<snapdata remixID="11084260"><project name="U2L2 - P4 mandalaStarter" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><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="true" hyperops="true" 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><watcher var="pointsList" style="normal" x="-2" y="-2" color="243,118,29" extX="80" extY="70"/><sprite name="Sprite" idx="1" x="0" y="75.41363077731847" heading="93" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="72.56097560975616" y="869.6138211382087" w="158.29268292682926" collapsed="false">You may also need to create a new variable or two.  These are the blocks you&apos;ll need to get started.&#xD;&#xD;Remember: Start small and scale up.  Think about what your first step could/should be, and then move from there.</comment><comment x="170.22256097560967" y="1017.2398373983737" w="90" collapsed="false">you will need 2 of these OR</comment><comment x="209.7149628429878" y="1082.1869918699185" w="90" collapsed="false">2 of these.</comment><script x="450" y="89.46666666666499"><block s="doFor"><l>i</l><l>1</l><l>10</l><script></script></block></script><script x="1338" y="474.4666666666644"><block s="doSetVar"><l>pointsList</l><block s="reportNewList"><list></list></block></block></script><script x="406.34146341463406" y="223.69512195121698"><block s="clear"></block></script><script x="704" y="384.7999999999977"><block s="down"></block><custom-block s="polygon: sides: %n , size %n"><l>10</l><l>75</l></custom-block><block s="doForEach"><l>Guess</l><block var="pointsList"/><script><block s="doForEach"><l>item</l><block var="pointsList"/><script><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="Guess"/></custom-block><custom-block s="y coordinate of %l"><block var="Guess"/></custom-block></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><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><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="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="polygon: sides: %&apos;sides&apos; , size %&apos;size&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="sides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><block s="doAddToList"><custom-block s="point ( %n , %n )"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="pointsList"/></block></script></block></script></block-definition></blocks><variables><variable name="pointsList"><list id="101"><item><list struct="atomic" id="102">74.8972151065932,71.48843405909759</list></item><item><list struct="atomic" id="103">133.1831622158661,24.289404730359763</list></item><item><list struct="atomic" id="104">152.594590598555,-48.15503224132033</list></item><item><list struct="atomic" id="105">125.7169943826575,-118.17356422861047</list></item><item><list struct="atomic" id="106">62.816701786750855,-159.02149185473752</list></item><item><list struct="atomic" id="107">-12.08051331984234,-155.09629513651663</list></item><item><list struct="atomic" id="108">-70.36646042911525,-107.89726580777881</list></item><item><list struct="atomic" id="109">-89.77788881180413,-35.45282883609872</list></item><item><list struct="atomic" id="110">-62.90029259590665,34.56570315119143</list></item><item><list struct="atomic" id="111">0,75.41363077731847</list></item></list></variable></variables></project><media name="U2L2 - P4 mandalaStarter" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>