<snapdata remixID="13133331"><project name="Egyptian Motif" app="Snap! 9.0, 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 with rectangles, branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&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="forward"><block var="size"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="backup"/></list></block></block><custom-block s="rectangle, width: %s length: %s"><block var="width"/><block var="length"/></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>5</l></block></script></block></script></block-definition><block-definition s="rectangle, width: length:" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></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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