master/texmf-dist/doc/latex/dcpic/gpl.txt
deleted file mode 100644
index 486449cc3a4..00000000000
--- a/Master/texmf-dist/doc/latex/dcpic/gpl.txt
+++ /dev/null
@@ -1,340 +0,0 @@
- GNU GENERAL PUBLIC LICENSE
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-REPAIR OR CORRECTION.
-
- 12. IN NO EVENT UNLESS REQUIRED BY APPLICABLE LAW OR AGREED TO IN WRITING
-WILL ANY COPYRIGHT HOLDER, OR ANY OTHER PARTY WHO MAY MODIFY AND/OR
-REDISTRIBUTE THE PROGRAM AS PERMITTED ABOVE, BE LIABLE TO YOU FOR DAMAGES,
-INCLUDING ANY GENERAL, SPECIAL, INCIDENTAL OR CONSEQUENTIAL DAMAGES ARISING
-OUT OF THE USE OR INABILITY TO USE THE PROGRAM (INCLUDING BUT NOT LIMITED
-TO LOSS OF DATA OR DATA BEING RENDERED INACCURATE OR LOSSES SUSTAINED BY
-YOU OR THIRD PARTIES OR A FAILURE OF THE PROGRAM TO OPERATE WITH ANY OTHER
-PROGRAMS), EVEN IF SUCH HOLDER OR OTHER PARTY HAS BEEN ADVISED OF THE
-POSSIBILITY OF SUCH DAMAGES.
-
- END OF TERMS AND CONDITIONS
-
- How to Apply These Terms to Your New Programs
-
- If you develop a new program, and you want it to be of the greatest
-possible use to the public, the best way to achieve this is to make it
-free software which everyone can redistribute and change under these terms.
-
- To do so, attach the following notices to the program. It is safest
-to attach them to the start of each source file to most effectively
-convey the exclusion of warranty; and each file should have at least
-the "copyright" line and a pointer to where the full notice is found.
-
- <one line to give the program's name and a brief idea of what it does.>
- Copyright (C) <year> <name of author>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
-
-Also add information on how to contact you by electronic and paper mail.
-
-If the program is interactive, make it output a short notice like this
-when it starts in an interactive mode:
-
- Gnomovision version 69, Copyright (C) year name of author
- Gnomovision comes with ABSOLUTELY NO WARRANTY; for details type `show w'.
- This is free software, and you are welcome to redistribute it
- under certain conditions; type `show c' for details.
-
-The hypothetical commands `show w' and `show c' should show the appropriate
-parts of the General Public License. Of course, the commands you use may
-be called something other than `show w' and `show c'; they could even be
-mouse-clicks or menu items--whatever suits your program.
-
-You should also get your employer (if you work as a programmer) or your
-school, if any, to sign a "copyright disclaimer" for the program, if
-necessary. Here is a sample; alter the names:
-
- Yoyodyne, Inc., hereby disclaims all copyright interest in the program
- `Gnomovision' (which makes passes at compilers) written by James Hacker.
-
- <signature of Ty Coon>, 1 April 1989
- Ty Coon, President of Vice
-
-This General Public License does not permit incorporating your program into
-proprietary programs. If your program is a subroutine library, you may
-consider it more useful to permit linking proprietary applications with the
-library. If this is what you want to do, use the GNU Library General
-Public License instead of this License.