<snapdata remixID="12735424"><project name="23-24 U1L3.1 Student" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="22"></list></costumes><sounds><list struct="atomic" id="23"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="4: Epic Challenge" idx="4" x="17.273728133067152" y="-180.4619303743906" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,229,255,1" pen="tip" id="28"><costumes><list struct="atomic" id="29"></list></costumes><sounds><list struct="atomic" id="30"></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="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="148" y="173"><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>15</l></block><block s="down"></block><block s="forward"><l>150</l></block></script></scripts></sprite><sprite name="3: Polygon" idx="3" x="-25.49742766665213" y="-90.90447768085784" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="53,0,184,1" pen="tip" id="52"><costumes><list struct="atomic" id="53"></list></costumes><sounds><list struct="atomic" id="54"></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="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="199" y="136"><block s="setHeading"><l>90</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>40</l></block><block s="down"></block><block s="forward"><l>200</l></block></script></scripts></sprite><sprite name="1: Experiments" idx="1" x="-109.01923788646695" y="-75" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="120,103,0,1" pen="tip" id="76"><costumes><list struct="atomic" id="77"></list></costumes><sounds><list struct="atomic" id="78"></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>-150</l><l>0</l></block><block s="clear"></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="232.6396484375" y="122.33333333333337" 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="244" y="311"><custom-block s="polygon (sides) %s (size) %s"><l>4</l><l>75</l></custom-block></script><script x="37" y="192.33333333333331"><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>30</l></block><block s="down"></block><block s="forward"><l>30</l></block></script></scripts></sprite><sprite name="2: Angles and Turning" idx="2" x="-134.58100784270687" y="292.16694555727014" heading="19.089999999999918" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,209,196,1" pen="tip" id="105"><costumes><list struct="atomic" id="106"></list></costumes><sounds><list struct="atomic" id="107"></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="gotoXY"><l>-50</l><l>0</l></block><block s="clear"></block></script><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>125</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>150</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>50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></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><comment x="228" y="31.666666666666657" w="119" collapsed="false">Slides 7 - 16&#xD;Part 2: Angles &amp; Turning</comment><script x="164" y="264.8333333333333"><block s="forward"><l>100</l></block></script><script x="87" y="466"><block s="setHeading"><l><option>random</option></l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>14</l></block><block s="down"></block><block s="forward"><l>80</l></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>