<snapdata remixID="9070368"><project name="U2L2-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="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><sprite name="Sprite" idx="1" x="-27.40636372927777" y="12.202099292273957" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="20" y="20"><custom-block s="polygon, sides: %s side length: %s"><l>15</l><l>30</l></custom-block><block s="doSetVar"><l>starting point</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>starting 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 %n"><block var="starting point"/></custom-block><custom-block s="y coordinate of %n"><block var="starting point"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block var="item"/></custom-block><custom-block s="y coordinate of %n"><block var="item"/></custom-block></block><block s="up"></block></script></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block var="starting point"/></custom-block><custom-block s="y coordinate of %n"><block var="starting point"/></custom-block></block></script></block></script><script x="75" y="482"><block s="doSetVar"><l>starting point</l><block s="reportListItem"><l>1</l><block var="polygon points"/></block></block></script><script x="71.000002" y="367.000002"><block s="clear"></block></script><script x="165" y="362"><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite><watcher var="polygon points" style="normal" x="246.04247555101438" y="206.50343015618157" color="243,118,29" extX="134" extY="150"/><watcher var="starting point" style="normal" x="15.520833333333371" y="15.520833333333329" color="243,118,29" extX="80" extY="69.99999999999999"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><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="%s"></input><input type="%s"></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="turnLeft"><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="rectangle, length: %&apos;length&apos; width: %&apos;width&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>150</l></block><block s="doSayFor"><l>length is drawn!</l><l>2</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block><block s="doSayFor"><l>height is drawn!</l><l>2</l></block></script></block></script></block-definition><block-definition s="go to point %&apos;point&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="gotoXY"><block s="errorObsolete"></block><block s="errorObsolete"></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="%n"></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="%n"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="point"/></block></block></script></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></blocks><variables><variable name="polygon points"><list id="151"><item><list struct="atomic" id="152">0,0</list></item><item><list struct="atomic" id="153">30,0</list></item><item><list struct="atomic" id="154">57.40636372927801,12.202099292274019</list></item><item><list struct="atomic" id="155">77.4802819200438,34.496444056595834</list></item><item><list struct="atomic" id="156">86.75079175129224,63.02813954545042</list></item><item><list struct="atomic" id="157">83.61493785326269,92.86379640649862</list></item><item><list struct="atomic" id="158">68.61493785326269,118.84455852003178</list></item><item><list struct="atomic" id="159">44.344428022014235,136.47811608880596</list></item><item><list struct="atomic" id="160">15.000000000000123,142.71546681333874</list></item><item><list struct="atomic" id="161">-14.344428022013988,136.47811608880593</list></item><item><list struct="atomic" id="162">-38.61493785326244,118.84455852003175</list></item><item><list struct="atomic" id="163">-53.61493785326244,92.86379640649858</list></item><item><list struct="atomic" id="164">-56.750791751292006,63.028139545450394</list></item><item><list struct="atomic" id="165">-47.48028192004355,34.49644405659578</list></item><item><list struct="atomic" id="166">-27.40636372927777,12.202099292273957</list></item></list></variable><variable name="starting point"><ref id="166"></ref></variable></variables></project><media name="U2L2-Mandala Design" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>