<snapdata remixID="12569398"><project name="Abstract Art Project" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="Abstract Art Project"><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><block-definition s="Pinwheel drawer %&apos;Number of sides&apos; %&apos;Side lenght&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setSize"><l>5</l></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>75</l></block><block s="doRepeat"><block s="reportVariadicSum"><list><block var="Number of sides"/><l>1</l></list></block><script><block s="down"></block><block s="forward"><block var="Side lenght"/></block><block s="forward"><block s="reportQuotient"><block var="Side lenght"/><l>-3</l></block></block><block s="turn"><block s="reportQuotient"><block var="Number of sides"/><l>360</l></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>1</l></block></script></block></script></block-definition><block-definition s="Pinwheel drawer %&apos;Number of sides&apos; %&apos;Side lenght&apos; (2)" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setSize"><l>5</l></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>75</l></block><block s="doRepeat"><block s="reportVariadicSum"><list><block var="Number of sides"/><l>1</l></list></block><script><block s="down"></block><block s="forward"><block var="Side lenght"/></block><block s="forward"><block s="reportQuotient"><block var="Side lenght"/><l>-3</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of sides"/></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>1</l></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" 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</pentrails><costumes><list struct="atomic" id="86"></list></costumes><sounds><list struct="atomic" id="87"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="1: Experiments" idx="1" x="-100" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="34.51127819548872,97.20676691729287,191.25,1" pen="tip" id="92"><costumes><list struct="atomic" id="93"></list></costumes><sounds><list struct="atomic" id="94"></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><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="11" y="143.39999999999998"><block s="down"></block><block s="doRepeat"><l></l><script><block s="forward"><l></l></block><block s="turn"><l></l></block></script></block></script><script x="16" y="278.23333333333335"><block s="up"></block><block s="doRepeat"><block s="reportRandom"><l>5</l><l>20</l></block><script></script></block></script><script x="396" y="152.33333333333314"><block s="clear"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="down"></block><block s="setColor"><color>133,24,62,1</color></block><custom-block s="Random Shape drawer %s"><block s="reportRandom"><l>3</l><l>12</l></block></custom-block><block s="changePenColorDimension"><l><option>hue</option></l><l>50</l></block><block s="up"></block></script><script x="130" y="460.33333333333337"><block s="receiveGo"></block><block s="clear"></block></script></scripts></sprite><sprite name="2: Polygon" idx="2" x="170" y="-55" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,255,93.50000000000193,1" pen="tip" id="141"><costumes><list struct="atomic" id="142"></list></costumes><sounds><list struct="atomic" id="143"></list></sounds><blocks></blocks><variables></variables><scripts><script x="317.5" 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="527.5" y="21.66666666666663" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><comment x="695.5" 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="347.5" y="790.3333333333333"><block s="doRepeat"><l>3</l><script></script></block></script><script x="450.5" y="808.8333333333333"><block s="clear"></block><block s="doForever"><script></script></block></script><comment x="836.5" y="218" 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="533.5" y="63.66666666666657"><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>4</l><script><block s="setSize"><l>4</l></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>80</l></block><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</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>150</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>5</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">PENTAGON</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><script x="10" y="633.3"><custom-block s="Pinwheel drawer %s %s (2)"><l></l><l></l></custom-block></script><script x="930.5" y="360.9999999999999"><custom-block s="Pinwheel drawer %s %s (2)"><l></l><l></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="31,229,255,1" pen="tip" id="285"><costumes><list struct="atomic" id="286"></list></costumes><sounds><list struct="atomic" id="287"></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><sprite name="Sprite" idx="4" x="-135.30145969121827" y="36.96856421784358" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="26.774999999999302,191.25,0,1" pen="tip" id="301"><costumes><list struct="atomic" id="302"></list></costumes><sounds><list struct="atomic" id="303"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="133"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><custom-block s="Pinwheel drawer %s %s"><l>6 </l><l>100</l></custom-block><block s="up"></block></script><script x="20" y="10"><block s="receiveGo"></block><block s="clear"></block></script><script x="139.5380859375" y="337"><block s="reportRandom"><l>3</l><l>12</l></block></script><script x="419.5380859375" y="367"><block s="reportRandom"><l>50</l><l>200</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Abstract Art Project" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>