<snapdata remixID="12698947"><project name="21-22 U1L3.1 Student" app="Snap! 9.0, 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="4"><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="28" y="153.39999999999998"><block s="down"></block><block s="doRepeat"><l></l><script><block s="forward"><l></l></block><block s="turn"><l></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="145,26,68,1" pen="tip" id="53"><costumes><list struct="atomic" id="54"></list></costumes><sounds><list struct="atomic" id="55"></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><script x="314" 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>50</l></block><block s="turn"><l>300</l></block></script></block><block s="up"></block></script><script x="310" 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>50</l></block><block s="turn"><l>270</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.  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