<snapdata remixID="11744402"><project name="L03 Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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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"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script><scripts><script x="24.410156249998977" y="10.000000000000313"><block var="backup"/></script><script x="173.58593749999864" y="107.49999999999835"><block var="size"/></script></scripts></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"/><l>80</l><l>60</l></custom-block></script></block-definition><block-definition s="polygon, sides: %&apos;sides&apos; side 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, branches2: %s size %s backup: %s"><block var="sides"/><l>80</l><l>60</l></custom-block></script></block-definition><block-definition s="pinwheel, branches2: %&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>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</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="length" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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