<snapdata remixID="11568343"><project name="21-22 U1L3.1 Student" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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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="-138" y="60" heading="295" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,40.99999999999999,169.39999999999995,1" 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><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><script x="555" y="237"><block s="receiveGo"></block><block s="clear"></block><block s="doRepeat"><l>10</l><script><block s="setHeading"><block s="reportRandom"><l>1</l><l>360</l></block></block><block s="gotoXY"><block s="reportRandom"><l>-200</l><l>200</l></block><block s="reportRandom"><l>-150</l><l>150</l></block></block><block s="doSetVar"><l>sides</l><block s="reportRandom"><l>3</l><l>10</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>20</l></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><custom-block s="polygon [sides] %s [size] %s"><block var="sides"/><block s="reportRandom"><l>5</l><l>100</l></block></custom-block></script></block></script><comment x="109.6396484375" y="77.33333333333337" 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></scripts></sprite><sprite name="2: Polygon" idx="2" x="-59" y="-76.99999999999994" heading="166" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,0,107.09999999999998,1" 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><comment x="228" y="257.66666666666663" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><comment x="396" y="257.66666666666663" 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="597" y="97"><block s="receiveGo"></block><block s="clear"></block><block s="doRepeat"><l>10</l><script><block s="setHeading"><block s="reportRandom"><l>1</l><l>360</l></block></block><block s="gotoXY"><block s="reportRandom"><l>-200</l><l>200</l></block><block s="reportRandom"><l>-150</l><l>150</l></block></block><block s="doSetVar"><l>sides</l><block s="reportRandom"><l>3</l><l>10</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>20</l></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><custom-block s="polygon [sides] %s [size] %s"><block var="sides"/><block s="reportRandom"><l>5</l><l>100</l></block></custom-block></script></block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="-44" y="-58" heading="192" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="62.36000000000003,255,31.000000000000004,1" pen="tip" id="125"><costumes><list struct="atomic" id="126"></list></costumes><sounds><list struct="atomic" id="127"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="226" y="20.666666666666657" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="695" y="215"><block s="receiveGo"></block><block s="clear"></block><block s="doRepeat"><l>10</l><script><block s="setHeading"><block s="reportRandom"><l>1</l><l>360</l></block></block><block s="gotoXY"><block s="reportRandom"><l>-200</l><l>200</l></block><block s="reportRandom"><l>-150</l><l>150</l></block></block><block s="doSetVar"><l>sides</l><block s="reportRandom"><l>3</l><l>10</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>20</l></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><custom-block s="polygon [sides] %s [size] %s"><block var="sides"/><block s="reportRandom"><l>5</l><l>100</l></block></custom-block></script></block></script></scripts></sprite><watcher var="sides" style="normal" x="10.000000000000455" y="9.999999999999993" color="243,118,29"/></sprites></stage><variables><variable name="sides"><l>10</l></variable></variables></scene></scenes></project><media name="21-22 U1L3.1 Student" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>