<snapdata remixID="14717413"><project name="Pinwheel project" app="Snap! 11.0.5, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Pinwheel project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="NumberOfCircles %&apos;NumberOfCircles&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="clear"></block><block s="doSetVar"><l>NumberOfCircles</l><l>1</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>270</l></block><block s="changeXPosition"><l>-100</l></block><block s="down"></block><block s="doRepeat"><block var="NumberOfCircles"/><script><block s="doRepeat"><l>100</l><script><block s="forward"><l>30</l></block><block s="forward"><l>-40</l></block><block s="turn"><l>15</l></block></script></block><block s="up"></block><block s="changeXPosition"><l>100</l></block><block s="setHeading"><l>270</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>60</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script></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="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="54"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="35.390580112600674" y="-14.659258262890717" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="61"><costumes><list struct="atomic" id="62"></list></costumes><sounds><list struct="atomic" id="63"></list></sounds><blocks></blocks><variables></variables><scripts><script x="111" y="81"><block s="receiveGo"></block><custom-block s="NumberOfCircles %s"><l>2</l></custom-block></script></scripts></sprite><watcher var="NumberOfCircles" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="NumberOfCircles"><l>0</l></variable></variables></scene></scenes></project><media name="Pinwheel project" app="Snap! 11.0.5, https://snap.berkeley.edu" version="2"></media></snapdata>