<snapdata remixID="13947907"><project name="Unit 2: Projects - Egyptian Motif" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Unit 2: Projects - Egyptian Motif"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw rectangle with width: %&apos;width&apos; , length: %&apos;length&apos;" type="command" category="pen"><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="length"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="width"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw pinwheel with branches: %&apos;branches&apos; , size: %&apos;size&apos; , backup: %&apos;backup&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="branches"/><script><block s="down"></block><block s="forward"><block var="size"/></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="branches"/></block></block><block s="up"></block></script></block></script></block-definition><block-definition s="draw pinwheel with rectangles, branches: %&apos;branches&apos; , size: %&apos;size&apos; , backup: %&apos;backup&apos; , width: %&apos;width&apos; , length: %&apos;length&apos;" type="command" category="pen"><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="branches"/><script><block s="forward"><block var="size"/></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="down"></block><custom-block s="draw rectangle with 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="branches"/></block></block><block s="up"></block></script></block></script></block-definition><block-definition s="draw polygon with sides: %&apos;sides&apos; , length: %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw pinwheel with polygons, branches: %&apos;branches&apos; , size: %&apos;size&apos; , backup: %&apos;backup&apos; , sides: %&apos;sides&apos; , length: %&apos;length&apos;" type="command" category="pen"><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="branches"/><script><block s="forward"><block var="size"/></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="down"></block><custom-block s="draw polygon with sides: %s , length: %s"><block var="sides"/><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="branches"/></block></block><block s="up"></block></script></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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