<snapdata remixID="8582383"><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><watcher var="vertices" style="normal" x="7.299269510904878" y="7.299269510904949" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="-67.45084971874758" y="71.61073738537652" heading="90.00000000000023" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,245,245,1" 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="10" y="10" w="629.2307692307692" collapsed="false">Updated by Cael Black and Evan Elizondo on 09/13/2019&#xD;1920 U2L2p5 Making Art by Using Data Structures&#xD;Unit 2 Lab 2: Making Art by Using Data Structures &gt; Mandala Design</comment><script x="20" y="109"><block s="clear"></block><block s="down"></block><block s="setColor"><color>245,202,0,1</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>10</l></block></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</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>1</l><block var="vertices"/></block></custom-block></script></scripts></sprite></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. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD; 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