From d1f6f002376f23d473501bcedba3cbb50a4ce6ad Mon Sep 17 00:00:00 2001
From: Florian Fischer <florian.fischer@muhq.space>
Date: Sat, 10 Jan 2026 11:01:21 +0100
Subject: add caag initial manifest

---
 Info/CAAG/bubble_circles.svg     |   1 +
 Info/CAAG/caag-manifesto-art.xml |   1 +
 Info/CAAG/manifest.pdf           | Bin 0 -> 239908 bytes
 Info/CAAG/manifest.tex           |  56 +++++++++++++++++++++++++++++++++++++++
 Info/CAAG/name                   |   1 +
 Info/CAAG/square_spiral.svg      |   1 +
 6 files changed, 60 insertions(+)
 create mode 100644 Info/CAAG/bubble_circles.svg
 create mode 100644 Info/CAAG/caag-manifesto-art.xml
 create mode 100644 Info/CAAG/manifest.pdf
 create mode 100644 Info/CAAG/manifest.tex
 create mode 100644 Info/CAAG/name
 create mode 100644 Info/CAAG/square_spiral.svg

diff --git a/Info/CAAG/bubble_circles.svg b/Info/CAAG/bubble_circles.svg
new file mode 100644
index 00000000..3342a676
--- /dev/null
+++ b/Info/CAAG/bubble_circles.svg
@@ -0,0 +1 @@
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diff --git a/Info/CAAG/caag-manifesto-art.xml b/Info/CAAG/caag-manifesto-art.xml
new file mode 100644
index 00000000..32725899
--- /dev/null
+++ b/Info/CAAG/caag-manifesto-art.xml
@@ -0,0 +1 @@
+<project name="caag-manifesto-art" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="caag-manifesto-art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="export costume %&apos;costume&apos;" type="command" category="looks"><header></header><code></code><translations>pl:eksportuj kostium _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_costumesMenu</options></input></inputs><script><block s="doSetVar"><l>costume</l><block s="reportIfElse"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><block var="costume"/><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportGetImageAttribute"><l><option>name</option></l><l></l></block><block var="costume"/></list></block></autolambda><list></list></block><block s="reportGet"><l><option>costumes</option></l></block></block></block></block><block s="doIf"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><script><block s="doApplyExtension"><l>cst_export(cst, name)</l><list><block var="costume"/><l></l></list></block></script><list></list></block></script></block-definition><block-definition s="set name of costume %&apos;costume&apos; to %&apos;name&apos;" type="command" category="looks"><header></header><code></code><translations>pl:ustaw nazwę kostiumu _ na _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_costumesMenu</options></input><input type="%s">thing</input></inputs><script><block s="doSetVar"><l>costume</l><block s="reportIfElse"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><block var="costume"/><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportGetImageAttribute"><l><option>name</option></l><l></l></block><block var="costume"/></list></block></autolambda><list></list></block><block s="reportGet"><l><option>costumes</option></l></block></block></block></block><block s="doIf"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><script><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block var="costume"/><block var="name"/></list></block></script><list></list></block></script></block-definition><block-definition s="$camera snap" type="reporter" category="sensing"><comment x="0" y="0" w="216" collapsed="false">takes a snapshot with the webcam and reports it as a new costume, or zero if the user cancels</comment><header></header><code></code><translations>pt:$camera a imagem actual do vídeo&#xD;pl:$camera zdjęcie&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l><l>pic</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>mda_snap</l><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block s="reifyScript"><script><block s="doSetVar"><l>pic</l><block s="evaluate"><block var="callback"/><list></list></block></block><block s="doReport"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block></block></script><list></list></block><list></list></block></block><block s="doReport"><block var="pic"/></block></script></block-definition><block-definition s="export costume list %&apos;costumes&apos; base name %&apos;name&apos;" type="command" category="looks"><header></header><code></code><translations>pl:eksportuj listę kostiumu _ nazwa _&#xD;</translations><inputs><input type="%l"></input><input type="%s">frame</input></inputs><script><block s="doDeclareVariables"><list><l>count</l></list></block><block s="doSetVar"><l>count</l><block s="reportListAttribute"><l><option>length</option></l><block var="costumes"/></block></block><block s="doForEach"><l>item</l><block s="reportListAttribute"><l><option>reverse</option></l><block var="costumes"/></block><script><block s="doApplyExtension"><l>cst_export(cst, name)</l><list><block var="item"/><block s="reportJoinWords"><list><block var="name"/><l> (</l><block var="count"/><l>)</l></list></block></list></block><block s="doChangeVar"><l>count</l><l>-1</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="count"/><l>10</l></block><l>0</l></list></block><script><block s="doWait"><l>1</l></block></script><list></list></block></script></block></script></block-definition><block-definition s="grayscales of %&apos;costume&apos;" type="reporter" category="looks"><header></header><code></code><translations>pl:_ w skali szarości&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_costumesMenu</options></input></inputs><script><block s="doReport"><block s="reportReshape"><block s="reportVariadicSum"><block s="reportListAttribute"><l><option>columns</option></l><block s="reportVariadicProduct"><list><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="costume"/></block><block s="reportNewList"><list><l>.3</l><l>.6</l><l>.1</l></list></block></list></block></block></block><list><block s="reportGetImageAttribute"><l><option>height</option></l><block var="costume"/></block><block s="reportGetImageAttribute"><l><option>width</option></l><block var="costume"/></block></list></block></block></script></block-definition><block-definition s="%&apos;filter&apos; filter on %&apos;costume&apos; alpha %&apos;alpha&apos;" type="reporter" category="looks"><header></header><code></code><translations>pl:filtr _ na _ kanał alfa _&#xD;</translations><inputs><input type="%s" readonly="true">blur<options>blur&#xD;sharpen&#xD;outline&#xD;emboss&#xD;edge={&#xD;left&#xD;right&#xD;top&#xD;bottom&#xD;}&#xD;Gauss</options></input><input type="%s" readonly="true">current<options>§_costumesMenu</options></input><input type="%b">true</input></inputs><script><block s="doDeclareVariables"><list><l>kernel</l><l>pixels</l><l>channels</l></list></block><block s="doSetVar"><l>kernel</l><block s="reportIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>rank</option></l><block var="filter"/></block><l>1</l></list></block><block var="filter"/><custom-block s="filter %s"><block var="filter"/></custom-block></block></block><block s="doSetVar"><l>pixels</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="costume"/></block></block><block s="doIf"><block var="alpha"/><script><block s="doSetVar"><l>channels</l><l>4</l></block></script><list><l><bool>true</bool></l><script><block s="doSetVar"><l>channels</l><l>3</l></block><block s="doSetVar"><l>pixels</l><block s="reportVariadicProduct"><list><block var="pixels"/><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l></list></block></list></block><comment w="137" collapsed="true">remove alpha channel</comment></block></script></list></block><block s="doReport"><block s="reportNewCostume"><custom-block s="convolve matrix %l * kernel %l"><block s="reportReshape"><block var="pixels"/><list><block s="reportGetImageAttribute"><l><option>height</option></l><block var="costume"/></block><block s="reportGetImageAttribute"><l><option>width</option></l><block var="costume"/></block><block var="channels"/></list></block><block var="kernel"/></custom-block><l></l><l></l></block></block></script></block-definition><block-definition s="filter %&apos;name&apos;" type="reporter" category="looks"><header></header><code></code><translations>pl:filtr _&#xD;</translations><inputs><input type="%s" readonly="true">blur<options>blur&#xD;sharpen&#xD;outline&#xD;emboss&#xD;edge={&#xD;left&#xD;right&#xD;top&#xD;bottom&#xD;}&#xD;Gauss</options></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="name"/><l>sharpen</l></list></block><script><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>0</l><l>-1</l><l>0</l><l>-1</l><l>5</l><l>-1</l><l>0</l><l>-1</l><l>0</l></custom-block></block></script><list><block s="reportVariadicEquals"><list><block var="name"/><l>outline</l></list></block><script><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>-1</l><l>-1</l><l>-1</l><l>-1</l><l>8</l><l>-1</l><l>-1</l><l>-1</l><l>-1</l></custom-block></block></script><block s="reportVariadicEquals"><list><block var="name"/><l>emboss</l></list></block><script><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>-2</l><l>-1</l><l>0</l><l>-1</l><l>1</l><l>1</l><l>0</l><l>1</l><l>2</l></custom-block></block></script><block s="reportVariadicEquals"><list><block var="name"/><l>left</l></list></block><script><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>-1</l><l>0</l><l>1</l><l>-2</l><l>0</l><l>2</l><l>-1</l><l>0</l><l>1</l></custom-block></block></script><block s="reportVariadicEquals"><list><block var="name"/><l>right</l></list></block><script><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>1</l><l>0</l><l>-1</l><l>2</l><l>0</l><l>-2</l><l>1</l><l>0</l><l>-1</l></custom-block></block></script><block s="reportVariadicEquals"><list><block var="name"/><l>top</l></list></block><script><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>-1</l><l>-2</l><l>-1</l><l>0</l><l>0</l><l>0</l><l>1</l><l>2</l><l>1</l></custom-block></block></script><block s="reportVariadicEquals"><list><block var="name"/><l>bottom</l></list></block><script><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>1</l><l>2</l><l>1</l><l>0</l><l>0</l><l>0</l><l>-1</l><l>-2</l><l>-1</l></custom-block></block></script><block s="reportVariadicEquals"><list><block var="name"/><l>gauss</l></list></block><script><block s="doReport"><block s="reportQuotient"><block s="reportNewList"><list><block s="reportNewList"><list><l>1</l><l>4</l><l>7</l><l>4</l><l>1</l></list></block><block s="reportNewList"><list><l>4</l><l>16</l><l>26</l><l>16</l><l>4</l></list></block><block s="reportNewList"><list><l>7</l><l>26</l><l>41</l><l>26</l><l>7</l></list></block><block s="reportNewList"><list><l>4</l><l>16</l><l>26</l><l>16</l><l>4</l></list></block><block s="reportNewList"><list><l>1</l><l>4</l><l>7</l><l>4</l><l>1</l></list></block></list></block><l>273</l></block></block></script></list></block><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>0.0625</l><l>0.125</l><l>0.0625</l><l>0.125</l><l>0.25</l><l>0.125</l><l>0.0625</l><l>0.125</l><l>0.0625</l><comment w="80" collapsed="false">blur</comment></custom-block></block></script></block-definition><block-definition s="rectangle costume %&apos;color&apos; width: %&apos;w&apos; height: %&apos;h&apos;" type="reporter" category="looks"><comment x="0" y="0" w="204.00000000000023" collapsed="false">make a rectangle costume with the given color, width and height. The color can be either specified by the color picker from the input slot, or it can be a list of r-g-b-a values.</comment><header></header><code></code><translations>pl:prostokątny kostium _ szerokość: _ wysokość: _&#xD;</translations><inputs><input type="%clr"></input><input type="%n">20</input><input type="%n">60</input></inputs><script><block s="doIf"><block s="reportIsA"><block var="color"/><l><option>list</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="color"/></block><l>4</l></list></block><block s="reportConcatenatedLists"><list><block s="reportReshape"><block var="color"/><list><l>3</l></list></block><block s="reportNewList"><list><l>255</l></list></block></list></block><block s="reportReshape"><block var="color"/><list><l>4</l></list></block></block></block></block></script><list></list></block><block s="doReport"><block s="reportNewCostume"><block s="reportReshape"><block s="reportVariadicProduct"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block var="color"/><l></l></list></block></autolambda><list></list></block><block s="reportNewList"><list><l>r</l><l>g</l><l>b</l><l>a</l></list></block></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>255</l></list></block></list></block><list><block s="reportVariadicProduct"><list><block s="reportVariadicMax"><list><block s="reportMonadic"><l><option>abs</option></l><block var="h"/></block><l>1</l></list></block><block s="reportVariadicMax"><list><block s="reportMonadic"><l><option>abs</option></l><block var="w"/></block><l>1</l></list></block></list></block><l>4</l></list></block><block s="reportVariadicMax"><list><block s="reportMonadic"><l><option>abs</option></l><block var="w"/></block><l>1</l></list></block><block s="reportVariadicMax"><list><block s="reportMonadic"><l><option>abs</option></l><block var="h"/></block><l>1</l></list></block></block></block></script></block-definition><block-definition s="kernel $nl %&apos;a1&apos; %&apos;b1&apos; %&apos;c1&apos; $nl %&apos;a2&apos; %&apos;b2&apos; %&apos;c2&apos; $nl %&apos;a3&apos; %&apos;b3&apos; %&apos;c3&apos;" type="reporter" category="lists"><header></header><code></code><translations>pl:jądro _ _ _ _ _ _ _ _ _ _ _ _&#xD;</translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportReshape"><block s="reportEnvironment"><l><option>inputs</option></l></block><list><l>3</l><l>3</l></list></block></block></script></block-definition><block-definition s="convolve matrix %&apos;matrix&apos; * kernel %&apos;kernel&apos;" type="reporter" category="operators"><header></header><code></code><translations>pl:przemnóż macierz _ * jądro _&#xD;</translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>padding</l><l>channels</l><l>every coordinate</l><l>channel indices</l></list></block><block s="doSetVar"><l>padding</l><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><block s="reportNewList"><list><l>1</l><l>2</l></list></block><block s="reportListAttribute"><l><option>dimensions</option></l><block var="kernel"/></block></block><l>1</l></block><l>2</l></block><comment w="119" collapsed="false">assume odd dimensions, typically 3x3 or 5x5</comment></block><block s="doSetVar"><l>channels</l><block s="reportListItem"><l>3</l><block s="reportListAttribute"><l><option>dimensions</option></l><block var="matrix"/></block></block></block><block s="doSetVar"><l>every coordinate</l><block s="reportCrossproduct"><block s="reportNumbers"><l>1</l><block s="reportListItem"><block s="reportNewList"><list><l>1</l><l>2</l></list></block><block s="reportListAttribute"><l><option>dimensions</option></l><block var="matrix"/></block></block></block></block></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="channels"/><l>0</l></list></block><script><block s="doSetVar"><l>channel indices</l><block s="reportNewList"><list><block s="reportReshape"><block s="reportNumbers"><l>1</l><block var="channels"/></block><list><block s="reportListAttribute"><l><option>length</option></l><block var="every coordinate"/></block><block var="channels"/></list></block></list></block></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="reportListAttribute"><l><option>dimensions</option></l><block var="kernel"/></block><l>3</l></list></block><script><block s="doSetVar"><l>kernel</l><block s="reportReshape"><custom-block s="stretch %l by %n"><block s="reportListAttribute"><l><option>flatten</option></l><block var="kernel"/></block><block var="channels"/></custom-block><block s="reportConcatenatedLists"><list><block s="reportListAttribute"><l><option>dimensions</option></l><block var="kernel"/></block><block s="reportNewList"><list><block var="channels"/></list></block></list></block></block></block></script><list></list><comment w="90" collapsed="false">reshape the kernel to match the input matrix&apos;s channels, if any</comment></block></script><script><block s="doSetVar"><l>channel indices</l><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportReshape"><block s="reportVariadicSum"><block s="reportListAttribute"><l><option>columns</option></l><block s="reportVariadicSum"><block s="reportListAttribute"><l><option>columns</option></l><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportListAttribute"><l><option>columns</option></l><block s="reportConcatenatedLists"><list><block s="reportListAttribute"><l><option>columns</option></l><block s="reportNumbers"><block s="reportDifference"><block var="every coordinate"/><block var="padding"/></block><block s="reportVariadicSum"><list><block var="every coordinate"/><block var="padding"/></list></block></block></block><block var="channel indices"/></list></block></block><block var="matrix"/></block><block var="kernel"/></list></block></block></block></block></block><block s="reportListAttribute"><l><option>dimensions</option></l><block var="matrix"/></block><comment w="80" collapsed="false">for every padded pixel create a partial copy of the input, item-multiply it with the kernel and take its overall sum (∑)</comment></block></block></script></block-definition><block-definition s="stretch %&apos;data&apos; by %&apos;factor&apos;" type="reporter" category="lists"><header></header><code></code><translations>pl:rozciągnij _ o _&#xD;de:strecke _ um _&#xD;</translations><inputs><input type="%l"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block s="reportNumbers"><l>1</l><block s="reportVariadicProduct"><list><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><block var="factor"/></list></block></block><block var="factor"/></block></block><block var="data"/></block></block></script></block-definition><block-definition s="compress %&apos;data&apos; by %&apos;factor&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:stauche _ um _&#xD;</translations><inputs><input type="%l" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doReport"><custom-block s="stretch %l by %n"><block var="data"/><block s="reportQuotient"><l>1</l><block var="factor"/></block></custom-block></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="true" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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diff --git a/Info/CAAG/manifest.pdf b/Info/CAAG/manifest.pdf
new file mode 100644
index 00000000..f36d7c6f
Binary files /dev/null and b/Info/CAAG/manifest.pdf differ
diff --git a/Info/CAAG/manifest.tex b/Info/CAAG/manifest.tex
new file mode 100644
index 00000000..9883e0e9
--- /dev/null
+++ b/Info/CAAG/manifest.tex
@@ -0,0 +1,56 @@
+\documentclass[a4paper]{article}
+\usepackage{tikz}
+\usetikzlibrary{calc}
+\usepackage{svg}
+\usepackage[top=2cm, left=5cm, right=2cm, bottom=2cm]{geometry}
+
+\title{\input{name}}
+
+\makeatletter
+\let\thetitle\@title
+\makeatother
+
+\begin{document}
+
+\textbf{\thetitle{}} ist eine offene Ausstellung für mit Hilfe von Computern erstellte Kunst.
+Sie verfolgt folgende Grundsätze.
+
+\section{Grundsätze}
+
+\begin{itemize}
+\item Offenheit
+\item Inklusivität
+\item Kreativität
+\item Spaß
+\end{itemize}
+
+\subsection{ Offenheit}
+
+Die Ausstellung steht allen Interessierten offen.
+Die ausgestellte Kunst ist frei zugänglich.
+Dabei ist frei-lizenzierte Kunst zu bevorzugen, und das Wissen zu ihrer Erstellung zu verbreiten.
+Jeder darf die Ausstellung mit eigener Kunst erweitern.
+Ausgestellte Kunst sollte zum Nachahmen einladen indem der Entstehungsprozess dokumentiert und ebenfalls öffentlich zugänglich ist.
+
+\subsection{Inklusivität}
+
+Die Ausstellung ist für alle da.
+Alle Kunstwerke sind auch für kleinere Besucher*innen sicht-/ und damit erfahrbar.
+Die gezeigten Werke sind frei von jeglicher Diskriminierung.
+Darstellungen von Rassismus, Klassizismus, Spezizismus, Chauvinismus sowie Verherrlichung von Gewalt werden nicht ausgestellt.
+
+\subsection{Kreativität}
+
+Die Austellung stellt den kreativen und selbstbestimmten Umgang mit Technik in den Fokus.
+Dabei steht die menschliche Kreativität im Zentrum.
+Werke, die nahezu ausschließlich durch generative "KI" erzeugt wurden, sind nicht Teil der Ausstellung.
+Ziel ist es zur Kreativität anzuregen und eigenwirksam die Welt zu gestalten und nicht die Kreativität mathematischer Remix-Automaten zu überlassen.
+
+\subsection{Spaß}
+
+Die Ausstellung soll zeigen, dass Computer mehr als nur Werkzeuge zur Pflichterfüllung sind, sondern auch Schönes produzieren und Freude bereiten können.
+
+\tikz[remember picture,overlay] \node[opacity=0.125, inner sep=0pt, anchor=north west] at ($(current page.north west) + (1cm, -1.5cm)$) {\includesvg[keepaspectratio, height=0.6\paperheight]{square_spiral.svg}};
+\tikz[remember picture,overlay] \node[opacity=0.25, inner sep=0pt] at (9cm, 13.5cm) {\includesvg[keepaspectratio, height=4cm]{bubble_circles.svg}};
+
+\end{document}
diff --git a/Info/CAAG/name b/Info/CAAG/name
new file mode 100644
index 00000000..9819f01d
--- /dev/null
+++ b/Info/CAAG/name
@@ -0,0 +1 @@
+CAAG - Computer Aided Art Gallery
diff --git a/Info/CAAG/square_spiral.svg b/Info/CAAG/square_spiral.svg
new file mode 100644
index 00000000..f438b47f
--- /dev/null
+++ b/Info/CAAG/square_spiral.svg
@@ -0,0 +1 @@
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