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</pentrails><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><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="25"><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></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="-23.99371069182439" 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="72"><costumes><list struct="atomic" id="73"></list></costumes><sounds><list struct="atomic" id="74"></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="171" y="190"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><script x="165" y="372.3333333333335"><block s="doFor"><l>i</l><l>0</l><l>120</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><l>10</l><block var="i"/></list></block><l>2</l><comment w="90" collapsed="false">Makes the spirtie count from 0 to 120 in 10x</comment></block></script></block></script><script x="165" y="277.66666666666674"><block s="doFor"><l>i</l><l>0</l><l>10</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><l>2</l><block var="i"/></list></block><l>2</l></block></script><comment w="90" collapsed="false">Makes the sprite count from 0 to 10 in 2x</comment></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="105.8126557190385" y="16.553540781388023" heading="176" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="117"><costumes><list struct="atomic" id="118"></list></costumes><sounds><list struct="atomic" id="119"></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="238" y="158.16666666666669"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportQuotient"><block var="length"><comment w="90" collapsed="false">Devide the amount of length.</comment></block><l>4</l></block></block><block s="turn"><l>25</l></block></script></block></script><script x="292.5859375" y="286.8333333333333"><block var="length"/></script><script x="57" y="127.33333333333334"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="gotoXY"><l>50</l><l>0</l></block></script></scripts></sprite><sprite name="Squares" idx="4" x="150" y="0" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,123,0,1" pen="tip" id="147"><costumes><list struct="atomic" id="148"></list></costumes><sounds><list struct="atomic" id="149"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="249"><block s="hide"></block></script><script x="29" y="292.33333333333326"><block s="show"></block></script><comment x="141" y="245.66666666666663" w="80" collapsed="false">SLIDE 11</comment><script x="41" y="60.16666666666663"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="gotoXY"><l>150</l><l>0</l></block></script><script x="31" y="334"><block s="clear"></block></script><script x="318" y="377"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doFor"><l>length</l><l>1</l><l>10</l><script><block s="setHeading"><l>0</l></block><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><block var="length"/><l>4</l></list></block><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block></script></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="181"><costumes><list struct="atomic" id="182"></list></costumes><sounds><list struct="atomic" id="183"></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! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>