<snapdata remixID="11665774"><project name="U1L3-Pinwheel" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;# of branches&apos;" type="command" category="other"><comment w="90" collapsed="false">this block makes a pinwheel shape. The amount of sides and branches on the pinwheel is determined by the input</comment><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="# of branches"/></block></block></script></block></script></block-definition><block-definition s="pinwheel circle (3)" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="pinwheel, branches %s"><l>5</l></custom-block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></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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