<snapdata remixID="8641252"><project name="U2L2p5-Making Art by Using Data Structures" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" 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="-40.45084971874758" y="-29.389262614623476" heading="90.00000000000023" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,167.99999999999994,240,1" 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><comment x="10" y="10" w="629.2307692307692" collapsed="false">Updated by Alexander Perez  9/18/19&#xD;U2L2p5 Making Art by Using Data Structures&#xD;Unit 2 Lab 2: Making Art by Using Data Structures &gt; Mandala Design</comment><script x="10" y="88"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>240,0,18,1</color></block><block s="doSetVar"><l>vertices</l><block s="reportNewList"><list></list></block></block><custom-block s="polygon, sides: %n side length: %n"><l>10</l><l>50</l></custom-block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="vertices"/><script><block s="setPenHSVA"><l><option>hue</option></l><block s="reportProduct"><l>10</l><block s="reportRandom"><l>1</l><l>9</l></block></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>15</l></block><custom-block s="connect point %l to each vertex in %l"><block var="item"/><block var="vertices"/></custom-block></script></custom-block><block s="up"></block><custom-block s="go to point %l"><block s="reportListItem"><l><option>last</option></l><block var="vertices"/></block></custom-block></script></scripts></sprite><watcher var="vertices" style="normal" x="7.299269510904878" y="7.299269510904949" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="connect point %&apos;vertex&apos; to each vertex in %&apos;vertexList&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="vertexList"/><script><custom-block s="connect two points, %s and %s"><block var="vertex"/><block var="item"/></custom-block></script></custom-block></script></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. 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