<snapdata remixID="10683795"><project name="21-22 U1L3.1 Student" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="3" color="255,255,255,1" tempo="60" threadsafe="false" penlog="true" 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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BAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" id="3"/></item><item><costume name="Untitled(2)" center-x="240" center-y="180" image="data:image/png;base64,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" id="4"/></item><item><costume name="Untitled(3)" center-x="240" center-y="180" 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w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><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>50</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>50</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>50</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 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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="44" y="171.66666666666666"><custom-block s="Polygon sides %s size %s"><l>6</l><l>60</l></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></blocks><variables></variables></project><media name="21-22 U1L3.1 Student" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>