<snapdata remixID="13003008"><project name="Egyptian Motif U2 Chris Hansberry" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Egyptian Motif U2 Chris Hansberry"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel with rectangles, branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos; width: %&apos;width&apos; length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="backup"/></list></block></block><custom-block s="rectangle, width: %s length: %s"><block var="width"/><block var="length"/></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>5</l></block></script></block></script></block-definition><block-definition s="rectangle, width: length:" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="rectangle, width: %&apos;width&apos; length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><block var="width"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="length"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="48"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="50" y="-2.842170943040401e-14" heading="89.99999999318959" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="173" y="55"><block s="receiveGo"></block><block s="down"></block><block s="gotoXY"><l>50</l><l>0</l></block><block s="doSetVar"><l>number of branches</l><l>6</l></block><block s="doSetVar"><l>size</l><l>100</l></block><block s="doSetVar"><l>backup</l><l>10</l></block><block s="doSetVar"><l>width</l><l>75</l></block><block s="doSetVar"><l>length</l><l>150</l></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="pinwheel with rectangles, branches: %s size: %s backup: %s width: %s length: %s"><block var="number of branches"/><block var="size"/><block var="backup"/><block var="width"/><block var="length"/></custom-block></script></block></script></block></script></scripts></sprite><watcher var="size" style="slider" min="0" max="100" x="180" y="7.000001999999995" color="243,118,29"/><watcher var="backup" style="slider" min="0" max="100" x="274" y="7.00000399999999" color="243,118,29"/><watcher var="width" style="slider" min="0" max="150" x="383" y="7.000005999999985" color="243,118,29"/><watcher var="length" style="slider" min="0" max="150" x="12" y="58.00000799999998" color="243,118,29"/><watcher var="number of branches" style="slider" min="3" max="36" x="13" y="11" color="243,118,29"/></sprites></stage><variables><variable name="number of branches"><l>6</l></variable><variable name="size"><l>100</l></variable><variable name="backup"><l>10</l></variable><variable name="width"><l>75</l></variable><variable name="length"><l>150</l></variable></variables></scene></scenes></project><media name="Egyptian Motif U2 Chris Hansberry" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>