<snapdata remixID="11668590"><project name="21-22 U1L3.1 Student" app="Snap! 7, https://snap.berkeley.edu" 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</pentrails><costumes><list struct="atomic" id="21"></list></costumes><sounds><list struct="atomic" id="22"></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="157,41,255,1" pen="tip" id="27"><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></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="false">Slides 6 - 12&#xD;Part 1: Exploring 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="161.33333333333337" 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><script x="78" y="168.83333333333337"><block s="receiveGo"></block></script><script x="109" y="319.83333333333337"><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><block s="up"></block></script><script x="352" y="323"><block s="down"></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></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="64"><costumes><list struct="atomic" id="65"></list></costumes><sounds><list struct="atomic" id="66"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16" y="28.00000000000003"><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="226" y="39.66666666666666" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="16" y="166"><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="20" y="319.66666666666663"><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="312" y="323.66666666666663"><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="308" y="162.66666666666663"><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="394" y="39.66666666666666" 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="591" y="192"><block s="down"></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="175" y="494"><custom-block s="polygon [sides] %s [size] %s"><l>25</l><l>20</l></custom-block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="-327.54154428917195" y="-11.670225056025345" heading="260" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,31.000000000000004,246.04,1" pen="tip" id="133"><costumes><list struct="atomic" id="134"></list></costumes><sounds><list struct="atomic" id="135"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="17.00000000000003"><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="226" y="20.666666666666657" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="11" y="186.16666666666663"><block s="doRepeat"><l>10</l><script><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><block s="reportRandom"><l>0</l><l>360</l></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><block s="reportRandom"><l>1</l><l>45</l></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>99999</l></block></block><block s="down"></block><custom-block s="polygon [sides] %s [size] %s"><block s="reportRandom"><l>1</l><l>25</l></block><block s="reportRandom"><l>1</l><l>35</l></block></custom-block></script></block></script><comment x="121" y="164" w="125" collapsed="false">random shapes&#xD;</comment><comment x="553" y="189" w="125" collapsed="false">lines&#xD;</comment><script x="400" y="180.49999999999994"><block s="doRepeat"><l>10</l><script><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><block s="reportRandom"><l>0</l><l>360</l></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><block s="reportRandom"><l>5</l><l>45</l></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>99999</l></block></block><block s="down"></block><block s="forward"><block s="reportRandom"><l>1</l><l>150</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="21-22 U1L3.1 Student" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>