<snapdata remixID="14480730"><project name="modern art " app="Snap! 11.0.0, https://snap.berkeley.edu" 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select="1"><scene name="modern art "><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="4" 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 id="7"><item><ref mediaID="modern art _Stage_cst_Untitled"></ref></item><item><ref mediaID="modern art _Stage_cst_Untitled(2)"></ref></item><item><ref mediaID="modern art _Stage_cst_Untitled(3)"></ref></item><item><ref mediaID="modern art _Stage_cst_Untitled(4)"></ref></item></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="1: Experiments" idx="1" x="-99.33699963244226" y="0.4305574729847592" heading="91" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="157,41,255,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveKey"><l><option>enter</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><block s="down"></block><block s="doRepeat"><l>200</l><script><block s="forward"><l>50</l></block><block s="turn"><l>67</l></block></script></block><block s="up"></block></script><comment x="229" y="32.66666666666663" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><comment x="403" y="34.66666666666663" 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="203.6396484375" y="181.33333333333337" 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="2: Polygon" idx="2" x="0" y="-2.842170943040401e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,211,0,1" 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="18" y="20.00000000000003"><block s="receiveKey"><l><option>left arrow</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>10</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</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><script x="83" y="367.83333333333337"><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>72.2</l></block></script></block><block s="up"></block></script><script x="46" y="177.83333333333337"><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></scripts></sprite><sprite name="3: Epic Challenge(2)" idx="3" x="121" y="-145" heading="90" scale="1" volume="100" pan="0" rotation="2" draggable="true" costume="0" color="255,243,192,1" pen="tip" id="95"><costumes><list struct="atomic" id="96"></list></costumes><sounds><list struct="atomic" id="97"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="257.3333333333329" y="10.000000000000007" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="280.3333333333329" y="105.33333333333317"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="turn"><l>35</l></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setSize"><l>15</l></block><block s="setColor"><color>222,255,35,1</color></block><block s="down"></block><block s="forward"><l>90</l></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setColor"><color>255,109,85,1</color></block><block s="down"></block><block s="forward"><l>90</l></block><block 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" 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