<snapdata remixID="14550171"><project name="23-24 U1L3.1 Student" app="Snap! 11.0.3, https://snap.berkeley.edu" 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</pentrails><costumes><list id="33"><item><ref mediaID="23-24 U1L3.1 Student_Stage_cst_Untitled"></ref></item><item><ref mediaID="23-24 U1L3.1 Student_Stage_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="34"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="1: Experiments" idx="1" x="-150" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,0,92,1" pen="tip" id="39"><costumes><list struct="atomic" id="40"></list></costumes><sounds><list struct="atomic" id="41"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="11.666666666666629"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="clear"></block></script><comment x="383" y="16.333333333333258" 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="201" y="11.333333333333258" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><comment x="595.6396484375" y="10" 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="212" y="134.66666666666663"><block s="down"><comment w="90" collapsed="false">Draws square.&#xD;&#xD;HG</comment></block><block s="doRepeat"><l>4</l><script><block s="setPenColorDimension"><l><option>hue</option></l><l>50</l></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>50</l></block><block s="setSize"><l>1</l></block><block s="setColor"><color>255,0,92,1</color></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></scripts></sprite><sprite name="2: Angles and Turning" idx="2" x="-50" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,211,0,1" pen="tip" id="75"><costumes><list struct="atomic" id="76"></list></costumes><sounds><list struct="atomic" id="77"></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>-50</l><l>0</l></block><block s="clear"></block></script><script x="18" y="158"><block s="down"><comment w="90" collapsed="false">TRIANGLE -&#xD;&#xD;Moving 100 steps to draw a line 3 times + turning 360 by the number of sides to make a triangle.&#xD;&#xD;HG</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="22" y="311.66666666666663"><block s="down"><comment w="90" collapsed="false">PENTAGON -&#xD;&#xD;Moving 100 steps to draw a line 5 times + turning 360 by the number of sides to make a triangle.&#xD;&#xD;HG</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</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="315.66666666666663"><block s="down"><comment w="80" collapsed="false">HEXAGON -&#xD;&#xD;Moving 100 steps to draw a line 6 times + turning 360 by the number of sides to make a triangle.&#xD;&#xD;HG</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="310" y="154.66666666666663"><block s="down"><comment w="90" collapsed="false">SQUARE - &#xD;&#xD;Moving 100 steps to draw a line 4 times + turning 360 by the number of sides to make a triangle.&#xD;&#xD;HG</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="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><comment x="228" y="31.666666666666657" w="119" collapsed="false">Slides 7 - 16&#xD;Part 2: Angles &amp; Turning</comment></scripts></sprite><sprite name="4: Epic Challenge" idx="4" x="261.7030552428755" y="-191.2997540093748" heading="133" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="214,0,25.680000000000025,1" pen="tip" id="134"><costumes><list struct="atomic" id="135"></list></costumes><sounds><list struct="atomic" id="136"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>150</l><l>0</l></block><block s="clear"></block></script><comment x="246" y="33.66666666666663" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="174" y="245.33333333333314"><block s="doRepeat"><l>10</l><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>150</l><l>300</l></block></block><block s="setHeading"><block s="reportRandom"><l>1</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>35</l></block></block><block s="down"></block><block s="forward"><l>150</l></block><block s="doWait"><l>1</l></block><block s="up"></block></script></block></script><comment x="380.4306640625" y="59.5" w="90" collapsed="false">Makes random rectangles in different colors &amp; directions by using an operator to pick random values turning, hue, and pen size. Flat line ends make it straught and not like a stroke. Random position makes to go to different places.&#xD;&#xD;HG.</comment></scripts></sprite><sprite name="3: Polygon" idx="3" x="50" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="59.10899999999998,0,155.54999999999998,1" pen="tip" id="181"><costumes><list struct="atomic" id="182"></list></costumes><sounds><list struct="atomic" id="183"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="226" y="28" w="174" collapsed="false">Custom Polygon Procedure (Block)&#xD;Slides 17 - 18</comment><script x="17" y="27"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>50</l><l>0</l></block><block s="clear"></block></script><script x="229" y="274.49999999999983"><custom-block s="polygon [sides] %s [size] %s"><l>10</l><l>50</l><comment w="90" collapsed="false">Makes any polygon by inputting the # of steps to be a certain size &amp; # of sides to know what type of shape as well as how much you need to turn after each side (360/number of sides).&#xD;&#xD;HG.</comment></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="23-24 U1L3.1 Student" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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