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authorKarl Berry <karl@freefriends.org>2023-01-24 21:10:39 +0000
committerKarl Berry <karl@freefriends.org>2023-01-24 21:10:39 +0000
commit7817c1ae7ea32b28ffd3874e773b3f4e9d93a3c9 (patch)
tree8299a8007ef0c88188f82b7d230ed4400d1751ca /Master/texmf-dist/doc/latex
parentc6ae2f8f2336c3703c19eb2b49e76bf4c38ef48e (diff)
pagelayout (24jan23)
git-svn-id: svn://tug.org/texlive/trunk@65625 c570f23f-e606-0410-a88d-b1316a301751
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-rw-r--r--Master/texmf-dist/doc/latex/pagelayout/LICENSE416
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diff --git a/Master/texmf-dist/doc/latex/pagelayout/LICENSE b/Master/texmf-dist/doc/latex/pagelayout/LICENSE
new file mode 100644
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+++ b/Master/texmf-dist/doc/latex/pagelayout/LICENSE
@@ -0,0 +1,416 @@
+The LaTeX Project Public License
+=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-
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diff --git a/Master/texmf-dist/doc/latex/pagelayout/README.md b/Master/texmf-dist/doc/latex/pagelayout/README.md
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@@ -0,0 +1,90 @@
+![The pagelayout LaTeX class](banner.svg)
+
+The pagelayout class enables you to layout pages declaratively using simple macros for pages, covers, grids, templates, text, and graphics to create graphic rich, perfectly typeset, and print ready PDFs.
+
+The integration of [Inkscape](https://inkscape.org) allows your to create box shadows. Text shadows and SVG filters are ideas for future releases.
+
+The integration of [ImageMagick](https://imagemagick.org) allows you to configure compression and sharpening for bitmap graphics to export web, print or preview versions of your document. Parallelized image optimization, caching, and a draft mode enable fast PDF creation and a responsive workflow, even for large documents with lots of photos and graphics.
+
+The pagelayout class also integrates the [TikZ](https://www.ctan.org/pkg/pgf) and [tcolorbox](https://www.ctan.org/pkg/tcolorbox) LaTeX packages.
+
+## Quick Start
+
+### Generic Templates
+
+Generic templates are the easiest way to put content on a page. The template name describes the layout. You can arrange [l]andscape, [p]ortrait, [s]quare, [w]ide, [g]olden ratio, g[o]lden upright ratio or [f]lexible placeholders in rows [-]. A valid template name for example is `sg-ff`. Notice you cannot combine flexible with fixed aspect ratio placeholders within a row.
+
+```latex
+\template{ss}{
+ \text{
+ This text fills the first placeholder.
+ }
+}
+```
+
+![Generic template](quickstart-1.svg)
+
+### Custom Templates
+
+You can use the grid to layout content on a page. The grid has rows with cells. You can set width relations between cells and height relations between rows. You can give cells a explicit aspect ratio by adding a `!`.
+
+```latex
+\newtemplate{my template}{
+ \setgrid{
+ {[2]{3!}{2!}}
+ }
+ \placeholder{0 0 1 1}
+}
+
+\template{my template}{}
+```
+
+![Custom template](quickstart-2.svg)
+
+You can set margin and gutter for a single grid, on document level, or on page level.
+
+### Graphics
+
+You can scale and position a graphic. And you can add borders and box shadows to graphics and text frames.
+
+```latex
+\newborder{my border}{width=2mm, color=white, radius=5mm}
+\newshadow{my shadow}{size=8}
+
+\template[margin=7mm]{s}{
+ \graphic[
+ scale=1.1,
+ hpos=0.2,
+ unsharp=3x1,
+ shadow=my shadow,
+ border=my border,
+ border radius=0mm
+ ]{kopi}
+}
+```
+
+![Photo with border and shadow](quickstart-3.svg)
+
+Have a look at the [examples](doc) to learn how to create double pages, covers, and more.
+
+For a complete reference, read the [manual](pagelayout-manual.pdf).
+
+## Installation
+
+In general, you should use the package manager shipped with your TeX distribution to install the pagelayout package.
+
+To install manually, copy the contents of [pagelayout.tds.zip](https://github.com/friedemannbartels/latex-pagelayout/releases/download/v1.0.3/pagelayout.tds.zip) to your local TeX directory tree and run the command `texhash`.
+
+To enable image optimization, shadow creation, and preflight, perform these installation steps:
+
+- Make sure that ImageMagick 7.0 or later and Inkscape 1.0 or later are installed.
+
+- Find your top level _texmf.cnf_ with the command `kpsewhich texmf.cnf`, and add `pagelayoutapi` to the list of `shell_escape_commands`.
+ ```
+ shell_escape_commands = pagelayoutapi
+ ```
+- When installing manually, add the directory _scripts/pagelayout_ to your `PATH`.
+
+## Development
+
+Run visual regression tests inside the _tests_ directory with the command `textestvis`.
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diff --git a/Master/texmf-dist/doc/latex/pagelayout/banner.tex b/Master/texmf-dist/doc/latex/pagelayout/banner.tex
new file mode 100644
index 00000000000..4f4dece8061
--- /dev/null
+++ b/Master/texmf-dist/doc/latex/pagelayout/banner.tex
@@ -0,0 +1,58 @@
+%%
+%% Copyright (c) 2022-2023 by Friedemann Bartels
+%%
+%% This file may be distributed and/or modified under the
+%% conditions of the LaTeX Project Public License, either
+%% version 1.3c of this license or (at your option) any later
+%% version. The latest version of this license is in:
+%%
+%% http://www.latex-project.org/lppl.txt
+%%
+%% and version 1.3c or later is part of all distributions of
+%% LaTeX version 2008/05/04 or later.
+%%
+
+\documentclass[graphpaper,draft]{pagelayout}
+\usepackage{microtype}
+\usepackage{fontspec}
+
+\setmainfont{Menlo}
+
+\pagewidth=14.5cm
+\pageheight=3cm
+\bleed=3mm
+\margin=5mm
+
+\begin{document}
+
+ \page{
+ \tikzgraphic{
+ \draw[line width=0.2mm,draw=pink] (0,0) rectangle (\width,\height);
+ }
+
+ \setgrid[y=\y-1.8mm]{{{}}}
+ \text[bottom]{
+ \fontsize{19.8pt}{24pt}\selectfont
+ T\kern-0.03em
+ h\kern-0.03em
+ e
+ p\kern0.01em
+ a\kern0.02em
+ g\kern0.00em
+ e\kern-0.1em
+ l\kern-0.03em
+ a\kern-0.02em
+ y\kern-0.04em
+ o\kern-0.03em
+ u\kern-0.06em
+ t\
+ \LaTeX\
+ c\kern-0.11em
+ l\kern-0.03em
+ a\kern-0.00em
+ s\kern-0.05em
+ s
+ }
+ }
+
+\end{document}
diff --git a/Master/texmf-dist/doc/latex/pagelayout/example-book.pdf b/Master/texmf-dist/doc/latex/pagelayout/example-book.pdf
new file mode 100644
index 00000000000..f566a238da1
--- /dev/null
+++ b/Master/texmf-dist/doc/latex/pagelayout/example-book.pdf
Binary files differ
diff --git a/Master/texmf-dist/doc/latex/pagelayout/example-book.tex b/Master/texmf-dist/doc/latex/pagelayout/example-book.tex
new file mode 100644
index 00000000000..04e9dd4db64
--- /dev/null
+++ b/Master/texmf-dist/doc/latex/pagelayout/example-book.tex
@@ -0,0 +1,107 @@
+%%
+%% Copyright (c) 2022-2023 by Friedemann Bartels
+%%
+%% This file may be distributed and/or modified under the
+%% conditions of the LaTeX Project Public License, either
+%% version 1.3c of this license or (at your option) any later
+%% version. The latest version of this license is in:
+%%
+%% http://www.latex-project.org/lppl.txt
+%%
+%% and version 1.3c or later is part of all distributions of
+%% LaTeX version 2008/05/04 or later.
+%%
+
+\documentclass[
+ draft,
+ twoside,
+ beginright,
+ % fanfold,
+ import,
+ optimize={quality=50, density=72}
+]{pagelayout}
+
+\usepackage{lipsum}
+\usepackage{tgheros}
+\usepackage[T1]{fontenc}
+\renewcommand*\familydefault{\sfdefault}
+
+\pagewidth=200mm
+\pageheight=200mm
+\margin=20mm
+\innermargin=40mm
+\gutter=10mm
+\bleed=3mm
+\safetymargin=5mm
+\spinewidth=7mm
+
+\safezone
+
+\newbeforepage{primary}{
+ \setgrid[height=\margin, y=0mm]{{{}}}
+
+ \leftpage{
+ \text[center]{\thepage}
+ }
+
+ \rightpage{
+ \text[center]{\hspace*{\fill}\thepage}
+ }
+}
+\setbeforepage{primary}
+
+\begin{document}
+ \Large
+ \pagenumbering{roman}
+
+ \template[back cover,margin=0mm, inner margin=0mm]{f}{}
+
+ \page[front cover,color=white,page graphic=kopi, inner margin=\margin]{
+ \text[bottom]{
+ \fontsize{42mm}{46mm}\selectfont
+ \centering
+ KØPI
+ }
+
+ \ifspine{
+ \setgrid[width=\spinewidth,x=-\spinewidth]{{{1}}}
+ \place{0 0 1 1}
+ \tikzgraphic{
+ \node[rotate=90] at (0.5\width,0.5\height){
+ \fontsize{4mm}{8mm}\selectfont
+ KØPI
+ };
+ }
+ }
+ }
+
+ \page{
+ \text{
+ \strut
+ \tableofcontents
+ }
+ }
+
+ \pagenumbering{arabic}
+
+ \setcounter{page}{0}
+ \page[before page=]{}
+
+ \page{
+ \text{
+ \strut
+ \section{Introduction}
+ \lipsum[1][1-7]
+ }
+ }
+
+ \newgraphic{kopi wide}{vpos=0.43, file=kopi}
+ \page[double, page graphic=kopi wide, before page=, color=white]{
+ \rightpage{
+ \text[bottom]{
+ \lipsum[1][8-10]
+ }
+ }
+ }
+
+\end{document}
diff --git a/Master/texmf-dist/doc/latex/pagelayout/example-borders-and-shadows.pdf b/Master/texmf-dist/doc/latex/pagelayout/example-borders-and-shadows.pdf
new file mode 100644
index 00000000000..41096e77a30
--- /dev/null
+++ b/Master/texmf-dist/doc/latex/pagelayout/example-borders-and-shadows.pdf
Binary files differ
diff --git a/Master/texmf-dist/doc/latex/pagelayout/example-borders-and-shadows.tex b/Master/texmf-dist/doc/latex/pagelayout/example-borders-and-shadows.tex
new file mode 100644
index 00000000000..33c0b14e652
--- /dev/null
+++ b/Master/texmf-dist/doc/latex/pagelayout/example-borders-and-shadows.tex
@@ -0,0 +1,52 @@
+%%
+%% Copyright (c) 2022-2023 by Friedemann Bartels
+%%
+%% This file may be distributed and/or modified under the
+%% conditions of the LaTeX Project Public License, either
+%% version 1.3c of this license or (at your option) any later
+%% version. The latest version of this license is in:
+%%
+%% http://www.latex-project.org/lppl.txt
+%%
+%% and version 1.3c or later is part of all distributions of
+%% LaTeX version 2008/05/04 or later.
+%%
+
+\documentclass[draft]{pagelayout}
+\usepackage{lipsum}
+
+\pagewidth=15cm
+\pageheight=15cm
+\gutter=10mm
+
+\newborder{my border}{width=2mm, color=magenta, radius=5mm}
+\newshadow{my shadow}{size=5, color=magenta, opacity=1}
+
+\begin{document}
+
+ \template{ff-ff}{
+ \graphic[
+ border=my border,
+ border radius=10mm
+ ]{1x1}
+
+ \graphic[
+ border=my border,
+ shadow=my shadow
+ ]{1x1}
+
+ \text[
+ shadow=my shadow,
+ shadow color=black,
+ shadow opacity=0.2
+ ]{\lipsum[1][1-5]}
+
+ \graphic[
+ shadow size=5,
+ shadow opacity=0.6,
+ shadow xshift=1mm,
+ shadow yshift=1mm
+ ]{1x1}
+ }
+
+\end{document}
diff --git a/Master/texmf-dist/doc/latex/pagelayout/example-graphic.pdf b/Master/texmf-dist/doc/latex/pagelayout/example-graphic.pdf
new file mode 100644
index 00000000000..2d7519147c8
--- /dev/null
+++ b/Master/texmf-dist/doc/latex/pagelayout/example-graphic.pdf
Binary files differ
diff --git a/Master/texmf-dist/doc/latex/pagelayout/example-graphic.tex b/Master/texmf-dist/doc/latex/pagelayout/example-graphic.tex
new file mode 100644
index 00000000000..5eb085bef78
--- /dev/null
+++ b/Master/texmf-dist/doc/latex/pagelayout/example-graphic.tex
@@ -0,0 +1,35 @@
+%%
+%% Copyright (c) 2022-2023 by Friedemann Bartels
+%%
+%% This file may be distributed and/or modified under the
+%% conditions of the LaTeX Project Public License, either
+%% version 1.3c of this license or (at your option) any later
+%% version. The latest version of this license is in:
+%%
+%% http://www.latex-project.org/lppl.txt
+%%
+%% and version 1.3c or later is part of all distributions of
+%% LaTeX version 2008/05/04 or later.
+%%
+
+\documentclass{pagelayout}
+
+\pagewidth=20cm
+\pageheight=20cm
+\bleed=3mm
+
+\optimize[quality=50, density=72]
+\preflight
+\safezone
+
+\newgraphic{kopi scaled}{scale=1.02, hpos=0.2, vpos=1, file=kopi}
+
+\begin{document}
+
+ \page{
+ \graphic[hpos=0, scale=1.2]{3x2}
+ }
+
+ \page[page graphic=kopi scaled]{}
+
+\end{document}
diff --git a/Master/texmf-dist/doc/latex/pagelayout/example-grid.pdf b/Master/texmf-dist/doc/latex/pagelayout/example-grid.pdf
new file mode 100644
index 00000000000..1263d4883fd
--- /dev/null
+++ b/Master/texmf-dist/doc/latex/pagelayout/example-grid.pdf
Binary files differ
diff --git a/Master/texmf-dist/doc/latex/pagelayout/example-grid.tex b/Master/texmf-dist/doc/latex/pagelayout/example-grid.tex
new file mode 100644
index 00000000000..6bc3573867e
--- /dev/null
+++ b/Master/texmf-dist/doc/latex/pagelayout/example-grid.tex
@@ -0,0 +1,150 @@
+%%
+%% Copyright (c) 2022-2023 by Friedemann Bartels
+%%
+%% This file may be distributed and/or modified under the
+%% conditions of the LaTeX Project Public License, either
+%% version 1.3c of this license or (at your option) any later
+%% version. The latest version of this license is in:
+%%
+%% http://www.latex-project.org/lppl.txt
+%%
+%% and version 1.3c or later is part of all distributions of
+%% LaTeX version 2008/05/04 or later.
+%%
+
+\documentclass{pagelayout}
+\usepackage{lipsum}
+
+\pagewidth=20cm
+\pageheight=20cm
+\gutter=10mm
+
+\grid
+
+\begin{document}
+
+ \page{
+ \setgrid{
+ {{1}{1}}
+ {{1}{1}}
+ }
+
+ \text{
+ A grid with two rows and two cells in each row.
+ }
+ }
+
+ \page{
+ \setgrid{
+ {{3}{2}}
+ {{2}{3}}
+ }
+
+ \text{
+ A grid with a width relation between cells.
+ }
+ }
+
+ \page{
+ \setgrid{
+ {[3]{1}{1}}
+ {[1]{1}{1}}
+ }
+
+ \text{
+ A grid with a height relation between rows.
+ }
+ }
+
+ \page{
+ \setgrid{
+ {[2]{1}{3!}}
+ {[2]{1}{2!}}
+ }
+
+ \text{
+ A grid with a fixed aspect ratio of some cells.
+ }
+
+ \graphic{3x2}
+
+ \place{1 1 2 2}
+ \graphic{1x1}
+ }
+
+ \page{
+ \setgrid{
+ {[1]{1!}{1!}{1!}}
+ {[2]{4!}{3!}}
+ }
+
+ \text{
+ A grid with a fixed aspect ratio of all cells.
+ }
+
+ \place{0 0 1 1}
+ \graphic{1x1}
+
+ \graphic{1x1}
+
+ \graphic{1x1}
+
+ \graphic{2x1}
+
+ \graphic{3x2}
+ }
+
+ \page{
+ \setgrid{
+ {[2]{2!}{2!}{2!}}
+ {[2!]{4!}{3}}
+ }
+
+ \graphic{1x1}
+
+ \graphic{1x1}
+
+ \graphic{1x1}
+
+ \graphic{2x1}
+
+ \text{
+ A grid with a fixed height relation between rows.
+ }
+ }
+
+ \page[gutter=10mm]{
+ \setgrid[
+ width=0.5\width,
+ x=\margin
+ ]{
+ {{1}}
+ }
+ \text{
+ Multiple grids on one page.
+ }
+ \setgrid[
+ width=0.5\width-\gutter,
+ x=\margin+0.5\width+\gutter
+ ]{
+ {{1}}
+ {{1}}
+ {{1}}
+ }
+ }
+
+ \page{
+ \setgrid[width=\height]{
+ {{1}{1}}
+ {{1}{1}}
+ }
+ \text{
+ A grid with free positioned content. The gutter is preserved.
+ }
+ \place{0.5 0.5 1.5 1.5}
+ \graphic{1x1}
+ \place{1.5 1.5 2 2}
+ \graphic{1x1}
+ }
+
+\end{document}
diff --git a/Master/texmf-dist/doc/latex/pagelayout/example-template.pdf b/Master/texmf-dist/doc/latex/pagelayout/example-template.pdf
new file mode 100644
index 00000000000..def352592fb
--- /dev/null
+++ b/Master/texmf-dist/doc/latex/pagelayout/example-template.pdf
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diff --git a/Master/texmf-dist/doc/latex/pagelayout/example-template.tex b/Master/texmf-dist/doc/latex/pagelayout/example-template.tex
new file mode 100644
index 00000000000..b10e8a7486b
--- /dev/null
+++ b/Master/texmf-dist/doc/latex/pagelayout/example-template.tex
@@ -0,0 +1,46 @@
+%%
+%% Copyright (c) 2022-2023 by Friedemann Bartels
+%%
+%% This file may be distributed and/or modified under the
+%% conditions of the LaTeX Project Public License, either
+%% version 1.3c of this license or (at your option) any later
+%% version. The latest version of this license is in:
+%%
+%% http://www.latex-project.org/lppl.txt
+%%
+%% and version 1.3c or later is part of all distributions of
+%% LaTeX version 2008/05/04 or later.
+%%
+
+\documentclass[draft]{pagelayout}
+\usepackage{lipsum}
+
+\pagewidth=15cm
+\pageheight=15cm
+\gutter=10mm
+
+\begin{document}
+
+ \template[gutter=5mm]{so-gs}{
+ \text{
+ This is a generic template.
+ }
+ }
+
+ \newtemplate{my template}{
+ \setgrid[height=\height-20mm]{
+ {[1]{1!}{1}}
+ {[1]{1!}{1}}
+ }
+ \placeholder{0 0 1 1}
+ \placeholder{1 0 2 1}
+ \placeholder{0 1 2 2}
+ }
+
+ \template[outer margin=10mm]{my template}{
+ \text{
+ This is a custom template.
+ }
+ }
+
+\end{document}
diff --git a/Master/texmf-dist/doc/latex/pagelayout/example-text.pdf b/Master/texmf-dist/doc/latex/pagelayout/example-text.pdf
new file mode 100644
index 00000000000..34212cb021e
--- /dev/null
+++ b/Master/texmf-dist/doc/latex/pagelayout/example-text.pdf
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diff --git a/Master/texmf-dist/doc/latex/pagelayout/example-text.tex b/Master/texmf-dist/doc/latex/pagelayout/example-text.tex
new file mode 100644
index 00000000000..82376d1abc6
--- /dev/null
+++ b/Master/texmf-dist/doc/latex/pagelayout/example-text.tex
@@ -0,0 +1,53 @@
+%%
+%% Copyright (c) 2022-2023 by Friedemann Bartels
+%%
+%% This file may be distributed and/or modified under the
+%% conditions of the LaTeX Project Public License, either
+%% version 1.3c of this license or (at your option) any later
+%% version. The latest version of this license is in:
+%%
+%% http://www.latex-project.org/lppl.txt
+%%
+%% and version 1.3c or later is part of all distributions of
+%% LaTeX version 2008/05/04 or later.
+%%
+
+\documentclass{pagelayout}
+\usepackage{lipsum}
+
+\pagewidth=15cm
+\pageheight=15cm
+\gutter=10mm
+
+\setgrid{
+ {{1}{1}}
+}
+
+\begin{document}
+
+ \page{
+ \text[breakable, name=lorem]{
+ \lipsum[2-3]
+ \par
+ \lipsum[4]
+ }
+ \usetext[lorem]
+ }
+
+ \page{
+ \usetext[lorem]
+ \tcbset{
+ boxrule=1mm,
+ boxsep=1mm,left=2mm,right=2mm,top=2mm,bottom=2mm,
+ colback=yellow,
+ colframe=red!75!black,
+ opacityframe=1,
+ opacityback=1,
+ arc=1mm
+ }
+ \text{
+ Text boxes use the package tcolorbox, so you can style these with the tcolorbox macro \texttt{tcbset}
+ }
+ }
+
+\end{document}
diff --git a/Master/texmf-dist/doc/latex/pagelayout/kopi.jpg b/Master/texmf-dist/doc/latex/pagelayout/kopi.jpg
new file mode 100644
index 00000000000..b2df8920c7b
--- /dev/null
+++ b/Master/texmf-dist/doc/latex/pagelayout/kopi.jpg
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diff --git a/Master/texmf-dist/doc/latex/pagelayout/pagelayout-manual-layout-guides.pdf b/Master/texmf-dist/doc/latex/pagelayout/pagelayout-manual-layout-guides.pdf
new file mode 100644
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+%%
+%% Copyright (c) 2022-2023 by Friedemann Bartels
+%%
+%% This file may be distributed and/or modified under the
+%% conditions of the LaTeX Project Public License, either
+%% version 1.3c of this license or (at your option) any later
+%% version. The latest version of this license is in:
+%%
+%% http://www.latex-project.org/lppl.txt
+%%
+%% and version 1.3c or later is part of all distributions of
+%% LaTeX version 2008/05/04 or later.
+%%
+
+\documentclass[
+ bleed=3mm,
+ margin=10mm,
+ gutter=5mm,
+ page width=20cm,
+ page height=20cm,
+ safety margin=2mm,
+ draft,
+ safezone,
+ grid,
+ graphpaper
+]{pagelayout}
+
+\begin{document}
+
+ \newtemplate{layoutguidesexample}{
+ \setgrid{
+ {{6}{1}}
+ }
+ \placeholder{0 1 1 2}
+ \placeholder{0 0 1 1}
+ }
+ \template{layoutguidesexample}{
+
+ }
+
+\end{document}
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+%%
+%% Copyright (c) 2022-2023 by Friedemann Bartels
+%%
+%% This file may be distributed and/or modified under the
+%% conditions of the LaTeX Project Public License, either
+%% version 1.3c of this license or (at your option) any later
+%% version. The latest version of this license is in:
+%%
+%% http://www.latex-project.org/lppl.txt
+%%
+%% and version 1.3c or later is part of all distributions of
+%% LaTeX version 2008/05/04 or later.
+%%
+
+\documentclass[a4paper]{ltxdoc}
+\usepackage{microtype}
+\usepackage{hyperref}
+\usepackage{tikz}
+\OnlyDescription
+\hypersetup{pdfborder={0 0 0}}
+\def\pagelayoutversion{1.0.3}
+
+\begin{document}
+
+\title{
+ \Huge The \textsf{pagelayout} class\vskip3mm
+ \Large Manual for Version \pagelayoutversion\vskip3mm
+ \normalsize\url{https://github.com/friedemannbartels/latex-pagelayout}
+}
+
+\author{\href{mailto:mail@friedemannbartels.de}{Friedemann Bartels}}
+
+\maketitle
+
+\tableofcontents
+
+\newpage
+
+\section{Introduction}
+
+When Apple discontinued its photo book feature in Apple Photos, I was missing an easy-to-use photo book application.
+In 2020, I started to develop my own solution.
+What started with some SVG templates and shell scripts ended up in the pagelayout class, a declarative desktop publishing approach.
+\par
+With the pagelayout class you can create single- and double-sided documents, create pages with margins, safety margins, and bleed, use templates, align text and graphics in a grid, wrap text across multiple pages and use before pages.
+Generic templates, automatic grid layout and a simple and consistent user interface make it easier than ever to create graphics-rich documents with \LaTeX.
+Under the hood the TikZ and tcolorbox packages, ImageMagick and Inkscape are used.
+
+\section{Document}\label{sec:document}
+
+The document options described in the following can be either set as a document option (|\documentclass[twoside]{pagelayout}|) or with a macro (|\twoside|) in the preamble.
+
+\DescribeMacro {\documentclass}
+Use the class with the |\documentclass|\oarg{options}|{pagelayout}| macro.
+A single sided document is the default.
+\begin{figure}[h!]
+\begin{tikzpicture}
+ \draw[black, thin] (0,0) rectangle (1,1);
+ \draw[black, line width=1.5pt,line cap=round] (0,0) -- (0,1);
+ \draw[black, thin] (1.25,0) rectangle (2.25,1);
+ \draw[black, line width=1.5pt,line cap=round] (1.25,0) -- (1.25,1);
+ \draw[black, thin] (2.5,0) rectangle (3.5,1);
+ \draw[black, line width=1.5pt,line cap=round] (2.5,0) -- (2.5,1);
+\end{tikzpicture}
+\end{figure}
+
+\DescribeMacro {\twoside}
+Using the document option |twoside| results in a document with left and right pages.
+When you create a two-sided document, your document always has an even number of pages.
+If you create a document with an odd number of pages, an additional page is automatically inserted.
+Two-sided documents start with a right page by default.
+\begin{figure}[h!]
+\begin{tikzpicture}
+ \draw[black, thin] (0,0) rectangle (1,1);
+ \draw[black, line width=1.5pt,line cap=round] (0,0) -- (0,1);
+ \draw[black, thin] (1.25,0) rectangle (2.25,1);
+ \draw[black, line width=1.5pt,line cap=round] (2.25,0) -- (2.25,1);
+ \draw[black, thin] (2.35,0) rectangle (3.35,1);
+ \draw[black, line width=1.5pt,line cap=round] (2.35,0) -- (2.35,1);
+ \draw[black, thin] (3.6,0) rectangle (4.6,1);
+ \draw[black, line width=1.5pt,line cap=round] (4.6,0) -- (4.6,1);
+\end{tikzpicture}
+\end{figure}
+
+\DescribeMacro {\beginleft}
+Use the option |beginleft| to begin with a left page.
+\begin{figure}[h!]
+\begin{tikzpicture}
+ \draw[black, thin] (0,0) rectangle (1,1);
+ \draw[black, line width=1.5pt,line cap=round] (1,0) -- (1,1);
+ \draw[black, thin] (1.1,0) rectangle (2.1,1);
+ \draw[black, line width=1.5pt,line cap=round] (1.1,0) -- (1.1,1);
+ \draw[black, thin] (2.35,0) rectangle (3.35,1);
+ \draw[black, line width=1.5pt,line cap=round] (3.35,0) -- (3.35,1);
+ \draw[black, thin] (3.45,0) rectangle (4.45,1);
+ \draw[black, line width=1.5pt,line cap=round] (3.45,0) -- (3.45,1);
+\end{tikzpicture}
+\end{figure}
+
+By default, each page is placed on one paper.
+\DescribeMacro {\fanfold}
+With the |fanfold| option you can change this behavior so that a left and a right page are placed on one paper.
+In this case, the first page is a left one by default.
+\begin{figure}[h!]
+\begin{tikzpicture}
+ \draw[black, thin] (0,0) rectangle (1,1);
+ \draw[black, thin] (1,0) rectangle (2,1);
+ \draw[black, line width=1.5pt,line cap=round] (1,0) -- (1,1);
+ \draw[black, thin] (2.25,0) rectangle (3.25,1);
+ \draw[black, thin] (3.25,0) rectangle (4.25,1);
+ \draw[black, line width=1.5pt,line cap=round] (3.25,0) -- (3.25,1);
+\end{tikzpicture}
+\end{figure}
+
+\DescribeMacro {\cover}
+The |cover| option is similar to the |fanfold| option, but only applied to cover pages.
+Read more about cover pages in section~\ref{sec:pages}.
+\begin{figure}[h!]
+\begin{tikzpicture}
+ \draw[black, thin] (0,0) rectangle (2.3,1);
+ \draw[black, line width=1.5pt,line cap=round] (1,0) -- (1,1);
+(3.25,1);
+ \draw[black, line width=1.5pt,line cap=round] (1.3,0) -- (1.3,1);
+(3.25,1);
+\end{tikzpicture}
+\end{figure}
+
+\DescribeMacro {\beginright}
+If you want your fanfold document to start with a right hand page, you can use the option |beginright|.
+\begin{figure}[h!]
+\begin{tikzpicture}
+ \draw[black, thin] (0,0) rectangle (1,1);
+ \draw[black, thin] (0,0) -- (1,1);
+ \draw[black, thin] (0,1) -- (1,0);
+ \draw[black, thin] (1,0) rectangle (2,1);
+ \draw[black, line width=1.5pt,line cap=round] (1,0) -- (1,1);
+ \draw[black, thin] (2.25,0) rectangle (3.25,1);
+ \draw[black, thin] (3.25,0) rectangle (4.25,1);
+ \draw[black, line width=1.5pt,line cap=round] (3.25,0) -- (3.25,1);
+ \draw[black, thin] (4.5,0) rectangle (5.5,1);
+ \draw[black, thin] (5.5,0) rectangle (6.5,1);
+ \draw[black, thin] (5.5,0) -- (6.5,1);
+ \draw[black, thin] (5.5,1) -- (6.5,0);
+ \draw[black, line width=1.5pt,line cap=round] (5.5,0) -- (5.5,1);
+\end{tikzpicture}
+\end{figure}
+
+\subsection{Lengths}\label{subsec:size}
+
+The document lengths described below can be set either as a document option (|\documentclass[page width=21cm]{pagelayout}|) or by assigning the dimension directly (|\pagewidth=21cm|) in the preamble or in the document.
+
+\DescribeMacro {\pagewidth}
+\DescribeMacro {\pageheight}
+You can set the lengths |page width| and |page height|.
+The default page size is |210mm| by |297mm|.
+
+\DescribeMacro {\bleed}
+You can set the |bleed| length.
+It applies to all paper edges.
+The default bleed is |0mm|.
+You can override the bleed for each edge separately by defining the lengths |top bleed|, |inner bleed|, |bottom bleed|, |outer bleed|.
+The paper size results from the page size and the bleed.
+
+\DescribeMacro {\safetymargin}
+The |safety margin| is the only length that has no influence on the final result.
+Its only purpose is to control the safe zone during editing.
+It is |0mm| by default and can be configured for each edge by defining |top safety margin|, |inner safety margin|, |bottom safety margin| and |outer safety margin|.
+
+\DescribeMacro {\margin}
+\DescribeMacro {\gutter}
+You can set the lengths |margin| and |gutter| for the document, for a page (see section~\ref{sec:pages}) or for a grid (see section~\ref{sec:grid}).
+The default margin is |20mm|, the default gutter is |0mm|.
+Similar to bleed and safety margin, the margin can be defined for each edge individually by setting |top margin|, |outer margin|, |bottom margin| and |inner margin|.
+
+You can create documents with cover pages.
+\DescribeMacro {\coverwidth}
+\DescribeMacro {\coverheight}
+Read more about creating cover pages in section~\ref{sec:pages}.
+You can set the lengths |coverwidth| and |coverheight|.
+By default, the cover pages are the same size as the inside pages.
+If you want to create a cover with a spine, use the |fanfold| or |cover| option described in section~\ref{sec:document}.
+In this case the length |spinewidth| takes effect.
+The default spine width is |3mm|.
+\par
+You can overwrite the bleed and the safety margin for cover pages.
+To do this, prefix the respective lengths described above.
+For example, define |cover inner bleed| or |cover safety margin|.
+
+\subsection{Page Graphics and Colors}\label{subsec:colors}
+
+You can define a page graphic and a page color with the options |page graphic| and |page color|.
+Set the option |color| to define the text color.
+These options can be defined for the document or for each page (see section~\ref{sec:pages}).
+\par
+Read how to set the scale and crop of a page graphic with the |\newgraphic| macro in section~\ref{sec:content}.
+
+\subsection{Layout Guides}
+
+The layout guides described in the following can be either set as a document option (|\documentclass[grid]{pagelayout}|) or using a macro (|\grid|) in the preamble or the document.
+Layout guides can be switched on (|\safezone|) or off (|\nosafezone|).
+
+\DescribeMacro {\grid}
+The |grid| option visualizes the margin and the grid gutters with green lines.
+Read more about the grid in section~\ref{sec:grid}.
+\DescribeMacro {\safezone}
+The |safezone| layout guide shows a red border for the bleed and a thin pink line to indicate the safety margin.
+\DescribeMacro {\cuttingmarks}
+As an alternative to |safezone|, you can also use |cutting marks| to display cutting marks.
+\DescribeMacro {\graphpaper}
+Show a graph paper with the |graph paper| option.
+
+\begin{figure}[h]
+\begin{tikzpicture}
+ \node[anchor=south west,inner sep=0] (image) at (0,0) {\includegraphics[trim={15cm 16.5cm 0cm 0},clip,scale=1,page=1]{pagelayout-manual-layout-guides.pdf}};
+ \node[anchor=south west,text depth=0mm,text width=4cm] (bleed) at (65mm,33mm) {Bleed};
+ \draw (bleed) -- ++(-32mm,0);
+ \node[anchor=south west,text depth=0mm,text width=4cm] (bleed) at (65mm,27mm) {Safety margin};
+ \draw (bleed) -- ++(-35mm,0.0);
+ \node[anchor=south west,text depth=0mm,text width=4cm] (margin) at (65mm,21mm) {Margin};
+ \draw (margin) -- ++(-43mm,0.0);
+ \node[anchor=south west,text depth=0mm,text width=4cm] (gutter) at (65mm,15mm) {Gutter};
+ \draw (gutter) -- ++(-70mm,0.0);
+ \node[anchor=south west,text depth=0mm,text width=4cm] (placeholder) at (65mm,9mm) {Placeholder};
+ \draw (placeholder) -- ++(-50mm,0.0);
+ \node[anchor=south west,text depth=0mm,text width=4cm] (graphpaper) at (65mm,3mm) {Graph paper};
+ \draw (graphpaper) -- ++(-40mm,0.0);
+\end{tikzpicture}%
+\end{figure}
+
+\DescribeMacro {\placeholders}
+The |placeholders| option shows template placeholders.
+Read more about templates in section~\ref{sec:templates}.
+\DescribeMacro {\fillpages}
+If you create a document with a cover and a first right hand page, use the |fill pages| option during editing to add blank pages to get a better impression of the final result.
+
+\subsection{Draft Mode}\label{subsec:draftmode}
+
+The |draft| option is a shortcut to enable the options |placeholders|, |cutting marks| and |fill pages|.
+It also speeds up rebuilding the PDF when changing the document.
+
+\section{Pages}\label{sec:pages}
+
+\DescribeMacro {\page}
+Create a page with the macro |\page|\oarg{options}\marg{content}.
+You can overwrite the document options |margin|, |top margin|, |bottom margin|, |inner margin|, |outer margin|, |gutter|, |page color|, |page graphic| and |color| for each page.
+
+Use the option |double| to create a double page.
+When creating a double page after a left page, a right page is automatically inserted before the double page.
+The option |double| is only recognized for double sided documents.
+\par
+Use the options |front cover| or |back cover| to create a front or back cover.
+If you have a back cover and a front cover, the back cover page must be defined first.
+If no option is active, the front cover is placed as the first page and the back cover as the last page of the document.
+In this case, the only difference from normal pages is that the cover pages are not counted in the page numbering.
+\par
+If the option |fanfold| or |cover| is selected, the back and front covers are laid out on one paper so that the cover is suitable for a book with a hard or soft cover (see section~\ref{sec:document}).
+Space is reserved between the back and front covers for the spine.
+Set the |spine width| document option as described in section~\ref{subsec:size}.
+\par
+With the options |hpos| and |vpos| you can set the default grid alignment for a page.
+Read more about the grid in the next section.
+
+\DescribeMacro {\setpagecolor}Alternativly to the option you can use the macro |\setpagecolor|\marg{color} to set the page color for all following pages.
+
+\DescribeMacro {\setpagegraphic}With the macro |\setpagegraphic|\oarg{options}\marg{name} you can define a page graphic for all following pages.
+The name references a graphic version created with the |\newgraphic| macro (see section~\ref{sec:content}).
+If no graphic version with the given name exists, the macro uses the name as the file name.
+You can change the clipping by defining relative decimal values for the options |scale| (>1), |hpos| and |vpos| (0-1).
+
+\DescribeMacro {\newbeforepage}With the macro |\newbeforepage|\marg{name}\marg{content} you can create a reusable page layer, that can be set before pages.
+\DescribeMacro {\setbeforepage}
+Use the macro |\setbeforepage|\marg{name} to define a before page for all following pages or use the page option |before page| to specify a before page for a individual page.
+
+\DescribeMacro {\ifleftpage}
+\DescribeMacro {\ifrightpage}
+Use the condition |\ifleftpage|\marg{content} and |\ifrightpage|\marg{content} to check for the current page alignment.
+
+\DescribeMacro {\leftpage}
+Within a page scope you can use the |\leftpage|\marg{content} macro to place content only on a left page.
+In comparison to the |\ifleftpage|\marg{content} condition, the macro sets a grid for a single page.
+That way you can combine single with double page layouts.
+\DescribeMacro {\rightpage}
+Accordingly you can use the |\rightpage|\marg{content} macro.
+
+\section{Grid}\label{sec:grid}
+
+The grid allows you to create rows with cells.
+You can define width and height relations between rows and cells.
+All definitions are relative.
+The size and position results from these relations and the configured dimensions page width, page height, margin and gutter.
+
+\DescribeMacro{\setgrid}
+Create a grid with the macro |\setgrid|\oarg{options}\marg{config}.
+The grid configuration is a nested list of rows and cells.
+A cell is defined by a number that describes the width ratio to the other cells in the row.
+The default grid describes a row with one cell:
+
+\begin{verbatim}
+ \setgrid{
+ {{}}}
+\end{verbatim}
+
+You can define a width relation between cells by adding a integer value for each cell:
+
+\begin{verbatim}
+ \setgrid{
+ {{1}{2}}}
+\end{verbatim}
+
+With an optional integer value for each row you can set a height relation between rows:
+
+\begin{verbatim}
+ \setgrid{
+ {[2]{1}{2}}
+ {[1]{1}{2}}}
+\end{verbatim}
+
+You can set an aspect ratio for a cell by adding a |!| to the width.
+This way the aspect ratio is defined by the width of the cell and the height of the row.
+If all cells in a row have a fixed aspect ratio, the aspect ratio of the row is fixed too.
+In the following, a row with only fixed cells is named a fixed row.
+Because the height of a fixed row is determined by the aspect ratios of the cells, the height relation to the flexible rows is broken.
+In this case, you can force a height relation between flexible and fixed rows by adding a |!| to the height of the flexible row.
+In the following, a row with a forced height is named a forced row.
+
+The example defines a first fixed row with one cell and an aspect ratio of 3:2.
+The height of the second row is forced half of the height of the first row.
+The cells in the second row share the available width in the ratio one to two:
+
+\begin{verbatim}
+ \setgrid{
+ {[2]{3!}}
+ {[1!]{1}{2}}}
+\end{verbatim}
+
+If the height of fixed and forced rows exceeds the available height, the grid shrinks to fit the available space.
+The defined aspect ratios of the cells are preserved and the grid is centered horizontally.
+In this case you can define the |hpos| option to align the grid horizontally.
+A value of |0| aligns the grid to the left, a value of |1| aligns the grid to the right.
+The default is a value of |0.5|.
+
+If the height of fixed and forced rows is less than the available height, all flexible rows share the excess height.
+If there are no flexible rows, the grid is centered vertically.
+In this case you can define the |vpos| option to align the grid vertically.
+A value of |0| aligns the grid to the top, a value of |1| aligns the grid to the bottom.
+The default is a value of |0.5|.
+
+As for a document or a page you can set |margin| and |gutter| options for a specific grid.
+With the options |width|, |height|, |x| and |y| you can override the intrinsic grid size and position.
+When overriding the grid size and position, you can calculate with the intrinsic values, for example |x=\x-1cm|.
+
+\subsection{Placing Content}
+
+The grid aligns content (see section~\ref{sec:content}) automatically in the given grid cells.
+To set the position of a content box manually use the macro |\place|\marg{fromrow fromcell torow tocell}.
+\DescribeMacro{\place}
+To place content in the first row and first cell use the macro |\place{0 0 1 1}| before the content.
+The definded place applies only for the following content box.
+The next boxes are then again placed with auto layout.
+\par
+The macro accepts decimals.
+That allows you to place content everywhere within the grid.
+The |gutter| is taken into account when calculating the positions.
+
+\section{Content}\label{sec:content}
+
+\subsection{Text}
+
+\DescribeMacro{\text}
+With the macro |\text|\oarg{options}\marg{text} you can place text.
+Align the text vertically with the |center| and |bottom| options.
+\par
+The |\text| macro uses the package tcolorbox and accepts tcolorbox options, for example to set text, frame or background color and transparency.
+The tcolorbox behaves slightly diffenrent then the standalone version: spacings, rules and background are removed by default.
+You can change the behaviour with the tcolorbox macro |\tcbset|\marg{options}.
+Also the |arc| options behaves different: if you set the |arc| to |0pt| the |outer arc| is also set to |0pt|.
+\par
+Add the option |breakable| to break text over multiple boxes and pages.
+\DescribeMacro{\usetext}
+Use the macro |\usetext|\oarg{name} to place the following text boxes in the grid.
+If you want to use multiple breakable text boxes you can initialize the text with the |name| option and define a name that you then can pass to the |\usetext| option.
+\par
+The |\text| macro accepts the options |shadow|, |shadow size|, |shadow color|, |shadow opacity|, |shadow xshift|, |shadow yshift|, |border|, |border width|,\break |border color| and |border radius|.
+Read more about shadows and borders in section~\ref{subsec:borders}.
+
+\subsection{Graphics}
+
+\DescribeMacro{\newgraphic}
+Create a reusable graphic version with the |\newgraphic|\marg{name}\marg{options} macro.
+Define the options |scale| (>1), |hpos| and |vpos| (0-1) to set the clipping of the graphic.
+With the option |file| you can link a file.
+If no file is defined, the name is used as the file name.
+
+\DescribeMacro{\graphic}
+The |\graphic|\oarg{options}\marg{name} macro places a graphic.
+The name references a graphic version created with the |\newgraphic| macro.
+If no graphic version with the given name exists, the macro uses the name as the file name.
+
+The graphic is scaled to fit in the content box.
+If the aspect ratio of the graphic differs from that of the defined content box, the graphic is cropped.
+You can change the cropping by defining relative decimal values for the options |scale| (>1), |hpos| and |vpos| (0-1).
+Same as the |\text| macro, the |\graphic| macro accepts the |border| and |shadow| options described in section~\ref{subsec:borders}.
+
+\DescribeMacro{\graphicspath}
+You can use the macro |\graphicspath|\marg{dir-list} of the graphics package to specify a list of directories in which to search for graphic files.
+
+\subsection{Other}
+
+\DescribeMacro{\xput}
+The macro |\xput|\marg{code} is an easy way to place arbitrary content in the grid.
+Within the code block the dimensions |\width| and |\height| represent the size of the content area and can be used to create graphics, that fit and adapt to the available size.
+\par
+\DescribeMacro{\tikzgraphic}
+The macro |\tikzgraphic|\marg{tikz code} works like the |\xput| macro, but wraps your input in a |tikzpicture|.
+
+\subsection{Shadows and Borders}\label{subsec:borders}
+
+Text and graphic content can be placed with a border or a shadow.
+You can define a border or shadow for a specific content box by using the options |border width|, |border color|, |border radius| to add a border or |shadow size|, |shadow color|, |shadow opacity|, |shadow xshift|, |shadow yshift| to add a shadow.
+\par
+\DescribeMacro{\newborder}
+\DescribeMacro{\newshadow}
+Define a reusable border or shadow with the |\newborder|\marg{name}\marg{options} or |\newshadow|\marg{name}\marg{options} macros.
+Apply the border or shadow to |\text| or |\graphic| with the option |border| or |shadow|.
+\par
+\DescribeMacro{\setborder}
+\DescribeMacro{\setshadow}
+To set a border or shadow within a page or document scope, use the macros |\setborder|\oarg{options}\marg{name} or |\setshadow|\oarg{options}\marg{name}.
+
+\section{Templates}\label{sec:templates}
+
+\DescribeMacro{\newtemplate}
+With the macro |\newtemplate|\marg{name}\marg{layout} you can create a reusable layout.
+Creating a template works the same way as creating a page.
+In addition to graphics and text you can define placeholders.
+\DescribeMacro{\placeholder}
+Use the macro |\placeholder|\marg{fromrow fromcell torow tocell} to define a content area that can later be filled with a text or a graphic.
+
+\DescribeMacro{\template}
+To use a template use the macro |\template|\oarg{options}\marg{name}\marg{content}.
+The available options are the same as for pages.
+
+The macro |\template| comes with an easy way to generate templates by using a name pattern.
+For example the template name \textit{sp} creates a template with a square and a portrait format placeholder.
+In this case the letter |s| specifies a square (1:1) and the letter |p| a portrait (2:3) format placeholder.
+Use the letter |l| to define a landscape ratio (3:2), |g| for golden ratio (5:3), |o| for golden upright ratio (3:5), |w| for wide ratio (2:1) or |f| for a flexible ratio.
+With the character |-| you can start a new row.
+Within a row you can mix the fixed placeholders (|s|, |p|, |l|, |g|, |o|, |w|) or use only flexible placeholders~(|f|).
+
+\section{Image Optimization}\label{sec:optimization}
+
+\DescribeMacro{\optimize}
+With the macro |\optimize|\oarg{options} you can enable image optimization.
+When enabled, JPG and PNG images are croped, resized and cached.
+This results in fast rebuilds when changing the document.
+You can set the options |density|, |quality|, |unsharp| and |downsample threshold|.
+The |density| option takes a number of the pixels per inch (default |300|), the |quality| option takes numbers between 1 and 100, the |unsharp| option an ImageMagick unsharp configuration (default |2x1|) and the |downsample threshold| a decimal value greater or equal 1 (default |1.2|).
+The |unsharp| option can also be applied for individual graphics.
+\par
+If you use image optimization and change the original graphics files, you must delete the cached versions so that the cache will update.
+\DescribeMacro{\import}
+The |\import| macro helps you to streamline this process.
+When enabled, you need an import directory in which to place the modified files.
+When the document is created, the files are moved to your image directory and the corresponding cached versions are automatically regenerated.
+The import directory is either the directory \emph{import} in your working directory.
+Or you can set a system wide import directory by defining the shell variable |PAGELAYOUT_IMPORT_DIRECTORY|.
+\par
+\DescribeMacro{\preflight}
+Use the |\preflight| macro to proof the image resolution.
+If images have a final resolution less then 300 ppi you get a warning, if less then 200 ppi you get an error.
+With preflight enabled the maximum possible resolution is shown next to each graphic.
+
+\end{document}
diff --git a/Master/texmf-dist/doc/latex/pagelayout/quickstart-1.svg b/Master/texmf-dist/doc/latex/pagelayout/quickstart-1.svg
new file mode 100644
index 00000000000..f21a2f97105
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diff --git a/Master/texmf-dist/doc/latex/pagelayout/quickstart.pdf b/Master/texmf-dist/doc/latex/pagelayout/quickstart.pdf
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diff --git a/Master/texmf-dist/doc/latex/pagelayout/quickstart.tex b/Master/texmf-dist/doc/latex/pagelayout/quickstart.tex
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@@ -0,0 +1,62 @@
+%%
+%% Copyright (c) 2022-2023 by Friedemann Bartels
+%%
+%% This file may be distributed and/or modified under the
+%% conditions of the LaTeX Project Public License, either
+%% version 1.3c of this license or (at your option) any later
+%% version. The latest version of this license is in:
+%%
+%% http://www.latex-project.org/lppl.txt
+%%
+%% and version 1.3c or later is part of all distributions of
+%% LaTeX version 2008/05/04 or later.
+%%
+
+\documentclass[draft,graphpaper,preflight,optimize={density=600}]{pagelayout}
+\usepackage{microtype}
+\usepackage{fontspec}
+
+\setmainfont{Menlo}
+
+\pagewidth=5.5cm
+\pageheight=4cm
+\margin=5mm
+\gutter=5mm
+\bleed=2mm
+
+\begin{document}
+ \fontsize{6.3pt}{8.6pt}\selectfont
+
+ % generic template
+ \template{ss}{
+ \text{
+ This text fills the first placeholder.
+ }
+ }
+
+ % custom template
+ \grid
+ \newtemplate{my template}{
+ \setgrid{
+ {[2]{3!}{2!}}
+ }
+ \placeholder{0 0 1 1}
+ }
+ \template{my template}{}
+ \nogrid
+
+ % graphics
+ \newborder{my border}{width=2mm, color=white, radius=5mm}
+ \newshadow{my shadow}{size=8}
+ \template[margin=7mm]{s}{
+ \graphic[
+ scale=1.05,
+ hpos=0,
+ vpos=0,
+ shadow=my shadow,
+ border=my border,
+ border radius=0mm
+ ]{kopi}
+ }
+
+\end{document}
diff --git a/Master/texmf-dist/doc/latex/pagelayout/tests.zip b/Master/texmf-dist/doc/latex/pagelayout/tests.zip
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