<snapdata remixID="12723341"><project name="23-24 U1L3.1 Student" app="Snap! 9.0, https://snap.berkeley.edu" 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</pentrails><costumes><list struct="atomic" id="23"></list></costumes><sounds><list struct="atomic" id="24"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="4"><sprite name="1: Experiments" idx="1" x="-150" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="159,0,134,1" pen="tip" id="29"><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="400" y="398.26666666666665" 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="300.6396484375" y="393.9333333333334" 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="362" y="344.26666666666665" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><script x="30" y="39.60000000000002"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="clear"></block></script><script x="112" y="147"><block s="receiveKey"><l><option>1</option></l><list></list></block><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><block s="setColor"><color>159,0,134,1</color></block><block s="setSize"><l>5</l></block></script></scripts></sprite><sprite name="2: Angles and Turning" idx="2" x="-50" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,98,255,1" pen="tip" id="63"><costumes><list struct="atomic" id="64"></list></costumes><sounds><list struct="atomic" id="65"></list></sounds><blocks></blocks><variables></variables><scripts><script x="12" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-50</l><l>0</l></block><block s="clear"></block></script><comment x="390" 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><comment x="222" y="21.66666666666663" w="119" collapsed="false">Slides 7 - 16&#xD;Part 2: Angles &amp; Turning</comment><script x="234" y="305.66666666666663"><block s="receiveKey"><l><option>5</option></l><list></list></block><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"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="up"></block><block s="setColor"><color>255,166,161,1</color></block><block s="setSize"><l>2</l></block></script><script x="283" y="101.66666666666657"><block s="receiveKey"><l><option>4</option></l><list></list></block><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><block s="setColor"><color>200,255,161,1</color></block><block s="setSize"><l>7</l></block></script><script x="10" y="301.33333333333326"><block s="receiveKey"><l><option>3</option></l><list></list></block><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><block s="setColor"><color>181,102,255,1</color></block><block s="setSize"><l>4</l></block></script><script x="62" y="92.99999999999997"><block s="receiveKey"><l><option>2</option></l><list></list></block><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><block s="setColor"><color>0,98,255,1</color></block><block s="setSize"><l>3</l></block></script></scripts></sprite><sprite name="4: Epic Challenge" idx="4" x="183" y="89" heading="255" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="203,255,138,1" pen="tip" id="163"><costumes><list struct="atomic" id="164"></list></costumes><sounds><list struct="atomic" id="165"></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>150</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="218" y="129"><block s="receiveKey"><l><option>7</option></l><list></list></block><block s="doRepeat"><l>10</l><script><block s="setHeading"><l>300</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="setColor"><color>173,255,244,1</color></block><block s="forward"><l>150</l></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="down"></block></script></block></script><script x="336" y="277"><block s="receiveKey"><l><option>7</option></l><list></list></block><block s="doRepeat"><l>10</l><script><block s="setHeading"><l>180</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>25</l></block><block s="setColor"><color>203,168,255,1</color></block><block s="forward"><l>150</l></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="down"></block></script></block></script><script x="11" y="163"><block s="receiveKey"><l><option>7</option></l><list></list></block><block s="doRepeat"><l>10</l><script><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>10</l></block><block s="setColor"><color>254,168,254,1</color></block><block s="down"></block><block s="forward"><l>150</l></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block></script><script x="115" y="310"><block s="receiveKey"><l><option>7</option></l><list></list></block><block s="doRepeat"><l>10</l><script><block s="setHeading"><l>255</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>20</l></block><block s="setColor"><color>203,255,138,1</color></block><block s="down"></block><block s="forward"><l>150</l></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block></script></scripts></sprite><sprite name="3: Polygon" idx="3" x="50" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="59.10899999999998,0,155.54999999999998,1" pen="tip" id="267"><costumes><list struct="atomic" id="268"></list></costumes><sounds><list struct="atomic" id="269"></list></sounds><blocks></blocks><variables></variables><scripts><script x="17" y="27"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>50</l><l>0</l></block><block s="clear"></block></script><comment x="226" y="28" w="174" collapsed="false">Custom Polygon Procedure (Block)&#xD;Slides 17 - 18</comment><script x="108" y="170.83333333333337"><block s="receiveKey"><l><option>6</option></l><list></list></block><custom-block s="Polgon sides %s size %s"><l>5</l><l>50</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="23-24 U1L3.1 Student" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>