<snapdata remixID="13492981"><project name="PAL_FINAL_EXAM" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="PAL_FINAL_EXAM"><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"/><comment w="90" collapsed="true">Draw a side</comment></block><block s="forward"><block var="backup"/><comment w="90" collapsed="true">Backup is 0, so the next side starts exactly where the previous one stops, creating a vertex.</comment></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block><comment w="149" collapsed="false">Turn the appropriate angle to create the next side, using the formula:&#xD;Inside Angle  =  360  /  #Sides</comment></block></script><comment w="90" collapsed="true">Repeats for the number of branches, representing the number of sides of the polygon</comment></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><comment w="90" collapsed="true">Draws the polygon as a pinwheel with 0 backup; better abstraction and elegancy with the reuse of old code for a new purpose. (see inside for more comments)</comment></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"/><script><block s="forward"><block var="size"/><comment w="90" collapsed="true">Moves the pen &quot;size&quot; steps, representing the side length of the next branch.</comment></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l><comment w="90" collapsed="true">Makes each following shape a slightly different color than the last, adding a rainbow flair to the whole pinwheel.</comment></block><custom-block s="polygon, num of sides: %s size: %s"><block var="sides"/><block var="length"/><comment w="90" collapsed="true">Draws a polygon with the specified side length and number of sides (see inside for more specific comments)</comment></custom-block><block s="forward"><block s="reportVariadicProduct"><list><block var="backup"/><l>-1</l></list></block><comment w="90" collapsed="true">Goes backward (hence the multiplication by -1) a specified number of steps - this has the effect of moving the entire pinwheel around a pivot point outside of the shape, causing each of the branches to separate.</comment></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block><comment w="184" collapsed="true">Turns the correct angle based on the number of sides, using the formula:&#xD;Inside Angle  =  360  /  #sides</comment></block></script><comment w="90" collapsed="true">The following code must be run for each of the branches of the pinwheel, thus the code must be repeated &quot;number of branches&quot; times</comment></block></script></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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</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="-1.661271745504716e-8" y="-0.000006933714451472748" heading="89.9999999903082" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,74.00000000000001,101.19999999999986,1" 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="74.66666666666663" y="30"><block s="receiveGo"></block><block s="doForever"><script><block s="doWarp"><script><block s="setColor"><color>246,255,74,1</color><comment w="90" collapsed="true">Sets the starting pen color to light green.</comment></block><block s="clear"><comment w="90" collapsed="true">Clears any previously drawn shapes and starts a new blank canvas for the pinwheel to be drawn.</comment></block><custom-block s="pinwheel with n-gons, branches: %s size: %s backup: %s length: %s poylgon sides: %s"><block var="branches"/><block var="size"/><block var="backup"/><block var="length"/><block var="sides"/><comment w="90" collapsed="true">Draws the pinwheel with specified variables (look inside for more specific comments)</comment></custom-block></script><comment w="90" collapsed="true">Warp block ensures that the program immediately draws all specified shapes and doesn&apos;t wait for the pen to travel.</comment></block></script><comment w="90" collapsed="true">Makes sure that the program is constantly responding to new variable values</comment></block></script></scripts></sprite><watcher var="sides" style="slider" min="3" max="30" x="-1.9999999999992841" y="99.40001200000015" color="243,118,29"/><watcher var="size" style="slider" min="0" max="100" x="-3.999999999999745" y="32.99999999999998" color="243,118,29"/><watcher var="length" style="slider" min="0" max="150" x="-5.000000000000049" y="132.20001600000018" color="243,118,29"/><watcher var="backup" style="slider" min="0" max="100" x="-5.000000000000049" y="66.60000800000003" color="243,118,29"/><watcher var="branches" style="slider" min="3" max="36" x="-5.999999999999911" y="-3.8814016172506554" color="243,118,29"/></sprites></stage><variables><variable name="branches"><l>18</l></variable><variable name="size"><l>100</l></variable><variable name="backup"><l>100</l></variable><variable name="length"><l>47</l></variable><variable name="sides"><l>10</l></variable></variables></scene></scenes></project><media name="PAL_FINAL_EXAM" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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mediaID="Stage_cst_Untitled"/></media></snapdata>