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</pentrails><costumes><list struct="atomic" id="21"></list></costumes><sounds><list struct="atomic" id="22"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="1: Experiments" idx="1" x="0" y="50" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="157,41,255,1" pen="tip" id="27"><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="123"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="clear"></block></script><script x="10" y="273.4"><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>20</l></block><block s="turn"><l>60</l></block></script></block><block s="up"></block></script><comment x="209" y="125.66666666666663" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><comment x="383" y="127.66666666666663" w="154" collapsed="false">EXPERIMENT!  Change the inputs (arguments) to the repeat, move, and turn blocks.  Observe the impact each change has on the drawings on the stage.</comment><comment x="183.6396484375" y="274.33333333333337" w="90" collapsed="false">To make copies of this script, right click (CTRL+CLICK on Mac) on the top-most block and select duplicate.</comment><script x="20" y="10"><block s="receiveKey"><l><option>i</option></l><list></list></block><custom-block s="polygon %s sides size %s"><l>6</l><l>50</l></custom-block></script><script x="404" y="276.33333333333337"><block s="receiveKey"><l><option>i</option></l><list></list></block><custom-block s="polygon %s sides size %s"><l>8</l><l>40</l></custom-block><block s="gotoXY"><l>100</l><l>0</l></block><custom-block s="polygon %s sides size %s"><l>3</l><l>25</l></custom-block><block s="gotoXY"><l>0</l><l>50</l></block><custom-block s="polygon %s sides size %s"><l>3</l><l>15</l></custom-block></script></scripts></sprite><sprite name="2: Polygon" idx="2" x="-40.00000000000068" y="150.00000000000017" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="187,0,202,1" pen="tip" id="79"><costumes><list struct="atomic" id="80"></list></costumes><sounds><list struct="atomic" id="81"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="20.00000000000003"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><comment x="228" y="31.666666666666657" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="18" y="158"><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><block s="doRepeat"><l></l><script><block s="forward"><l>50</l></block><block s="turn"><block s="reportQuotient"><l></l><l></l></block></block></script></block><block s="up"></block></script><script x="22" y="311.66666666666663"><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="up"></block></script><script x="314" y="315.66666666666663"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block><block s="up"></block></script><script x="310" y="154.66666666666663"><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="up"></block></script><comment x="396" y="31.666666666666657" w="189" collapsed="false">FIRST: Make a triangle, square, pentagon, and hexagon&#xD;NEXT: Look for the pattern.  Write an algorithm that would work for any sized polygon with any number of sides, then code the custom procedure in Snap!</comment><script x="577" y="231.33333333333337"><block s="receiveKey"><l><option>i</option></l><list></list></block><block s="setColor"><color>187,0,202,1</color></block><custom-block s="polygon %s sides size %s"><l>6</l><l>50</l></custom-block><block s="gotoXY"><l>30</l><l>75</l></block><custom-block s="polygon %s sides size %s"><l>4</l><l>100</l></custom-block><block s="gotoXY"><l>-40</l><l>-55</l></block><custom-block s="polygon %s sides size %s"><l>5</l><l>25</l></custom-block><block s="gotoXY"><l>-40</l><l>-50</l></block><custom-block s="polygon %s sides size %s"><l>360</l><l>6</l></custom-block><block s="gotoXY"><l>-40</l><l>0</l></block><custom-block s="polygon %s sides size %s"><l>360</l><l>7</l></custom-block><block s="gotoXY"><l>-40</l><l>100</l></block><custom-block s="polygon %s sides size %s"><l>360</l><l>8</l></custom-block><block s="gotoXY"><l>-40</l><l>150</l></block><custom-block s="polygon %s sides size %s"><l>360</l><l>9</l></custom-block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="-30" y="-100" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="75,250,0,1" pen="tip" id="192"><costumes><list struct="atomic" id="193"></list></costumes><sounds><list struct="atomic" id="194"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="17.00000000000003"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="clear"></block></script><comment x="226" y="20.666666666666657" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="502" y="83"><block s="receiveKey"><l><option>i</option></l><list></list></block><block s="setColor"><color>75,250,0,1</color></block><custom-block s="polygon %s sides size %s"><l>5</l><l>30</l></custom-block><block s="gotoXY"><l>100</l><l>50</l></block><custom-block s="polygon %s sides size %s"><l>4</l><l>12</l></custom-block><block s="gotoXY"><l>100</l><l>-70</l></block><custom-block s="polygon %s sides size %s"><l>3</l><l>30</l></custom-block><block s="gotoXY"><l>-30</l><l>-100</l></block><custom-block s="polygon %s sides size %s"><l>4</l><l>50</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="21-22 U1L3.1 Student" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>