<snapdata remixID="12698071"><project name="21-22 U1L3.1 Student" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="21-22 U1L3.1 Student"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Polygon" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Polygon %&apos;sides&apos; %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs></block-definition><block-definition s="value" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportRandom"><l>20</l><l>100</l></block></block></script></block-definition><block-definition s="Polygon sides %&apos;sides&apos; %&apos;sides&apos; size %&apos;size&apos; Longer Size %&apos;Size2&apos;" type="command" 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</pentrails><costumes><list struct="atomic" id="80"></list></costumes><sounds><list struct="atomic" id="81"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="1: Experiments" idx="1" x="220" y="167" heading="50" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="226,0,94.91999999999999,1" pen="tip" id="86"><costumes><list struct="atomic" id="87"></list></costumes><sounds><list struct="atomic" id="88"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="394" y="34.83333333333334" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><comment x="661" y="78.83333333333337" 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="839" y="194.83333333333337" 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="39" y="383.83333333333337"><block s="doRepeat"><l>25</l><script><block s="setColor"><color>0,127,226,1</color></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="turn"><l>60</l></block><block s="forward"><l></l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-250</l><l>250</l></block><block s="reportRandom"><l>-100</l><l>200</l></block></block></script></block></script><script x="71" y="189.33333333333314"><block s="receiveGo"></block><block s="doRepeat"><l>25</l><script><custom-block s="Polygon sides %s %s size %s Longer Size %s"><l>4</l><l>4</l><block s="reportRandom"><l>5</l><l>25</l></block><block s="reportRandom"><l>75</l><l>125</l></block></custom-block></script></block></script><script x="20" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>50</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="clear"></block></script><script x="48" y="69.33333333333334"><block s="forward"><l>10</l></block></script></scripts></sprite><sprite name="2: Polygon" idx="2" x="-75" y="-9" heading="50" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,171.75999999999993,226,1" pen="tip" id="156"><costumes><list struct="atomic" id="157"></list></costumes><sounds><list struct="atomic" id="158"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="232" y="257.66666666666663" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="22" y="384"><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><block s="doRepeat"><l></l><script><block s="forward"><l></l></block><block s="turn"><l></l></block></script></block><block s="up"></block></script><script x="26" y="537.6666666666667"><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l></l><script><block s="forward"><l></l></block><block s="turn"><l></l></block></script></block><block s="up"></block></script><script x="318" y="541.6666666666667"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l></l><script><block s="forward"><l></l></block><block s="turn"><l></l></block></script></block><block s="up"></block></script><comment x="400" 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="717" y="464.66666666666674"><block s="receiveGo"></block><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>25</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script><script x="24" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="clear"></block></script><script x="10" y="210"><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="setHeading"><l>50</l></block><block s="clear"></block></script><script x="537" y="109"><block s="receiveGo"></block><block s="doRepeat"><l>10</l><script><custom-block s="Polygon sides %s %s size %s Longer Size %s"><l>4</l><l>4</l><block s="reportRandom"><l>5</l><l>25</l></block><block s="reportRandom"><l>75</l><l>125</l></block></custom-block></script></block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="29" y="126" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,144.6399999999999,226,1" pen="tip" id="245"><costumes><list struct="atomic" id="246"></list></costumes><sounds><list struct="atomic" id="247"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="150.00000000000003"><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="clear"></block></script><comment x="236" y="153.66666666666663" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="30" y="30"><block s="receiveGo"></block><block s="doRepeat"><l>10</l><script><custom-block s="Polygon sides %s %s size %s Longer Size %s"><l>4</l><l>4</l><l>25</l><l>25</l></custom-block></script></block></script></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>