<snapdata remixID="12698590"><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 side %&apos;sides&apos; sizes %&apos;size&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><scripts><script x="88.56562499999995" y="92"><block var="sides"/></script></scripts></block-definition><block-definition s="Polygon sides %&apos;sides&apos; sizes %&apos;sizes&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="sizes"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="flat" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="21"><pentrails>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="1: Experiments" idx="1" x="-999" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="36,255,44,1" 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="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-999</l><l>0</l></block><custom-block s="Polygon sides %s sizes %s"><l>3</l><l>30</l></custom-block></script><comment x="209" y="12.666666666666629" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><script x="122" y="343"><block s="clear"></block></script><script x="336" y="455.29999999999995"><custom-block s="polygon side %s sizes %s"><l>4</l><l>4</l></custom-block></script><comment x="263.6396484375" 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><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="359" y="218"><block s="setColor"><color>36,255,44,1</color></block></script></scripts></sprite><sprite name="2: Polygon" idx="2" x="999" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,211,0,1" 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="18" y="133.00000000000003"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><custom-block s="Polygon sides %s sizes %s"><l>3</l><l>30</l></custom-block><block s="gotoXY"><l>999</l><l>0</l></block></script><comment x="228" y="144.66666666666666" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="22" y="424.66666666666663"><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>40</l></block><block s="turn"><l>72</l></block></script></block><block s="up"></block></script><script x="314" y="428.66666666666663"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>20</l></block><block s="turn"><l>60</l></block></script></block><block s="up"></block></script><script x="310" y="267.66666666666663"><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>45</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script><comment x="396" y="144.66666666666666" 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="14" y="288.83333333333337"><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>30</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script><script x="217" y="80"><block s="clear"></block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="241.06601717798208" y="-81.93398282201787" heading="45" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,31.000000000000004,139.40000000000026,1" pen="tip" id="111"><costumes><list struct="atomic" id="112"></list></costumes><sounds><list struct="atomic" id="113"></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="doForever"><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>20</l></block><block s="down"></block><block s="forward"><l>150</l></block><block s="up"></block><block s="doWait"><l>1</l></block><block s="gotoXY"><block s="reportRandom"><l>-250</l><l>250</l></block><block s="reportRandom"><l>-250</l><l>250</l></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block></script><comment x="246" y="33.66666666666663" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="226" y="276.83333333333337"><block s="clear"></block><block s="doGotoObject"><l><option>random position</option></l></block></script><script x="437" y="138.83333333333334"><block s="gotoXY"><l>100</l><l>0</l></block></script><script x="223" y="200.66666666666674"><block s="doWait"><l>1</l></block></script></scripts></sprite><watcher var="sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sizes" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="sides"><l>0</l></variable><variable name="sizes"><l>0</l></variable></variables></scene></scenes></project><media name="21-22 U1L3.1 Student" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>