<snapdata remixID="8689899"><project name="U1L3-Squiral-Atiya, Rojas" 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="0" y="-3.6971329340362936e-14" heading="30" 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="95" y="191"><block s="clear"></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>20</l></block></script></block></script><script x="304" y="103"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="37" y="11"><block s="doFor"><l>i</l><l>0</l><l>30</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><script x="272" y="156"><block s="clear"></block></script><script x="376" y="195"><custom-block s="polygon sides %s side length %s"><l>5</l><l>50</l></custom-block></script></scripts></sprite></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="doRepeat"><block var="number of sides"/><script><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></script></block-definition></blocks><variables></variables></project><media name="U1L3-Squiral-Atiya, Rojas" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>