<snapdata remixID="13623305"><project name="L03 Pinwheel" app="Snap! 10, https://snap.berkeley.edu" 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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; %&apos;size&apos; %&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="reportDifference"><l></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="pinwheel, branches: %&apos;number of branches&apos; (2)" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs></block-definition><block-definition s="asterisk" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="asterisk (2)" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="asterisk, branches:" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></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></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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