<snapdata remixID="8446782"><project name="U1L3-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="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="-54.55612006596698" y="89.72504766896543" heading="94" 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="123" y="155"><block s="doFor"><l>i</l><l>1</l><l>30</l><script><block s="doSayFor"><block var="i"/><l>1</l></block></script></block></script><script x="62" y="213"><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>1</l><l>200</l><script><block s="forward"><block s="reportProduct"><l>.05</l><block var="length"/></block></block><block s="turn"><l>9</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="U1L3-Squiral" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>