<snapdata remixID="11462985"><project name="Mandala" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Mandala"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Polygon, sides %&apos;Number of sides&apos; length %&apos;lengh&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doRepeat"><block var="Number of sides"/><script><block s="forward"><block var="lengh"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of sides"/></block></block><block s="doAddToList"><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="vertex"/></block></script></block><block s="doForEach"><l>item</l><block var="vertex"/><script><block s="doGotoObject"><block var="item"/></block><block s="doForEach"><l>item</l><block var="vertex"/><script><block s="doSetVar"><l>previous position</l><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block></block><block s="doFaceTowards"><block var="item"/></block><block s="doGotoObject"><block var="item"/></block><block s="doGotoObject"><block var="previous position"/></block></script></block></script></block></script></block-definition><block-definition s="y coordinate of %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="point"/></block></block></script></block-definition><block-definition s="x coordinate of %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="point"/></block></block></script></block-definition><block-definition s="point %&apos;X&apos; %&apos;Y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="X"/><block var="Y"/></list></block></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="75"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="76"></list></costumes><sounds><list struct="atomic" id="77"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-25" y="100" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="82"><costumes><list struct="atomic" id="83"></list></costumes><sounds><list struct="atomic" id="84"></list></sounds><blocks></blocks><variables></variables><scripts><script x="278" y="98"><block s="receiveGo"></block><block s="doSetVar"><l>vertex</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>previous position</l><block s="reportNewList"><list></list></block></block><block s="gotoXY"><l>-25</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="clear"></block><block s="down"></block><custom-block s="Polygon, sides %n length %n"><l>15</l><l>50</l></custom-block></script></scripts></sprite><watcher var="vertex" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="previous position" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="vertex"><list id="115"><item><list struct="atomic" id="116">25,100</list></item><item><list struct="atomic" id="117">70.67727288212996,79.66316784620997</list></item><item><list struct="atomic" id="118">104.13380320007286,42.50592657234026</list></item><item><list struct="atomic" id="119">119.58465291882021,-5.046899242417425</list></item><item><list struct="atomic" id="120">114.3582297554376,-54.7729940108311</list></item><item><list struct="atomic" id="121">89.3582297554376,-98.07426420005305</list></item><item><list struct="atomic" id="122">48.907380036690256,-127.4635268146767</list></item><item><list struct="atomic" id="123">0,-137.85911135556472</list></item><item><list struct="atomic" id="124">-48.907380036690256,-127.4635268146767</list></item><item><list struct="atomic" id="125">-89.3582297554376,-98.07426420005305</list></item><item><list struct="atomic" id="126">-114.3582297554376,-54.7729940108311</list></item><item><list struct="atomic" id="127">-119.58465291882032,-5.046899242417425</list></item><item><list struct="atomic" id="128">-104.13380320007298,42.50592657234026</list></item><item><list struct="atomic" id="129">-70.67727288212996,79.66316784620997</list></item><item><list struct="atomic" id="130">-25,100</list></item></list></variable><variable name="previous position"><list struct="atomic" id="131">-25,100</list></variable></variables></scene></scenes></project><media name="Mandala" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>