<snapdata remixID="9231964"><project name="mandala" app="Snap! 5.4, 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" penlog="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><sprite name="Sprite" idx="1" x="0" y="0" heading="135" 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="127" y="45"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>mandala</l><block s="reportNewList"><list></list></block></block><block s="clear"></block><custom-block s="polygon, sides: %n side length: %n"><l>8</l><l>50</l></custom-block><block s="doForEach"><l>item</l><block var="mandala"/><script><block s="doForEach"><l>item 2</l><block var="mandala"/><script><block s="up"></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="item"/></block><block s="reportListItem"><l>2</l><block var="item"/></block></block><block s="down"></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="item 2"/></block><block s="reportListItem"><l>2</l><block var="item 2"/></block></block></script></block></script></block></script></scripts></sprite><watcher var="mandala" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon, sides: %&apos;number of sides&apos; side length: %&apos;side 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="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="side length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block><block s="doAddToList"><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block><block var="mandala"/></block></script></block></script></block-definition></blocks><variables><variable name="mandala"><list id="84"><item><list struct="atomic" id="85">35.355339059327434,-35.35533905932738</list></item><item><list struct="atomic" id="86">35.355339059327434,-85.35533905932738</list></item><item><list struct="atomic" id="87">0,-120.71067811865476</list></item><item><list struct="atomic" id="88">-50,-120.71067811865476</list></item><item><list struct="atomic" id="89">-85.35533905932743,-85.35533905932738</list></item><item><list struct="atomic" id="90">-85.35533905932743,-35.35533905932738</list></item><item><list struct="atomic" id="91">-50,0</list></item><item><list struct="atomic" id="92">0,0</list></item></list></variable></variables></project><media name="mandala" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>