<snapdata remixID="11665765"><project name="21-22 U1L3.1 Student" app="Snap! 7, https://snap.berkeley.edu" 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struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="2: Polygon" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,211,0,1" pen="tip" id="62"><costumes><list struct="atomic" id="63"></list></costumes><sounds><list struct="atomic" id="64"></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>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></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>100</l></block><block s="turn"><l>72</l></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>100</l></block><block s="turn"><l>60</l></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>100</l></block><block s="turn"><l>90</l></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="24" y="439"><block s="receiveKey"><l><option>p</option></l><list></list></block><custom-block s="polygon [sides] %s [size] %s"><l>7</l><l>100</l></custom-block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="54.84578786208726" y="-126.42338479334751" heading="257" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="53,255,18,1" pen="tip" id="125"><costumes><list struct="atomic" id="126"></list></costumes><sounds><list struct="atomic" id="127"></list></sounds><blocks></blocks><variables></variables><scripts><script x="24" 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="240" y="20.666666666666657" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="111" y="284.5666666666667"><block s="xPosition"></block></script><script x="109" y="313.40000000000003"><block s="yPosition"></block></script><script x="30" y="147.73333333333335"><block s="receiveKey"><l><option>enter</option></l><list></list></block><custom-block s="loop"></custom-block></script><script x="34" y="218"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doStopThis"><l><option>all</option></l></block></script></scripts></sprite><sprite name="1: Experiments" idx="1" x="-100" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="157,41,255,1" pen="tip" id="154"><costumes><list struct="atomic" id="155"></list></costumes><sounds><list struct="atomic" id="156"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><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="160.39999999999998"><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script><comment x="383" y="14.666666666666629" 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="161.33333333333337" 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><comment x="209" y="12.666666666666629" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><script x="10" y="296.73333333333335"><block s="setColor"><color>255,71,137,1</color></block><block s="setPenColorDimension"><l><option>hue</option></l><l>50</l></block><block s="setSize"><l>5</l></block></script></scripts></sprite><watcher scope="1: Experiments" s="xPosition" style="normal" x="9.999999999999773" y="9.999999999999979" color="74,108,212" hidden="true"/></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>