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select="1"><scene name="U1L3-Squiral"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="62.2313824898838" y="137.96797101208077" heading="120" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="24" y="18.166666666666686"><block s="gotoXY"><l>0</l><l>0</l><comment w="135" collapsed="false">This script shows my closest attempt at making a smooth spiral. </comment></block><block s="doFaceTowards"><l><option>center</option></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="reportVariadicProduct"><list><l>0.2</l><block var="length"/></list></block></block><block s="turn"><l>15</l></block></script></block></script><comment x="26" y="200" w="501" collapsed="false">This is U1L3 Squiral. I was unsure of which link to post, so here is the link to U1L3-Pinwheel as well if needed: https://snap.berkeley.edu/snap/snap.html#present:Username=clairemoyer&amp;ProjectName=U1L3-Pinwheel</comment></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Squiral" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>