<snapdata remixID="8585908"><project name="U2L2p5 -Mandala Design" app="Snap! 5.1, http://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" 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="0" y="0" heading="90.00000000000023" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="229,8.999999999999945,0,1" 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="20" y="10" w="629.2307692307692" collapsed="false">Updated by Matthew Van Dyke on 09/15/2019&#xD;U2L2p4 Mandala Design&#xD;Unit 2 Lab 2: Making Art by Using Data Structures &gt; Mandala Design</comment><comment x="72" y="804" w="615" collapsed="false">Betsy: I have an idea for the part of the program that actually draws the diagonals.&#xD;Betsy sketches this: Stage 2 of Mandala&#xD;Gamal: Smart! We&apos;ll draw all the diagonals from one vertex as a subproblem.</comment><script x="216" y="145"><custom-block s="polygon, sides: %n side length: %n"><l>10</l><l>50</l></custom-block></script><script x="52" y="260"><block s="receiveGo"></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>229,9,0,1</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="changePenHSVA"><l><option>hue</option></l><l>20</l></block><custom-block s="connect point %l to each vertex in %l"><block var="item"/><block var="vertices"/></custom-block></script></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>1</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" extX="156" extY="275" 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. 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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