<snapdata remixID="13583943"><project name="21-22 U1L3.1 Student" app="Snap! 10, 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="Draw polygon sides： %&apos;sides&apos; side length： %&apos;side length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="side length"/></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="pinwheels branches %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="custom square art [square count] %&apos;square count&apos; [square size difference] %&apos;square size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="clear"></block><block s="setSize"><block var="square size"/></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doFor"><l>length</l><l>1</l><block var="square count"/><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>15</l></block></block></script></block></script></block-definition><block-definition s="square [side length]" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="57.5" y="76.03333333333336"><block s="reportVariadicProduct"><list><block var="square size"/><block var="length"/></list></block></script></scripts></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" 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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</pentrails><costumes><list struct="atomic" id="66"></list></costumes><sounds><list struct="atomic" id="67"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="1: Experiments" idx="2" x="-100.00000000000023" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="157,41,255,1" pen="tip" id="72"><costumes><list struct="atomic" id="73"></list></costumes><sounds><list struct="atomic" id="74"></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="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="209" y="12.666666666666629" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><script x="33" y="179.83333333333337"><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>60</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="up"></block></script><comment x="258.6396484375" y="172.33333333333337" 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></scripts></sprite><sprite name="3: Epic Challenge" idx="1" x="-229" y="-161" heading="55" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,205.78,148,1" pen="tip" id="101"><costumes><list struct="atomic" id="102"></list></costumes><sounds><list struct="atomic" id="103"></list></sounds><blocks></blocks><variables></variables><scripts><script x="29" y="21.00000000000003"><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="214" y="58.66666666666666" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="58" y="157.33333333333337"><block s="receiveGo"></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="doRepeat"><l>50</l><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>26</l></block></block><block s="setHeading"><block s="reportRandom"><l>50</l><l>58</l></block></block><block s="setSize"><l>20</l></block><block s="down"></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><sprite name="2: Polygon" idx="3" x="0" y="0" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,211,0,1" pen="tip" id="144"><costumes><list struct="atomic" id="145"></list></costumes><sounds><list struct="atomic" id="146"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="10"><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><script x="18" y="147.99999999999997"><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>60</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block><block s="up"></block></script><script x="22" y="301.66666666666663"><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>60</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="up"></block></script><script x="314" y="305.66666666666663"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block><block s="up"></block></script><script x="310" y="144.6666666666666"><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="up"></block></script><comment x="223" y="30.66666666666663" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="118" y="461.33333333333337"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doAsk"><l>How many sides do you want me to draw? </l></block><custom-block s="Draw polygon sides： %s side length： %s"><block s="getLastAnswer"></block><l>90</l></custom-block></script><comment x="430" y="476.66666666666663" 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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="21-22 U1L3.1 Student" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>