<snapdata remixID="14409666"><project name="ehurlburt29_FINAL_EXAM" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="ehurlburt29_FINAL_EXAM"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="shape side %&apos;side#&apos; %&apos;side&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="down"><comment w="90" collapsed="true">Make sure pen is down.</comment></block><block s="doRepeat"><block var="Number of sides for a shape"/><script><block s="forward"><block var="side"/><comment w="164" collapsed="true">Moves some length.</comment></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of sides for a shape"/></block><comment w="183" collapsed="true">Rotates so the next side is in a different direction so the shape will close.</comment></block></script><comment w="225.68359375" collapsed="true">Repeats for each side of the shape.</comment></block><block s="up"><comment w="90" collapsed="false">Makes the pen go up so that it doesn&apos;t draw unwanted lines.</comment></block></script></block-definition><block-definition s="pinwheel, branches %&apos;#branches&apos; %&apos;size&apos; %&apos;backup&apos; %&apos;side#&apos; %&apos;sidelen&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><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="up"><comment w="154" collapsed="true">Makes sure the pen is not down.</comment></block><block s="doRepeat"><block var="#branches"/><script><block s="forward"><block var="size"/><comment w="299" collapsed="true">Offsets itself by size so each shape starts in a different location</comment></block><block s="down"></block><custom-block s="shape side %s %s"><block var="Number of sides for a shape"/><block var="Length of sides"/><comment w="199" collapsed="true">Makes the shape</comment></custom-block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="backup"/></list></block><comment w="348" collapsed="true">Moves back so that the shape doesn&apos;t go away from the center</comment></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="#branches"/></block><comment w="282" collapsed="true">Rotates the sprite so the shape rotates around the origin.</comment></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l><comment w="90" collapsed="false">Changes the next shape&apos;s color.</comment></block></script><comment w="153" collapsed="true">Repeats the pinwheel procedure for each branch.</comment></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"><watcher var="number of branches" style="slider" min="3" max="36" x="10" y="10" color="243,118,29"/><watcher var="size" style="slider" min="0" max="100" x="7" y="75.00000799999998" color="243,118,29"/><sprite name="Sprite" idx="1" x="-45.00000000010982" y="54.99999999978087" heading="90.00000000002251" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="32.99999999999999,118.80000000000007,255,1" pen="tip" id="58"><costumes><list struct="atomic" id="59"></list></costumes><sounds><list struct="atomic" id="60"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="25"><block s="receiveGo"><comment w="90" collapsed="false">Initializes the code that makes the shape</comment></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-45</l><l>55</l><comment w="90" collapsed="false">Everything before forever resets sprite position, direction, and resets the stage</comment></block><block s="doSetVar"><l>number of branches</l><l>6</l></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>Number of sides for a shape</l><l>4</l></block><block s="doSetVar"><l>Length of sides</l><l>150</l></block><block s="clear"></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><block s="setColor"><color>255,36,33,1</color><comment w="132" collapsed="true">Changes color.</comment></block><custom-block s="pinwheel, branches %s %s %s %s %s"><block var="number of branches"/><block var="size"/><block var="backup"/><block var="Number of sides for a shape"/><block var="Length of sides"/><comment w="140" collapsed="true">Makes the shape</comment></custom-block></script></block></script><comment w="370.0117187499999" collapsed="false">Uses forever and warp in order to make it so that the user can change the patter using sliders.</comment></block></script><script x="294.0000000000002" y="20"><block s="receiveGo"><comment w="123.99999999999955" collapsed="false">Initializes the code that says the directions</comment></block><block s="doSayFor"><l>Change the sliders to change the shape, number of branches changes the number of shapes. Length of sides changes how big the shapes are. Backup changes how far away the shapes are from the center. Size changes how far away the shapes of from each other. Number of sides for a shape changes the shape.</l><l>10</l><comment w="90" collapsed="false">Says the directions</comment></block></script></scripts></sprite><watcher var="Length of sides" style="slider" min="0" max="150" x="184" y="9.000001999999995" color="243,118,29"/><watcher var="backup" style="slider" min="0" max="100" x="355" y="4.000005999999985" color="243,118,29"/><watcher var="Number of sides for a shape" style="slider" min="0" max="20" x="285" y="70.00000399999998" color="243,118,29"/></sprites></stage><variables><variable name="number of branches"><l>6</l></variable><variable name="backup"><l>10</l></variable><variable name="size"><l>100</l></variable><variable name="Length of sides"><l>150</l></variable><variable name="Number of sides for a shape"><l>4</l></variable></variables></scene></scenes></project><media name="ehurlburt29_FINAL_EXAM" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"></media></snapdata>