<snapdata remixID="8662746"><project name="U1L3-Pinwheel/Squiral" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" 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="17.329072781363887" y="56.25964040404592" heading="105.9999999999992" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,82,20,1" 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="15.333333333333371" y="13"><block s="down"></block><block s="setColor"><color>255,82,20,1</color></block></script><script x="491.0000000000002" y="415"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>1000</l><script><block s="forward"><block s="reportProduct"><l>.01</l><block var="length"/></block></block><block s="turn"><l>370</l></block></script></block></script><script x="58.33333333333337" y="60"><block s="clear"></block></script><script x="166" y="21.666666666666686"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="287" y="10"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="385" y="43.666666666666686"><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="18.33333333333337" y="102"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><script x="17" y="268.66666666666663"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="249" y="188.66666666666666"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="451.0000000000002" y="215.66666666666666"><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="248" y="356"><custom-block s="polygon, sides: %s side length: %s"><l>5</l><l>60</l></custom-block></script><script x="17" y="436.79999999999995"><custom-block s="pinwheel, branches: %s size %s backup: %s"><l>7</l><l>80</l><l>80</l></custom-block></script><script x="15" y="486.79999999999995"><custom-block s="asterisk,branches %s branch length %s"><l>5</l><l>65</l></custom-block></script><script x="27" y="536.8"><custom-block s="polygon, sides: %s side length: %s"><l>9</l><l>30</l></custom-block></script><script x="288" y="409"><block s="doFor"><l>i</l><l>0</l><l>30</l><script><block s="doSayFor"><block s="reportProduct"><block var="i"/><l>2</l></block><l>2</l></block></script></block></script><script x="266" y="494"><custom-block s="rectangle, length: %s width: %s"><l>50</l><l>75</l></custom-block></script><script x="288" y="606"><block s="setHeading"><l>76</l></block></script><script x="292" y="557"><block s="setHeading"><l>90</l></block></script><script x="10" y="580"><block s="setSize"><l>1</l></block></script><script x="524.0000000000002" y="32"><block s="floodFill"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; size %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportDifference"><l>0</l><block var="backup"/></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="asterisk,branches %&apos;branches&apos; branch length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size %s backup: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon, sides: %&apos;number of sides&apos; side length: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block></script><scripts><script x="84.000001" y="343.2000010000001"><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block></script><script x="259" y="241.99999999999994"><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block></script></scripts></block-definition><block-definition s="rectangle, length: %&apos;length&apos; width: %&apos;width&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><l>2</l><script><block s="forward"><block var="length"/></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block><block s="forward"><block var="width"/></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel/Squiral" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>