<snapdata remixID="8571560"><project name="M2L3-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="102.86151619525253" y="-54.87383148285426" heading="210" 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="225" y="337"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>200</l><script><block s="forward"><block s="reportProduct"><l>.1</l><block var="length"/></block></block><block s="turn"><l>10</l></block></script></block></script><script x="223" y="131"><block s="clear"></block></script><script x="581" y="147"><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="M2L3-Squiral" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>