<snapdata remixID="8736823"><project name="Fractal Art" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Fractal Boi" idx="1" x="-50" y="49.999999999994486" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="54" y="49"><block s="receiveGo"></block><custom-block s="set stage"></custom-block><block s="doAsk"><l>How many sides should the base polygon have?</l></block><custom-block s="Polygon %s %s %s"><block s="getLastAnswer"></block><l>100</l><l>0</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Polygon %&apos;sides&apos; %&apos;length&apos; %&apos;backup&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><custom-block s="Polygon 2 %s %s %s"><block var="length"/><block var="sides"/><block var="backup"/></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="Polygon 2 %&apos;length&apos; %&apos;sides&apos; %&apos;backup&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><block s="reportQuotient"><block s="reportQuotient"><block s="reportProduct"><block var="length"/><l>3</l></block><l>2</l></block><block var="sides"/></block></block><custom-block s="polygon 3 %s %s %s"><block var="length"/><block var="sides"/><block var="backup"/></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="polygon 3 %&apos;length&apos; %&apos;sides&apos; %&apos;backup&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><block s="reportQuotient"><block s="reportQuotient"><block s="reportProduct"><block var="length"/><l>3</l></block><l>4</l></block><block var="sides"/></block></block><custom-block s="polygon 4 %s %s %s"><block var="length"/><block var="sides"/><block var="backup"/></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="pinwheel (na)" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="polygon 4 %&apos;length&apos; %&apos;sides&apos; %&apos;backup&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><block s="reportQuotient"><block s="reportQuotient"><block s="reportProduct"><block var="length"/><l>3</l></block><l>8</l></block><block var="sides"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="set stage" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="gotoXY"><l>-50</l><l>50</l></block><block s="setHeading"><l>90</l></block></script></block-definition></blocks><variables></variables></project><media name="Fractal Art" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>