<snapdata remixID="14868440"><project name="Egyptian Motif" app="Snap! 11.0.8, 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"><comment w="90" collapsed="false">Defining a reusable block to draw the shape</comment><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><scripts><comment x="314.75888671875" y="165.4333333333334" w="90" collapsed="false">Defining the new Pinwheel block that uses the rectangle block for its branches</comment><comment x="233.75888671874998" y="68.4333333333334" w="90" collapsed="false">Defining the core Pinwheel block structure (from Unit 1)</comment></scripts></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><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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</pentrails><costumes><list struct="atomic" id="50"></list></costumes><sounds><list struct="atomic" id="51"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="49.99999999999997" heading="89.99999999318959" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="56"><costumes><list struct="atomic" id="57"></list></costumes><sounds><list struct="atomic" id="58"></list></sounds><blocks></blocks><variables></variables><scripts><script x="257" y="396.33333333333337"><block s="clear"></block></script><script x="37" y="35"><block s="receiveGo"><comment w="90" collapsed="false">Initializing the design variables when the program starts</comment></block><block s="down"></block><block s="gotoXY"><l>0</l><l>50</l></block><block s="doSetVar"><l>number of branches</l><l>6</l><comment w="90" collapsed="false">Creating variables to control all aspects of the design&apos;s geometry</comment></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>150</l></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="pinwheel with rectangles, 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><comment w="90" collapsed="false">Creating an infinite loop to constantly redraw the design when variables are changed</comment></block></script></scripts></sprite><watcher var="width" style="slider" min="0" max="150" x="6" y="5.000005999999985" color="243,118,29"/><watcher var="length" style="slider" min="0" max="150" x="97" y="10.00000799999998" color="243,118,29"/><watcher var="backup" style="slider" min="0" max="100" x="202" y="10.00000399999999" color="243,118,29"/><watcher var="number of branches" style="slider" min="3" max="36" x="299" y="10" color="243,118,29"/><watcher var="size" style="slider" min="0" max="100" x="161" y="47.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="number of branches"><l>6</l></variable><variable name="size"><l>100</l></variable><variable name="backup"><l>10</l></variable><variable name="width"><l>75</l></variable><variable name="length"><l>150</l></variable></variables></scene></scenes></project><media name="Egyptian Motif" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>