<snapdata remixID="8653478"><project name="U2L2-Mandala" 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="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="polygon points" style="normal" x="12" y="4" color="243,118,29" extX="81" extY="45"/><watcher var="start point" style="normal" x="17" y="65" color="243,118,29" extX="80" extY="70"/><sprite name="Sprite" idx="1" x="-51.90627129560244" y="39.95173613787995" heading="89.99999999999773" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="544" y="32"><block s="clear"></block></script><script x="127" y="75"><custom-block s="mandala, sides: %n side length: %n"><l>13</l><l>60</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon, number of sides: %&apos;Number of sides&apos; side length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="errorObsolete"></block></script></block-definition><block-definition s="polygon, sides: %&apos;number of sides&apos; side length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>polygon points</l><block s="reportNewList"><list></list></block></block><block s="down"></block><block s="doRepeat"><block var="number of sides"/><script><block s="doAddToList"><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="polygon points"/></block><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block><block s="up"></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="point" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs></block-definition><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="mandala, sides: %&apos;number of sides&apos; side length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="polygon, sides: %n side length: %n"><block var="number of sides"/><block var="length"/></custom-block><block s="doSetVar"><l>start point</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>start point</l><block var="item"/></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="start point"/></custom-block><custom-block s="y coordinate of %l"><block var="start point"/></custom-block></block><block s="down"></block><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="up"></block></script></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="start point"/></custom-block><custom-block s="y coordinate of %l"><block var="start point"/></custom-block></block></script></block></script></block-definition></blocks><variables><variable name="polygon points"><list id="126"><item><list struct="atomic" id="127">1.2210902435904245,67.83512646051031</list></item><item><list struct="atomic" id="128">61.221090243590425,67.83512646051031</list></item><item><list struct="atomic" id="129">114.34845178278397,39.95173613788589</list></item><item><list struct="atomic" id="130">148.43233658665486,-9.427295815732407</list></item><item><list struct="atomic" id="131">155.66453740197608,-68.98982826161546</list></item><item><list struct="atomic" id="132">134.38824417942578,-125.09080282274101</list></item><item><list struct="atomic" id="133">89.47759928916116,-164.87816231719023</list></item><item><list struct="atomic" id="134">31.22109024359861,-179.23710217444574</list></item><item><list struct="atomic" id="135">-27.03541880196508,-164.87816231719438</list></item><item><list struct="atomic" id="136">-71.94606369223266,-125.09080282274834</list></item><item><list struct="atomic" id="137">-93.22235691478704,-68.98982826162427</list></item><item><list struct="atomic" id="138">-85.99015609946991,-9.427295815740763</list></item><item><list struct="atomic" id="139">-51.90627129560244,39.95173613787995</list></item></list></variable><variable name="start point"><ref id="139"></ref></variable></variables></project><media name="U2L2-Mandala" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>