<snapdata remixID="12769283"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 9.0, https://snap.berkeley.edu" 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</pentrails><costumes><list struct="atomic" id="18"></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><variables></variables><blocks></blocks><scripts></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="24"><costumes><list struct="atomic" id="25"></list></costumes><sounds><list struct="atomic" id="26"></list></sounds><blocks></blocks><variables></variables><scripts><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><comment x="155.5" y="126.99999999999997" w="90" collapsed="false">These two scripts perform the same task!!!!</comment></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" id="71"><costumes><list struct="atomic" id="72"></list></costumes><sounds><list struct="atomic" id="73"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="23"><block s="hide"></block></script><script x="29" y="66.33333333333329"><block s="show"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 8</comment><script x="195" y="160.56666666666672"><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block><l>1</l></block></script></block></script><script x="194" y="345"><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block><l>1</l></block></script></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="-156.26072200967747" y="-57.38647541082548" heading="350" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="107"><costumes><list struct="atomic" id="108"></list></costumes><sounds><list struct="atomic" id="109"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="23"><block s="hide"></block></script><script x="29" y="66.33333333333329"><block s="show"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDES 9 &amp; 10</comment><script x="175" y="104.90000000000003"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>5000</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>.002</l><block var="length"/></list></block></block><block s="turn"><l>1</l></block></script></block></script><script x="103" y="262.16666666666663"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doFor"><l>length</l><l>1</l><l>5000</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>.001</l><block var="length"/></list></block></block><block s="turn"><l>1</l></block></script></block></script></scripts></sprite><sprite name="Squares" idx="4" x="-110" y="70" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="56,255,168.59999999999982,1" pen="tip" id="154"><costumes><list struct="atomic" id="155"></list></costumes><sounds><list struct="atomic" id="156"></list></sounds><blocks></blocks><variables></variables><scripts><script x="19" y="14"><block s="hide"></block></script><script x="20" y="57.333333333333286"><block s="show"></block></script><script x="374" y="17.166666666666544"><custom-block s="square [side length] %s"><l></l><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block></script><comment x="132" y="10.666666666666657" w="80" collapsed="false">SLIDE 11</comment><script x="139" y="151.90000000000003"><block s="gotoXY"><l>-200</l><l>160</l></block><block s="clear"></block><block s="setColor"><color>56,222,255,1</color></block><block s="doFor"><l>i</l><l>2</l><l>10</l><script><custom-block s="square [side length] %s"><l>280</l></custom-block><block s="changeXPosition"><l>10</l></block><block s="changeYPosition"><l>-10</l></block><block s="floodFill"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block></script><script x="319" y="398.73333333333335"><custom-block s="square [side length] %s"><l>280</l></custom-block><block s="changeXPosition"><l>10</l></block><block s="changeYPosition"><l>-10</l></block><block s="floodFill"></block></script></scripts></sprite><sprite name="Epic" idx="5" x="-123.99371069182394" y="138.23899371069183" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="139,0,163,1" pen="tip" id="193"><costumes><list struct="atomic" id="194"></list></costumes><sounds><list struct="atomic" id="195"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="23"><block s="hide"></block></script><script x="29" y="66.33333333333329"><block s="show"></block></script><script x="383" y="26.166666666666544"><custom-block s="square [side length] %s"><l></l><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block></script><script x="29" y="115"><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 12</comment></scripts></sprite><watcher scope="Explore" s="xPosition" style="normal" x="9.87539062500025" y="9.875390624999987" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>