<snapdata remixID="13492979"><project name="Schwehr_Final_Exam" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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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"><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"><comment w="194" collapsed="true">Changes distance between shapes</comment></block><script><block s="forward"><block var="size"/><comment w="242.6396484375" collapsed="true">Creates the shape with x size</comment></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l><comment w="165" collapsed="true">Changes color of the pen/shape</comment></block><custom-block s="polygon, num of sides: %s size: %s"><block var="sides"/><block var="length"/><comment w="199.0439453125" collapsed="true">Creates the polygon with according size and length</comment></custom-block><block s="forward"><block s="reportVariadicProduct"><list><block var="backup"/><l>-1</l></list></block><comment w="102" collapsed="true">Changes distance between the shapes - distance is also affected by size</comment></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block><comment w="90" collapsed="true">Change the orientation of the shape such that the create a circle</comment></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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list id="150"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="151"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-10.000000000635964" y="-5.000000001753307" heading="219.99999999742136" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,98.39999999999992,148,1" pen="tip" id="156"><costumes><list struct="atomic" id="157"></list></costumes><sounds><list struct="atomic" id="158"></list></sounds><blocks></blocks><variables></variables><scripts><script x="73.66666666666663" y="30"><block s="receiveGo"><comment w="159" collapsed="true">Starts the code</comment></block><block s="doForever"><script><block s="doWarp"><script><block s="setColor"><color>0,148,20,1</color><comment w="250" collapsed="true">sets the color of the pen - the color changes with each of the triangles, but it changes the original 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