<snapdata remixID="14242007"><project name="U2 Project Egyptian Motif&#xD;" app="Snap! 10.4.6, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="U2 Project Egyptian Motif&#xD;"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></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><block var="backup"/><l>-1</l></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="asterisk, branches: %&apos;branches&apos; branch length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon sides: %&apos;sides&apos; length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="sides"/><block var="length"/><block var="sides"/></custom-block></script></block-definition><block-definition s="nest polygons, size %&apos;size&apos; sides: %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="size"/><script><custom-block s="polygon sides: %s length %s"><block var="sides"/><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></custom-block></script></block></script></block-definition><block-definition s="polygon, number of sides: %&apos;sides&apos; side length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></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="pinwheel with polygons, branches: %&apos;branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos; number of sides: %&apos;sides&apos; side length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input><input type="%n" initial="1"></input><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doRepeat"><block var="branches"/><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="direction"></block></block><block s="forward"><block var="size"/></block><custom-block s="polygon, number of sides: %n side length: %n"><block var="sides"/><block var="length"/></custom-block><block s="forward"><block s="reportQuotient"><l>-1</l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition><block-definition s="Initialize Pinwheel" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>Number of branches</l><l>12</l></block><block s="doSetVar"><l>size</l><l>30</l></block><block s="doSetVar"><l>backup</l><l>15</l></block><block s="doSetVar"><l># of sides</l><l>3</l></block><block s="doSetVar"><l>length</l><l>50</l></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="pinwheel with polygons, branches: %n size: %n backup: %n number of sides: %n side length: %n"><block var="Number of branches"/><block var="size"/><block var="backup"/><block var="# of sides"/><block var="length"/></custom-block></script></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" 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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