<snapdata remixID="10674036"><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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</thumbnail><stage name="Stage" width="480" height="360" costume="1" 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="Untitled" center-x="240" center-y="180" 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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="161.3333333333334" 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="61" y="308.66666666666663"><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block><block s="up"></block></script></scripts></sprite><sprite name="2: Polygon" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,211,0,1" pen="tip" id="46"><costumes><list struct="atomic" id="47"></list></costumes><sounds><list struct="atomic" id="48"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="20.00000000000003"><block s="receiveKey"><l><option>up arrow</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="228" y="31.666666666666657" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="18" y="158.00000000000003"><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script><script x="22" y="311.66666666666663"><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block><block s="up"></block></script><script x="314" y="315.66666666666663"><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"><l>60</l></block></script></block><block s="up"></block></script><script x="310" y="154.66666666666666"><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="31.666666666666657" 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="31" y="482.1666666666665"><custom-block s="polygon [sides] %s [size] %s"><l>4</l><l>50</l></custom-block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="238" y="-115" heading="98.42000000000002" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31.000000000000004,160.92000000000004,255,1" 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="14.000000000000028"><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="17.666666666666657" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="455" y="51.50000000000014"><block s="receiveKey"><l><option>space</option></l></block><block s="doRepeat"><l>10</l><script><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="down"></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><l>35</l></block><block s="setHeading"><l>135</l></block><block s="forward"><l>100</l></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><l>15</l></block><block s="setHeading"><l>45</l></block><block s="forward"><l>100</l></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><l>75</l></block><block s="setHeading"><l><option>random</option></l></block><block s="forward"><l>150</l></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block></script></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></blocks><variables></variables></project><media name="21-22 U1L3.1 Student" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>