<snapdata remixID="11084264"><project name="U2L2 - P4 mandalaStarter" app="Snap! 6, https://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" 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><sprite name="Sprite" idx="1" x="0" y="80" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="49,144,255,1" 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="16.34146341463415" y="38.99186991869908"><custom-block s="x coordinate of %l"><l/></custom-block></script><script x="16.95121951219511" y="63.91869918699183"><custom-block s="y coordinate of %l"><l/></custom-block></script><comment x="37.682926829268354" y="506.9186991869917" 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="266.92578125" y="791.2666666666668" w="80" collapsed="false">you will need 2 of these OR</comment><script x="263" y="93.49186991869877"><block s="doFor"><l>i</l><l>1</l><l>10</l><script></script><comment w="90" collapsed="false">2 of these.</comment></block></script><script x="22" y="89.16666666666677"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>49,144,255,1</color></block><block s="up"></block><block s="doSetVar"><l>pointsList</l><block s="reportNewList"><list></list></block></block><block s="gotoXY"><l>0</l><l>80</l></block><block s="down"></block><custom-block s="polygon: sides: %n , size %n"><l>10</l><l>50</l></custom-block><block s="doForEach"><l>vertex</l><block var="pointsList"/><script><custom-block s="Draw Diagonal from vertex %l"><block var="vertex"/></custom-block></script></block></script></scripts></sprite><watcher var="pointsList" style="normal" x="1" y="6.000000000000028" color="243,118,29" hidden="true"/></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><block-definition s="Draw Diagonal from vertex %&apos;vertex&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doForEach"><l>point</l><block var="pointsList"/><script><block s="doGotoObject"><block var="point"/></block><block s="doGotoObject"><block var="vertex"/></block></script></block></script></block-definition></blocks><variables><variable name="pointsList"><list id="106"><item><list struct="atomic" id="107">50,80</list></item><item><list struct="atomic" id="108">90.45084971874735,50.61073738537635</list></item><item><list struct="atomic" id="109">105.9016994374947,3.0579115706186712</list></item><item><list struct="atomic" id="110">90.45084971874735,-44.49491424413901</list></item><item><list struct="atomic" id="111">50,-73.88417685876266</list></item><item><list struct="atomic" id="112">0,-73.88417685876266</list></item><item><list struct="atomic" id="113">-40.45084971874735,-44.49491424413901</list></item><item><list struct="atomic" id="114">-55.9016994374947,3.0579115706186712</list></item><item><list struct="atomic" id="115">-40.45084971874735,50.61073738537635</list></item><item><list struct="atomic" id="116">0,80</list></item></list></variable></variables></project><media name="U2L2 - P4 mandalaStarter" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>