<snapdata remixID="11665756"><project name="21-22 U1L3.1 Student" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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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="1"><sprite name="1: Experiments" idx="1" x="-48.99999999996862" y="2.2680524125462398e-11" heading="90.00000000000358" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="127.5,12.999999999999996,116.05000000000004,1" 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="12" 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="385" 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="185.6396484375" 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="10" y="296.23333333333335"><block s="up"></block></script><script x="12" y="155.83333333333337"><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></script><script x="12" y="354.33333333333337"><block s="clear"></block></script><script x="12" y="396.66666666666674"><block s="setColor"><color>92,26,255,1</color></block></script><script x="12" y="444.66666666666663"><block s="setPenColorDimension"><l><option>hue</option></l><l>85</l></block></script><script x="15" y="504.66666666666663"><block s="setPenColorDimension"><l><option>brightness</option></l><l>50</l></block></script><script x="13" y="558.6666666666666"><block s="setSize"><l>2</l></block></script><script x="386" y="141.33333333333334"><block s="setHeading"><l><option>random</option></l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>20</l></block><block s="down"></block><block s="forward"><l>150</l></block></script><comment x="211" y="12.666666666666629" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><script x="368" y="318.33333333333314"><custom-block s="polygon sides %s size %s"><l>50</l><l>50</l></custom-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="77"><costumes><list struct="atomic" id="78"></list></costumes><sounds><list struct="atomic" id="79"></list></sounds><blocks></blocks><variables></variables><scripts><script x="32" 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="242" y="31.666666666666657" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="32" y="158"><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="36" 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="328" 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="324" y="154.66666666666663"><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="410" 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="43" y="478.33333333333326"><custom-block s="polygon sides %s size %s"><l>5</l><l>50</l></custom-block></script><script x="37" y="525.3333333333334"><block s="setHeading"><l><option>random</option></l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>20</l></block><block s="down"></block><block s="forward"><l>150</l></block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="100" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,229,255,1" pen="tip" id="146"><costumes><list struct="atomic" id="147"></list></costumes><sounds><list struct="atomic" id="148"></list></sounds><blocks></blocks><variables></variables><scripts><script x="29" 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="245" y="20.666666666666657" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="36" y="128.66666666666669"><block s="setHeading"><l><option>random</option></l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>20</l></block><block s="down"></block><block s="forward"><l>150</l></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>