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struct="atomic" id="24"></list></costumes><sounds><list struct="atomic" id="25"></list></sounds><variables></variables><blocks></blocks><scripts><script x="20" y="10"><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>80</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="144" y="154.83333333333343"><custom-block s="polygon [sides] %s [size] %s"><l>5</l><l>50</l></custom-block></script></scripts><sprites select="2"><sprite name="2: Polygon" idx="2" x="4.547473508864641e-13" y="1.3642420526593924e-12" heading="90.00000000000023" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,211,0,1" pen="tip" id="45"><costumes><list struct="atomic" id="46"></list></costumes><sounds><list struct="atomic" id="47"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13" y="10"><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="223" y="21.66666666666663" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="13" y="147.99999999999997"><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>80</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="17" y="301.66666666666663"><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>80</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="309" y="305.66666666666663"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>80</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="305" y="144.6666666666666"><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>80</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script><comment x="391" y="21.66666666666663" 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="345" y="513.5000000000001"><custom-block s="polygon [sides] %s [size] %s"><l>10</l><l>50</l></custom-block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="736.3961030678929" y="636.3961030678928" heading="45" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31.000000000000004,255,255,1" pen="tip" id="113"><costumes><list struct="atomic" id="114"></list></costumes><sounds><list struct="atomic" id="115"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><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="246" y="33.66666666666663" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="58" y="160.16666666666669"><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block></script></block><block s="setSize"><l>15</l></block><block s="down"></block><block s="forward"><l>150</l></block></script><script x="327" y="302.50000000000006"><block s="down"></block><block s="setHeading"><l>45</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>15</l></block><block s="down"></block><block s="forward"><l>150</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="153"><costumes><list struct="atomic" id="154"></list></costumes><sounds><list struct="atomic" id="155"></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="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 c   lick (CTRL+CLICK on Mac) on the top-most block and select duplicate.</comment></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>