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select="1"><scene name="ACHANTA_Egyptian_Motif_Final_Project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><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;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"></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 var="backup"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="astericks, branches: %&apos;branches&apos; branch 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><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="branches"/><block var="length"/><block s="reportVariadicProduct"><list><block var="length"/><l>-1</l></list></block></custom-block></script></block-definition><block-definition s="polygon, num of sides: %&apos;sides&apos; size: %&apos;size&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><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="sides"/><block var="size"/><l>0</l></custom-block><block s="up"></block></script></block-definition><block-definition s="nest squares, how many?: %&apos;num&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="num"/><script><custom-block s="polygon, num of sides: %s size: %s"><l>4</l><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></custom-block></script></block></script></block-definition><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="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><custom-block s="rectangle, width: %s length: %s"><block var="width"/><block var="length"/></custom-block><block s="forward"><block s="reportVariadicProduct"><list><block var="backup"/><l>-1</l></list></block></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="pinwheel with hexagons, branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&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></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><custom-block s="polygon, num of sides: %s size: %s"><l>6</l><block var="length"/></custom-block><block s="forward"><block s="reportVariadicProduct"><list><block var="backup"/><l>-1</l></list></block></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="pinwheel with n-gons, branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos; length: %&apos;length&apos; poylgon sides: %&apos;sides&apos;" type="command" category="motion"><comment w="90" collapsed="false">Defines the requirements of the operation. Including num branches, size, length, num sides, and how much to backup.</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="changePenColorDimension"><l><option>hue</option></l><l>10</l><comment w="90" collapsed="false">Create Rainbow Effect</comment></block><custom-block s="polygon, num of sides: %s size: %s"><block var="sides"/><block var="length"/><comment w="90" collapsed="false">Add the ability to create the islamic art with polygons instead of just straight lines.</comment></custom-block><block s="forward"><block s="reportVariadicProduct"><list><block var="backup"/><l>-1</l></list></block></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script><comment w="90" collapsed="false">Use a loop here to create cycical nature</comment></block></script><scripts><comment x="325.0322265624999" y="235.16666666666669" w="90" collapsed="false">Reset movement</comment></scripts></block-definition></blocks><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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