<snapdata remixID="8630081"><project name="U1L3P6-Squiral" 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="137.76168904286578" y="-93.96520077645238" heading="218" 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"><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="doSayFor"><block s="reportProduct"><block var="i"/><l>2</l></block><l>.5</l></block></script></block></script><script x="20" y="99"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doFor"><l>length</l><l>0</l><l>150</l><script><block s="forward"><block s="reportProduct"><l>.2</l><block var="length"/></block></block><block s="turn"><l>10</l></block></script></block></script><script x="20" y="258"><custom-block s="spuiral size: %s tightness: %s"><l>150</l><l>10</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="spuiral size: %&apos;size&apos; tightness: %&apos;tightness&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doFor"><l>length</l><l>0</l><block var="size"/><script><block s="forward"><block s="reportProduct"><l>.2</l><block var="length"/></block></block><block s="turn"><block var="tightness"/></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3P6-Squiral" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>