<snapdata remixID="12331851"><project name="Pinwheel Programs Lab" app="Snap! 8.2, https://snap.berkeley.edu" 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select="1"><scene name="Pinwheel Programs Lab"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;numberOfBranches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="changePenColorDimension"><l><option>hue</option></l><l>60</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>80</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberOfBranches"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="moving" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>7</l><script><block s="up"></block><block 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