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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="3"><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="27"><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><blocks></blocks><variables></variables><scripts><script x="12" 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><comment x="211" y="125.66666666666663" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><comment x="385" 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="277.6396484375" y="264.33333333333337" 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="23.798828125" y="287"><custom-block s="polygon [sides] %s size %s"><l>4</l><l>100</l></custom-block></script></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="46"><costumes><list struct="atomic" id="47"></list></costumes><sounds><list struct="atomic" id="48"></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"><block s="reportQuotient"><l>360</l><l>3</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>100</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>100</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>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></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="-11" y="-84" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,55.40000000000004,25.999999999999986,1" pen="tip" id="111"><costumes><list struct="atomic" id="112"></list></costumes><sounds><list struct="atomic" id="113"></list></sounds><blocks></blocks><variables></variables><scripts><script x="32" y="100.00000000000003"><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="setHeading"><l>270</l></block><block s="clear"></block></script><comment x="226" y="133.66666666666666" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="54" y="310.16666666666663"><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><block s="reportListItem"><l><option>any</option></l><block s="reportNewList"><list><l>90</l><l>180</l></list></block></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><block s="reportRandom"><l>1</l><l>20</l></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="down"></block><block s="forward"><l>50</l></block></script></scripts></sprite><watcher scope="3: Epic Challenge" s="getPenDown" style="normal" x="10" y="34.000001999999995" color="0,161,120" hidden="true"/><watcher scope="1: Experiments" s="getPenDown" style="normal" x="13" y="15" color="0,161,120"/></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>