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</pentrails><costumes><list struct="atomic" id="126"></list></costumes><sounds><list struct="atomic" id="127"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><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="132"><costumes><list struct="atomic" id="133"></list></costumes><sounds><list struct="atomic" id="134"></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>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="209" y="12.666666666666629" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</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="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></scripts></sprite><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="158"><costumes><list struct="atomic" id="159"></list></costumes><sounds><list struct="atomic" id="160"></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>33</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>69</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>99</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>88</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="131" y="430"><custom-block s="polygon [sides] %s [size] %s"><l>6</l><l>100</l></custom-block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="172.00000000000023" y="-98.00000000000006" heading="285" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,68,237,1" pen="tip" id="217"><costumes><list struct="atomic" id="218"></list></costumes><sounds><list struct="atomic" id="219"></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="250" y="161"><block s="receiveInteraction"><l><option>clicked</option></l></block><custom-block s="polygon [sides] %s [size] %s"><l></l><l></l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="21-22 U1L3.1 Student" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>