<snapdata remixID="12290813"><project name="unit 2 Project" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="unit 2 Project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Polygon x %&apos;x&apos; y %&apos;y&apos; sides %&apos;sides&apos; size %&apos;size&apos;" type="command" category="pen"><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="up"></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script><scripts><script x="191.64375090199744" y="53.019704433497544"><block var="sides"/></script></scripts></block-definition><block-definition s="Make Circle x %&apos;x&apos; y %&apos;y&apos; size %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="down"></block><block s="doRepeat"><l>40</l><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><l>40</l></block></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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s="gotoXY"><l>100</l><l>100</l></block></script><script x="143.84236453201973" y="15.345648604269172"><block s="clear"></block></script><script x="179.31034482758622" y="455.48316912972103"><block s="clear"></block></script><script x="20.689655172413808" y="621.9720853858781"><block s="doRepeat"><l>10</l><script><custom-block s="Polygon x %s y %s sides %s size %s"><l>100</l><l>100</l><block s="reportRandom"><l>3</l><l>8</l></block><l>20</l></custom-block></script></block></script><script x="201.58128078817737" y="91.09400656814462"><block s="setColor"><color>255,15,131,1</color><comment w="232.8571428571429" collapsed="true">Changes the color the sprite will draw.</comment></block><custom-block s="Polygon x %s y %s sides %s size %s"><l>10</l><l>67</l><l>5</l><l>50</l><comment w="216.60098522167488" collapsed="false">This block will draw a polygon. We can change the numbers to change the location, size, and shape.</comment></custom-block></script><script x="12.315270935960593" y="428.91543513957305"><block s="up"></block><block s="gotoXY"><l>400</l><l>400</l></block><block s="up"></block><block s="gotoXY"><l>-200</l><l>-125</l></block><block s="write"><l>Masterpiece by:</l><l>30</l></block><block s="gotoXY"><l>-200</l><l>-150</l></block><block s="write"><l>Dr. Taylor</l><l>30</l></block><block s="gotoXY"><l>400</l><l>400</l></block></script><script x="11.330049261083746" y="137.39737274220045"><block s="doFor"><l>i</l><l>1</l><l>20</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>10</l></block></block><custom-block s="Make Circle x %s y %s size %s"><block s="reportVariadicSum"><list><block s="reportRandom"><l>-150</l><l>150</l></block><block s="reportVariadicProduct"><list><block var="i"/><l>20</l></list></block></list></block><l>50</l><block s="reportVariadicProduct"><list><block var="i"/><l>.5</l></list></block></custom-block></script></block></script><script x="26.108374384236456" y="309.3628899835796"><block s="doRepeat"><l>10</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>10</l></block></block><custom-block s="Make Circle x %s y %s size %s"><l>100</l><l>100</l><l>5</l></custom-block></script><comment w="140.7389162561576" collapsed="false">Makes 10 circles, or rainbow colors, all of the same size.</comment></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="399.9531111023493" y="399.7384093078571" heading="7" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,255,71.40000000000006,1" pen="tip" id="159"><costumes><list struct="atomic" id="160"></list></costumes><sounds><list struct="atomic" id="161"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14.926108374384244" y="15.088669950738957"><block s="clear"><comment w="234.33497536945816" collapsed="false">Clears your screen. Erases all the drawings.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>8,0,14,1</color></block><block s="floodFill"><comment w="107.38916256157637" collapsed="false">Fills the stage area with the current pen color.</comment></block><block s="setSize"><l>5</l></block><block s="doRepeat"><block s="reportRandom"><l>20</l><l>100</l></block><script><block s="setHeading"><block s="reportRandom"><l>0</l><l>360</l></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>100</l></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>0</l><l>100</l></block></block><custom-block s="Polygon x %s y %s sides %s size %s"><block s="reportRandom"><l>-200</l><l>200</l></block><block s="reportRandom"><l>-150</l><l>150</l></block><block s="reportRandom"><l>3</l><l>10</l></block><block s="reportRandom"><l>10</l><l>20</l></block></custom-block></script></block><block s="up"></block><block s="gotoXY"><l>400</l><l>400</l></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="400.00000000000017" y="400" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="247,0,0,1" pen="tip" id="216"><costumes><list struct="atomic" id="217"></list></costumes><sounds><list struct="atomic" id="218"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14.77832512315271" y="14.77832512315271"><block s="clear"><comment w="145.66502463054186" collapsed="false">This block erases the stage.</comment></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>9,5,0,1</color></block><block s="down"></block><block s="floodFill"><comment w="171.99547077047418" collapsed="false">This block fills the entire stage with the color.</comment></block><block s="setSize"><l>5</l></block><block s="setColor"><color>247,0,0,1</color></block><block s="doFor"><l>i</l><l>1</l><l>20</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>5</l><comment w="157.30008160069596" collapsed="false">This block changes the color</comment></block><block s="turn"><block s="reportQuotient"><l>360</l><l>10</l></block></block><custom-block s="Make Circle x %s y %s size %s"><block s="reportRandom"><l>-150</l><l>150</l></block><block s="reportRandom"><l>-150</l><l>150</l></block><block s="reportVariadicProduct"><list><block var="i"/><l>.5</l></list></block></custom-block></script><comment w="90" collapsed="false">This loop will make a spiral of rainbow circles that grow in size.</comment></block><block s="up"></block><block s="gotoXY"><l>400</l><l>400</l></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="-183.78137666184156" y="-20.2755097515766" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="117.30000000000001,0,84.45599999999997,1" pen="tip" id="268"><costumes><list struct="atomic" id="269"></list></costumes><sounds><list struct="atomic" id="270"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="unit 2 Project" app="Snap! 8.1, https://snap.berkeley.edu" version="2"></media></snapdata>