<snapdata remixID="10674892"><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="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>