<snapdata remixID="13106779"><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="Rectange" type="predicate" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></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><block-definition s="Pinwheel Branches %&apos;NumberOfBranches&apos; Size %&apos;size&apos; backup %&apos;backup&apos;" type="command" category="motion"><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="NumberOfBranches"/><script><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="NumberOfBranches"/></block></block></script></block></script></block-definition><block-definition s="Pinwheel with Rectangle, branches %&apos;numberofbranches&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="numberofbranches"/><script><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="numberofbranches"/></block></block></script></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" id="68"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="69"></list></costumes><sounds><list struct="atomic" id="70"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="20.000000001905278" y="79.99999999952354" heading="140.80712356951892" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="254,56,253,1" pen="tip" id="75"><costumes><list struct="atomic" id="76"></list></costumes><sounds><list struct="atomic" id="77"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33.115234375" y="10"><block s="doSetVar"><l>size</l><l>100</l></block><block s="doSetVar"><l>width</l><l>75</l></block><block s="doSetVar"><l>number of branches</l><l>6</l></block><block s="doSetVar"><l>backup</l><l>10</l></block><block s="doSetVar"><l>length</l><l>150</l></block></script><script x="62" y="142.5666666666666"><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="Pinwheel with Rectangle, branches %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><script x="226" y="29.566666666666606"><block s="gotoXY"><l>20</l><l>80</l></block><block s="clear"></block></script></scripts></sprite><watcher var="backup" style="slider" min="0" max="50" x="5" y="79.00000799999997" color="243,118,29"/><watcher var="length" style="slider" min="0" max="200" x="8" y="231" color="243,118,29"/><watcher var="size" style="slider" min="0" max="110" x="319" y="300" color="243,118,29"/><watcher var="width" style="slider" min="0" max="100" x="360" y="26.00000200000001" color="243,118,29"/><watcher var="number of branches" style="slider" min="3" max="36" x="82" y="5.000005999999999" color="243,118,29"/></sprites></stage><variables><variable name="length"><l>150</l></variable><variable name="width"><l>75</l></variable><variable name="size"><l>100</l></variable><variable name="number of branches"><l>6</l></variable><variable name="backup"><l>10</l></variable></variables></scene></scenes></project><media name="Egyptian Motif" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>