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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><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>1</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="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="282" y="243"><block s="doFor"><l>i</l><l>1</l><l>12</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block><l>1</l></block></script></block></script><script x="746.365234375" y="188"><block s="doFor"><l>i</l><l>1</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="12.407324942356354" y="98.17558776182992" heading="70" 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><script x="30" y="113"><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDES 9 &amp; 10</comment><script x="244" y="171.16666666666669"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block></script></block></script><script x="407" y="64.33333333333334"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>75</l><l>0</l></block><block s="clear"></block></script><script x="357" y="328"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>.5</l><block var="length"/></list></block></block><block s="turn"><l>25</l></block></script></block></script></scripts></sprite><sprite name="Squares" idx="4" x="100" y="100" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,123,0,1" pen="tip" id="158"><costumes><list struct="atomic" id="159"></list></costumes><sounds><list struct="atomic" id="160"></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="29" y="115"><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 11</comment><script x="78" y="171.33333333333337"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block></script><script x="285" y="155.3333333333332"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><block var="i"/><l>5</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="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="139,0,163,1" pen="tip" id="185"><costumes><list struct="atomic" id="186"></list></costumes><sounds><list struct="atomic" id="187"></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 12</comment><script x="323" y="117.33333333333317"><block s="doFor"><l>i</l><l>1</l><l>10</l><script></script></block></script><script x="22" y="133.33333333333334"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><comment x="586.11875" y="143.16666666666654" w="90" collapsed="false">Use this square block in your code.</comment><script x="341.046875" y="346.1666666666665"><block s="reportVariadicProduct"><list><block var="i"/><l>-50</l></list></block></script><script x="13" y="377"><block s="doRepeat"><l>10</l><script><custom-block s="square [side length] %s"><l>50</l></custom-block><block s="changeXPosition"><l>10</l></block><block s="changeYPosition"><l>10</l></block></script></block></script><script x="253" y="443"><block s="floodFill"></block></script></scripts></sprite><watcher scope="Explore" s="xPosition" style="normal" x="9.875390625000364" 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>