<snapdata remixID="14524687"><project name="L03 Pinwheel" app="Snap! 11.0.1, https://snap.berkeley.edu" 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</thumbnail><scenes 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><l>-1</l><block s="reportMonadic"><l><option>abs</option></l><block var="backup"/></block></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; branch 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 branches: %&apos;number of sides&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="number of sides"/><block var="size"/><l>0</l></custom-block></script></block-definition><block-definition s="squarenest size: %&apos;size&apos; square" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="size"/><script><block s="doRepeat"><l>4</l><script><block s="forward"><block s="reportVariadicProduct"><list><block var="i"/><l>8</l></list></block></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="polygon adding amount of polygon %&apos;amount&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><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="doFor"><l>i</l><l>3</l><block var="amount"/><script><block s="doRepeat"><l>10</l><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="i"/></block></block></script></block></script></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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