<snapdata remixID="10681360"><project name="U1-Modern Art" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="1: Experiments" idx="1" x="-100" y="-2.842170943040401e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="2,192,255,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="197" y="10" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><comment x="371" y="12" 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="480.6396484375" y="435.66666666666663" w="90" collapsed="false">To make more of these scripts, right click (CTRL+CLICK on Mac) on the top-most block and select duplicate.</comment><script x="22" y="29.33333333333337"><block s="receiveKey"><l><option>space</option></l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>154,255,156,1</color></block><block s="setPenHSVA"><l><option>saturation</option></l><l>50</l></block><block s="setSize"><l>4</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="down"></block><block s="setColor"><color>255,132,221,1</color></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="down"></block><block s="setColor"><color>249,255,85,1</color></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block><block s="down"></block><block s="setColor"><color>2,192,255,1</color></block><block s="down"></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="down"></block></script><script x="247" y="125.3333333333334"><block s="clear"></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="31,229,255,1" pen="tip" id="89"><costumes><list struct="atomic" id="90"></list></costumes><sounds><list struct="atomic" id="91"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="17.00000000000003"><block s="receiveKey"><l><option>space</option></l></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></scripts></sprite><sprite name="2: Polygon" idx="2" x="0" y="-2.842170943040401e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="67,229,255,1" pen="tip" id="103"><costumes><list struct="atomic" id="104"></list></costumes><sounds><list struct="atomic" id="105"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>154,255,167,1</color></block><block s="setPenHSVA"><l><option>saturation</option></l><l>50</l></block><block s="setSize"><l>4</l></block><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><custom-block s="polygon [sides] %s [size] %s"><l>4</l><l>100</l></custom-block><block s="down"></block><block s="setColor"><color>255,111,221,1</color></block><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><custom-block s="polygon [sides] %s [size] %s"><l>5</l><l>100</l></custom-block><block s="down"></block><block s="setColor"><color>254,254,68,1</color></block><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><custom-block s="polygon [sides] %s [size] %s"><l>6</l><l>100</l></custom-block><block s="down"></block><block s="setColor"><color>67,229,255,1</color></block><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><custom-block s="polygon [sides] %s [size] %s"><l>3</l><l>100</l></custom-block><block s="down"></block></script><comment x="220" y="21.66666666666663" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><comment x="388" 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="139" y="470.9999999999999"><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon [sides] %&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="doRepeat"><block var="sides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1-Modern Art" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>