<snapdata remixID="12601277"><project name="21-22 U1L3.1 Student" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="21-22 U1L3.1 Student"><notes></notes><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="Pinwheel Breachs:" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Pinwheel, Breachs %&apos;Number of Breachs&apos; Size %&apos;Size&apos; Backup %&apos;Backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="Number of Breachs"/><script><block s="forward"><block var="Size"/></block><block s="forward"><block var="Backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of Breachs"/></block></block></script></block></script></block-definition></blocks><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" 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id="37"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="38"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><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="145,26,68,1" pen="tip" id="43"><costumes><list struct="atomic" id="44"></list></costumes><sounds><list struct="atomic" id="45"></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="true">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><script x="89" y="310.33333333333314"><custom-block s="Polygon [sides] %s [size] %s"><l>5</l><l>50</l></custom-block></script><script x="97" y="383.33333333333314"><custom-block s="Polygon [sides] %s [size] %s"><l>5</l><l>75</l></custom-block></script><script x="109" y="445.33333333333314"><custom-block s="Polygon [sides] %s [size] %s"><l>6</l><l>100</l></custom-block></script><script x="547" y="210.66666666666669"><block s="setColor"><color>49,242,255,1</color></block></script><script x="514" y="283.66666666666663"><block s="changePenColorDimension"><l><option>hue</option></l><l>50</l></block></script><script x="558" y="330.66666666666663"><block s="setSize"><l>5</l></block></script><comment x="359" y="15.666666666666629" w="154" collapsed="true">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="536.6396484375" y="16.33333333333337" w="90" collapsed="true">To make copies of this script, right cli  ck (CTRL+CLICK on Mac) on the top-most block and select duplicate.</comment><script x="281" y="171.16666666666669"><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></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="84"><costumes><list struct="atomic" id="85"></list></costumes><sounds><list struct="atomic" id="86"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="20.00000000000003"><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="228" y="31.666666666666657" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><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="50" y="473.33333333333326"><custom-block s="Polygon [sides] %s [size] %s"><l>5</l><l>50</l></custom-block></script><script x="48" y="520.3333333333333"><custom-block s="Polygon [sides] %s [size] %s"><l>5</l><l>75</l></custom-block></script><script x="49" y="566.3333333333333"><custom-block s="Polygon [sides] %s [size] %s"><l>6</l><l>100</l></custom-block></script><script x="371" y="154.83333333333337"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>20</l></block><block s="turn"><l>60</l></block></script></block><block s="up"></block></script><script x="51" y="286.83333333333337"><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>20</l></block><block 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