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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="233.6396484375" y="109.33333333333337" 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="17.5" y="140.99999999999994"><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="up"></block></script><script x="11" y="284.1666666666667"><block s="down"></block></script><script x="590" y="262.66666666666663"><block s="setPenColorDimension"><l><option>hue</option></l><l>10</l></block></script><script x="613" y="159.66666666666669"><block s="setColor"><color>20,102,255,1</color></block></script><script x="644" y="86.33333333333337"><block s="clear"></block></script><script x="606" y="320.66666666666663"><block s="setSize"><l>1</l></block></script><script x="171" y="291.33333333333337"><block s="receiveGo"></block></script><script x="370" y="278"><block s="doRepeat"><l>10</l><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><l>45</l></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>20</l></block></block><block s="down"></block><block s="forward"><l>150</l></block><block s="up"></block></script></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="86"><costumes><list struct="atomic" id="87"></list></costumes><sounds><list struct="atomic" id="88"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="10"><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="21.66666666666663" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="18" y="147.99999999999997"><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></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><script x="22" y="301.66666666666663"><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></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><script x="314" y="305.66666666666663"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></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><script x="310" y="144.6666666666666"><block s="down"><comment w="90" collapsed="false">SQUARE</comment></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><comment x="396" y="21.66666666666663" 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="136" y="386.66666666666674"><block s="receiveGo"></block><block s="doRepeat"><block s="reportRandom"><l>10</l><l>17</l></block><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><block s="reportRandom"><l>45</l><l>135</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>20</l></block></block><block s="down"></block><block s="forward"><block s="reportRandom"><l>17</l><l>223</l></block></block><block s="up"></block></script></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="172"><costumes><list struct="atomic" 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" mediaID="1: Experiments_cst_Costume"/></media></snapdata>