<snapdata remixID="10681041"><project name="21-22 U1L3.1 Student" 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="2" 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" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="download" center-x="150" center-y="84" 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id="3"/></item><item><costume name="Untitled" center-x="240" center-y="180" 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id="4"/></item></list></costumes><sounds><list struct="atomic" id="5"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="1: Experiments" idx="1" x="-200" y="160" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="157,41,255,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></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>-200</l><l>160</l></block><block s="clear"></block></script><script x="10" y="160.4"><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="11" y="302.66666666666663"><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></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><script x="11" y="439.66666666666663"><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="down"></block></script><script x="175" y="440.33333333333337"><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="down"></block></script><script x="347" y="441.33333333333337"><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="down"></block></script><comment x="492.6396484375" y="438.33333333333337" 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="377" y="298.66666666666663"><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l></l></block><block s="turn"><block s="reportQuotient"><l></l><l></l></block></block></script></block><block s="down"></block></script><script x="392" y="153.66666666666666"><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></script><script x="197" y="302.66666666666663"><block s="down"></block><block s="doRepeat"><l>7</l><script><block s="forward"><l>70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>7</l></block></block></script></block><block s="down"></block></script><script x="190" y="158.66666666666666"><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></script></scripts></sprite><sprite name="2: Polygon" idx="2" x="-200" y="130" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,211,0,1" pen="tip" id="132"><costumes><list struct="atomic" id="133"></list></costumes><sounds><list struct="atomic" id="134"></list></sounds><blocks></blocks><variables></variables><scripts><script x="12" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-200</l><l>130</l></block><block s="clear"></block></script><script x="12" y="148"><block s="down"><comment w="90" collapsed="true">TRIANGLE</comment></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><comment x="390" y="21.66666666666663" w="189" collapsed="true">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="10" y="282.66666666666663"><block s="down"><comment w="90" collapsed="true">PENTAGON</comment></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></script><comment x="222" y="21.66666666666663" w="119" collapsed="true">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="223" y="71.66666666666663"><block s="down"><comment w="90" collapsed="true">SQUARE</comment></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></script><script x="220" y="209.66666666666666"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></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></script><script x="301" y="374.66666666666663"><custom-block s="polygon [sides] %s [size] %s"><l>8</l><l>50 </l></custom-block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="154" y="199" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,255,255,1" pen="tip" id="201"><costumes><list struct="atomic" id="202"></list></costumes><sounds><list struct="atomic" id="203"></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></script><comment x="225.9999999999996" y="13.666666666666629" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="66" y="153.00000000000003"><block s="receiveGo"></block><custom-block s="kazimir malevich"></custom-block><custom-block s="kazimir malevich pt 2"></custom-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="down"></block><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><block s="up"></block></script></block-definition><block-definition s="pen color randomizer" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setPenHSVA"><l><option>hue</option></l><block s="reportListItem"><l><option>any</option></l><block s="reportNumbers"><l>1</l><l>100</l></block></block></block></script></block-definition><block-definition s="kazimir malevich" type="command" category="sound"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>17</l><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><block s="reportListItem"><l><option>any</option></l><block s="reportNewList"><list><l>45</l><l>45</l><l>45</l><l>45</l><l>45</l><l>90</l><l>47</l><l>47</l><l>46</l><l>46</l><l>46</l><l>50</l><l>90</l><l>85</l><l>45</l></list></block></block></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportListItem"><l><option>any</option></l><block s="reportNumbers"><l>20</l><l>100</l></block></block></block><block s="changePenHSVA"><l><option>saturation</option></l><block s="reportListItem"><l><option>any</option></l><block s="reportNumbers"><l>-50</l><l>50</l></block></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><block s="reportListItem"><l><option>any</option></l><block s="reportNumbers"><l>1</l><l>40</l></block></block></block><block s="down"></block><block s="forward"><block s="reportListItem"><l><option>any</option></l><block s="reportNumbers"><l>50</l><l>220</l></block></block></block><block s="up"></block></script></block></script></block-definition><block-definition s="kazimir malevich pt 2" type="command" category="sound"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>5</l><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><l>0</l></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportListItem"><l><option>any</option></l><block s="reportNumbers"><l>20</l><l>100</l></block></block></block><block s="changePenHSVA"><l><option>saturation</option></l><block s="reportListItem"><l><option>any</option></l><block s="reportNumbers"><l>-50</l><l>50</l></block></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><block s="reportListItem"><l><option>any</option></l><block s="reportNumbers"><l>18</l><l>23</l></block></block></block><block s="down"></block><block s="forward"><l>20</l></block><block s="up"></block></script></block></script></block-definition></blocks><variables></variables></project><media name="21-22 U1L3.1 Student" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>