<snapdata remixID="14498045"><project name="L03 Pinwheel" app="Snap! 11.0.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="L03 Pinwheel"><notes></notes><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" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></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="reportVariadicProduct"><list><block var="backup"/><l>-1</l></list></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; length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></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;Side&apos; Size: %&apos;Size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="Side"/><block var="Size"/><l>0</l></custom-block></script></block-definition><block-definition s="Reset %&apos;Dir&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="gotoXY"><l>0</l><l>50</l></block><block s="setHeading"><block var="Dir"/></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="setColor"><color>20,53,255,1</color></block><block s="clear"></block></script></block-definition></blocks><primitives></primitives><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" 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</pentrails><costumes><list 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name="L03 Pinwheel" app="Snap! 11.0.0, https://snap.berkeley.edu" version="2"></media></snapdata>