<snapdata remixID="8845379"><project name="U2L4-FractalArt" 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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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-100" y="75.00000000087067" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="35.999999999999986,255,255,1" 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="20" y="20"><block s="up"></block><block s="gotoXY"><l>-100</l><l>75</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block></script><script x="20" y="134"><custom-block s="NestingTriangle, size %s"><l>100</l><comment w="107" collapsed="true">Steps: 9 and 10.</comment></custom-block></script><script x="20" y="173"><custom-block s="NestingSquare, Size %s"><l>25</l><comment w="90" collapsed="true">Step: 11.</comment></custom-block></script><script x="20" y="212"><custom-block s="Nesting Triangle, Size %s"><l>100</l><comment w="90" collapsed="true">Step: 12.</comment></custom-block></script><script x="20" y="251.00000000000006"><custom-block s="Nesting Triangle %s"><l>100</l><comment w="90" collapsed="true">same script as NestingTriangle, Size. This was built for me to play and test without screwing up the original</comment></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="NestingTriangle, size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="NestingTriangle, size %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="NestingSquare, Size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>2</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="NestingSquare, Size %s"><block s="reportQuotient"><block var="size"/><l>1.5</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="Nesting Triangle, Size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="setPenHSVA"><l><option>hue</option></l><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="Nesting Triangle %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="Nesting Triangle %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>25</l></block><block s="forward"><block var="size"/></block><custom-block s="NestingTriangle, size %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L4-FractalArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>