<snapdata remixID="8499455"><project name="U1L3- Art" 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><sprite name="Sprite" idx="1" x="-173" y="192.99999999999994" heading="23.526315789473756" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,19,31,1" 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="428" y="301"><block s="setHeading"><l>285</l></block></script><script x="423" y="352"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="424" y="122"><block s="clear"></block></script><script x="59" y="106"><custom-block s="rectangle, sides: %s Length: %s"><l>5</l><l>12</l></custom-block></script><script x="57" y="169"><custom-block s="polygon sides %s length %s"><l>4</l><l>34</l></custom-block></script><script x="55" y="235"><custom-block s="polygon sides %s length %s"><l>5</l><l>10</l></custom-block></script><script x="48" y="298"><custom-block s="polygon sides %s length %s"><l>38</l><l>4</l></custom-block></script><script x="483" y="113"><block s="down"></block></script><script x="474" y="173"><block s="floodFill"></block></script><script x="501" y="238"><block s="floodFill"></block></script><script x="555" y="195"><block s="setColor"><color>0,19,31,1</color></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon sides %&apos;number of sides&apos; 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="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="length"/></block></script></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block-definition><block-definition s="rectangle, sides: %&apos;sides&apos; 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="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3- Art" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>