<snapdata remixID="8514591"><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" 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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><watcher var="length" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="-111.16398416040806" y="12.315485769013293" heading="354" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="59" y="54"><block s="clear"></block></script><script x="193" y="53"><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doSayFor"><block s="reportProduct"><l>2</l><block var="i"/></block><l>2</l></block></script><comment w="90" collapsed="false">This script tells the Sprite to spit out a number based on the input x 2, it goes from 1 - 15</comment></block></script><script x="441" y="271"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>10000</l><script><block s="forward"><block s="reportProduct"><l>0.001</l><block var="length"/></block></block><block s="turn"><l>1</l></block></script><comment w="90" collapsed="false">This script creates a basically perfect circle spiral as it goes 1 degree for 0.001 x the length amount of steps</comment></block></script><script x="53" y="294"><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>90</l></block></script><comment w="90" collapsed="false">This script creates a square spiral that allows the Sprite to create a square spiral</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="for" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="length"><l>0</l></variable></variables></project><media name="U1L3-Squiral" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>