<snapdata remixID="12739171"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 9.0, https://snap.berkeley.edu" 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%&apos;width&apos; [spacing] %&apos;spacing&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs></block-definition><block-definition s="SquareArt [squareNum] %&apos;squareNum&apos; [squareSize] %&apos;squareSize&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><l>-100</l><l>-100</l></block><block s="doFor"><l>i</l><block var="squareNum"/><l>1</l><script><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><block var="i"/><block var="squareSize"/></list></block></custom-block></script></block></script></block-definition><block-definition s="SquareSequence Size %&apos;size&apos;" type="command" 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</pentrails><costumes><list id="78"><item><ref mediaID="Stage_cst_Untitled"></ref></item><item><ref mediaID="Stage_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="79"></list></sounds><variables></variables><blocks></blocks><scripts><script x="10" y="82.16666666666669"><block s="changeBackgroundColorDimension"><l><option>hue</option></l><l>10</l></block></script></scripts><sprites select="3"><sprite name="Explore" idx="1" x="-123.99371069182394" y="-1.761006289308142" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="208,46,255,1" pen="tip" id="87"><costumes><list struct="atomic" id="88"></list></costumes><sounds><list struct="atomic" id="89"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="155.5" y="126.99999999999997" w="90" collapsed="false">These two scripts perform the same task!!!!</comment><script x="294.50000000000006" y="129.33333333333334"><block s="doFor"><l>index</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="index"/><l>2</l></block></script></block></script><script x="14.5" y="20.333333333333343"><block s="hide"></block></script><script x="15.5" y="63.66666666666663"><block s="show"></block></script><comment x="148.5" y="10" w="90" collapsed="false">SLIDE 7</comment><script x="10" y="103.49999999999997"><block s="doSayFor"><l>1</l><l>2</l></block><block s="doSayFor"><l>2</l><l>2</l></block><block s="doSayFor"><l>3</l><l>2</l></block><block s="doSayFor"><l>4</l><l>2</l></block><block s="doSayFor"><l>5</l><l>2</l></block><block s="doSayFor"><l>6</l><l>2</l></block><block s="doSayFor"><l>7</l><l>2</l></block><block s="doSayFor"><l>8</l><l>2</l></block><block s="doSayFor"><l>9</l><l>2</l></block><block s="doSayFor"><l>10</l><l>2</l></block></script></scripts></sprite><sprite name="Counting" idx="2" x="-23.993710691824162" y="-1.761006289308142" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="88,255,89,1" pen="tip" 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s="reportVariadicProduct"><list></list></block><l>2</l></block></script></scripts></sprite><sprite name="Epic" idx="5" x="-28" y="-28" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,240.20000000000002,138,1" 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="20" y="20" w="80" collapsed="false">SLIDE 12</comment><script x="20" y="74"><block s="receiveGo"></block><block s="clear"></block></script><script x="20" y="144.83333333333331"><block s="hide"></block></script><script x="20" y="180.66666666666663"><block s="show"></block></script><script x="20" y="216.5"><block s="clear"></block></script><script x="20" y="252.33333333333331"><block s="doGotoObject"><l><option>random position</option></l></block></script><script x="18" y="301.3333333333333"><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>100</l><script><block s="forward"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block></block><block s="turn"><l>90</l></block></script></block></script><script x="466" y="196.33333333333326"><custom-block s="SquareArt [squareNum] %s [squareSize] %s"><l>10</l><l>15</l></custom-block><block s="doWait"><l>3</l></block><block s="clear"></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="-19.81200346055789" y="184.70585627868758" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="31,235,255,1" pen="tip" id="216"><costumes><list struct="atomic" id="217"></list></costumes><sounds><list struct="atomic" id="218"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="136"><block s="hide"></block></script><script x="29" y="179.33333333333326"><block s="show"></block></script><script x="30" y="226"><block s="clear"></block></script><comment 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