<snapdata remixID="11116010"><project name="U1L3-AsteriskandPolygon" app="Snap! 7, https://snap.berkeley.edu" 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s="forward"><block var="Size"/></block><block s="forward"><block s="reportDifference"><l>0</l><block var="Backup"/></block></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="-" type="reporter" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Simplified polygon Sides: %&apos;Sides&apos; Side length: %&apos;Side length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="Sides"/><script><block s="forward"><block var="Side length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Sides"/></block></block></script></block></script></block-definition><block-definition s="Circle, Size: %&apos;Size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="Pinwheel, branches: %s Size: %s Backup: %s"><l>36</l><block var="Size"/><l>0</l></custom-block></script></block-definition><block-definition s="polygon, sides: %&apos;sides&apos; Side length: %&apos;side 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="sides"/><block var="side length"/><l>0</l></custom-block></script></block-definition></blocks><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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