<snapdata remixID="12601067"><project name="Modern Art Finn Rutkowski" 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="Modern Art Finn Rutkowski"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Random Shape drawer %&apos;Number of Sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="Number of Sides"/><script><block s="forward"><block s="reportRandom"><l>15</l><l>60</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of Sides"/></block></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="round" 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="-11.402208265656554" y="-183.07586299016685" heading="54.00000000000068" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,136.50000000000009,92.00000000000001,1" 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>-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></l><script><block s="forward"><l></l></block><block s="turn"><l></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="223" y="312"><block s="clear"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="down"></block><block s="setColor"><color>218,92,255,1</color></block><custom-block s="Random Shape drawer %s"><block s="reportRandom"><l>7</l><l>10</l></block></custom-block><block s="changePenColorDimension"><l><option>hue</option></l><l>25</l></block><block s="up"></block></script></scripts></sprite><sprite name="2: Polygon" idx="2" x="79" y="-3" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="142.80000000000013,0,255,1" pen="tip" id="69"><costumes><list struct="atomic" id="70"></list></costumes><sounds><list struct="atomic" id="71"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="359" y="56.66666666666663" 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="83" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>50</l></block><block s="doRepeat"><block s="reportRandom"><l>4</l><l>7</l></block><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doRepeat"><l>10</l><script><block s="setSize"><l>10</l></block><block s="setPenColorDimension"><l><option>hue</option></l><l>1</l></block><block s="down"><comment w="90" collapsed="false">Square</comment></block><block s="changePenColorDimension"><l><option>saturation</option></l><l>25</l></block><block s="forward"><l>200</l></block><block s="turn"><l>90</l></block><block s="up"></block></script></block></script></block><block s="doRepeat"><block s="reportRandom"><l>4</l><l>8</l></block><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doRepeat"><l>6</l><script><block s="setSize"><l>5</l></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>120</l></block><block s="down"><comment w="90" collapsed="false">Hexagon</comment></block><block s="forward"><l>40</l></block><block s="turn"><l>300</l></block><block s="up"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>15</l></block></script></block></script></block><block s="doRepeat"><block s="reportRandom"><l>2</l><l>4</l></block><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doRepeat"><l>3</l><script><block s="setSize"><l>6</l></block><block s="down"><comment w="90" collapsed="false">Triangle</comment></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>100</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>5</l></block><block s="forward"><l>200</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block><block s="up"></block></script></block></script></block><block s="doRepeat"><block s="reportRandom"><l>1</l><l>10</l></block><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doRepeat"><l>5</l><script><block s="setSize"><l>7</l></block><block s="down"><comment w="90" collapsed="false">Polygon</comment></block><block s="changePenColorDimension"><l><option>hue</option></l><l>2</l></block><block s="forward"><l>30</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block><block s="up"></block></script></block></script></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="191"><costumes><list struct="atomic" id="192"></list></costumes><sounds><list struct="atomic" id="193"></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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Modern Art Finn Rutkowski" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>