<snapdata remixID="12193401"><project name="Egyptian Motif" 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="Egyptian Motif"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>Number of branches</l><l>6</l></block><block s="doSetVar"><l>Size</l><l>100</l></block><block s="doSetVar"><l>backup</l><l>10</l></block><block s="doSetVar"><l>width</l><l>75</l></block><block s="doSetVar"><l>length</l><l>200</l></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="pinwheel with rectangle, braches: %s size: %s backup: %s width: %s length: %s"><block var="Number of branches"/><block var="Size"/><block var="backup"/><block var="width"/><block var="length"/></custom-block></script></block></script></block></script></block-definition><block-definition s="Number of branches (2)" type="predicate" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="pinwheel with rectangle, braches: %&apos;Number of branches&apos; size: %&apos;size&apos; backup: %&apos;back up&apos; width: %&apos;width&apos; length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><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="setColor"><color>145,26,68,1</color></block><block s="forward"><block var="Size"/></block><custom-block s="rectangle width: %s length: %s"><block var="width"/><block var="length"/></custom-block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="backup"/></list></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="rectangle width: %&apos;width&apos; 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><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><block var="width"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="length"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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