<snapdata remixID="8716949"><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="false" 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><sprite name="Sprite" idx="1" x="-141.11005567854906" y="154.41771932920383" heading="56" 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="40" y="21"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>1</l></block></script></block></script><script x="78" y="146"><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></block></script></block></script><script x="424" y="141"><block s="clear"></block></script><script x="421" y="92"><block s="down"></block></script><comment x="292" y="157" w="90" collapsed="false">This makes a square</comment><script x="112" y="313"><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>92</l></block></script></block></script><comment x="324" y="329" w="90" collapsed="false">Square that spirals</comment><script x="110" y="487"><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>126</l></block></script></block></script><comment x="315" y="503" w="90" collapsed="false">Triangle that spirals</comment><script x="113" y="628"><block s="doFor"><l>length</l><l>1</l><l>75</l><script><block s="forward"><block s="reportProduct"><l>1</l><block var="length"/></block></block><block s="turn"><l>20</l></block></script></block></script><comment x="338" y="636" w="90" collapsed="false">Creates spiral</comment><comment x="337" y="707" w="90" collapsed="false">Decrease turn degrees to get smoother but larger spiral</comment><script x="267" y="72"><block s="gotoXY"><l>0</l><l>0</l></block></script><comment x="238" y="10" w="202" collapsed="false">Kate K and Kyle M</comment></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>