<snapdata remixID="12709357"><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 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category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="turn"><l>15</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="setSize"><block s="reportRandom"><l>20</l><l>35</l></block></block><block s="forward"><block var="size"/></block><block s="up"></block><block s="turn"><l>-15</l></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block></script></block-definition><block-definition s="art2 Angle: %&apos;sides&apos; Size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setXPosition"><l>-300</l></block><block s="setYPosition"><block s="reportRandom"><l>1</l><l>150</l></block></block><block s="setSize"><l>10</l></block><block s="doRepeat"><l>100</l><script><block s="down"></block><block s="turn"><block var="sides"/></block><block s="forward"><block var="size"/></block><block s="up"></block><block s="turn"><block var="sides"/></block></script></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" 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</pentrails><costumes><list struct="atomic" id="76"></list></costumes><sounds><list struct="atomic" id="77"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="1: Experiments" idx="1" x="-144.32906170795945" y="-1440.110041841275" heading="294" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,87,32,1" pen="tip" id="82"><costumes><list struct="atomic" id="83"></list></costumes><sounds><list struct="atomic" id="84"></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>-100</l><l>0</l></block><block s="clear"></block></script><script x="10" y="160.39999999999998"><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></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="183.6396484375" y="161.33333333333337" 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="93" y="340"><block s="receiveKey"><l><option>3</option></l><list></list></block><custom-block s="polygon [sides] %s [size] %s"><l>6</l><l>100</l></custom-block></script><script x="327" y="458"><custom-block s="art2 Angle: %s Size: %s"><l>3</l><l>90</l></custom-block></script></scripts></sprite><sprite name="2: Polygon" idx="2" x="118" y="67" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="65.99999999999999,102.49999999999997,255,1" pen="tip" id="118"><costumes><list struct="atomic" id="119"></list></costumes><sounds><list struct="atomic" id="120"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="10"><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="clear"></block></script><comment x="228" y="21.66666666666663" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="18" y="147.99999999999997"><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>90</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script><script x="22" y="301.66666666666663"><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>90</l></block><block s="turn"><l>72</l></block></script></block><block s="up"></block></script><script x="314" y="305.66666666666663"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>80</l></block><block s="turn"><l>60</l></block></script></block><block s="up"></block></script><script x="310" y="144.6666666666666"><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"><l>90</l></block></script></block><block s="up"></block></script><comment x="396" 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><script x="90" y="435"><block s="receiveKey"><l><option>1</option></l><list></list></block><custom-block s="polygon [sides] %s [size] %s"><l>9</l><l>40</l></custom-block></script><script x="358" y="469"><custom-block s="art Sides: %s Size: %s"><l>3</l><l>90</l></custom-block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="100" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="198.0000000000002,0,255,1" pen="tip" id="184"><costumes><list struct="atomic" id="185"></list></costumes><sounds><list struct="atomic" id="186"></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>100</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="133" y="142.33333333333337"><block s="receiveGo"></block></script><script x="150" y="228.33333333333337"><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></script><script x="72" y="359.33333333333314"><block s="receiveKey"><l><option>2</option></l><list></list></block><custom-block s="polygon [sides] %s [size] %s"><l>4</l><l>120</l></custom-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>