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</pentrails><costumes><list struct="atomic" id="78"></list></costumes><sounds><list struct="atomic" id="79"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="Squares" idx="4" x="100" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,123,0,1" pen="tip" id="84"><costumes><list struct="atomic" id="85"></list></costumes><sounds><list struct="atomic" id="86"></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="144" y="109"><block s="up"></block></script><script x="449" y="203.33333333333337"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="clear"></block></script><script x="132" y="219.33333333333314"><custom-block s="square size %s length"><l>20</l><comment w="90" collapsed="false">This makes multpily squares that look like a nest, it dose that by asking you for a square size the biggest one and makes a couple smaller once till it gets to your sesierd size and dose it for you </comment></custom-block></script><script x="128" y="432.33333333333326"><custom-block s="square [side length] %s"><l>50</l><comment w="90" collapsed="false">This code makes a square it dose that by asking you the size then it makes it that size.</comment></custom-block></script></scripts></sprite><sprite name="Counting" idx="2" x="-49.993710691824845" y="2.2389937106918296" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="88,255,89,1" pen="tip" id="106"><costumes><list struct="atomic" id="107"></list></costumes><sounds><list struct="atomic" id="108"></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="121" y="257.0000000000001"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script><comment w="90" collapsed="false">i made it so it counts by 1 the code starts at 1 and goes to 10 by counting by once </comment></block></script><script x="341" y="231"><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>2</l><comment w="90" collapsed="false">This code is supposed to count by 2. it starts from 2 and goes to 30 the reasson its not to 15 is because its counting by 2 so multiply 15 by 2 and makes 30 </comment></block></script></block></script></scripts></sprite><sprite name="Explore" idx="1" x="-128.9937106918237" y="2.238993710691915" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="208,46,255,1" pen="tip" id="137"><costumes><list struct="atomic" id="138"></list></costumes><sounds><list struct="atomic" id="139"></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><comment w="90" collapsed="false">I was startring to understand how to make it say stuff and how to make it take a certain ammount of time and say certain stuff.</comment></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><script x="265.5595703125" y="104.33333333333334"><block var="index"/></script></scripts></sprite><sprite name="Spiral" idx="5" x="180" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="184"><costumes><list struct="atomic" id="185"></list></costumes><sounds><list struct="atomic" id="186"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="13.333333333333343"><block s="hide"></block></script><script x="11" y="56.66666666666663"><block s="show"></block></script><comment x="123" y="10" w="80" collapsed="false">SLIDES 9 &amp; 10</comment><script x="102" y="293.33333333333337"><block s="down"></block><block s="doFor"><l>length</l><l>2</l><l>90</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>.09</l><block var="length"/></list><comment w="90" collapsed="false">This code makeas a normal spiral i made it so it keeps drawing curves/circlke while expanding to make a spiral  </comment></block></block><block s="turn"><l>15</l></block></script></block></script><script x="543" y="134.83333333333331"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>180</l><l>0</l><comment w="90" collapsed="false">This makes it clean up and go back to its orgin spot when you click space </comment></block><block s="up"></block><block s="clear"></block></script><script x="546" y="302.5"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>75</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block><comment w="90" collapsed="false">This code makes a squiral its a spuare spiral it dose this by staring at a small highet and expands more and more while speanding to make a square spiral.</comment></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite><sprite name="Epic" idx="3" x="25" y="5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="139,0,163,1" pen="tip" id="235"><costumes><list struct="atomic" id="236"></list></costumes><sounds><list struct="atomic" id="237"></list></sounds><blocks></blocks><variables></variables><scripts><script x="21.99999999999997" y="13.333333333333336"><block s="hide"></block></script><script x="22.99999999999997" y="56.66666666666659"><block s="show"></block></script><script x="22.99999999999997" y="105.33333333333323"><block s="clear"></block></script><script x="289.9999999999999" y="174.66666666666674"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>25</l><l>0</l></block><block s="clear"></block></script><comment x="134.9999999999999" y="10" w="80" collapsed="false">SLIDE 12</comment><script x="33.499999999999886" y="290.96666666666675"><custom-block s="square size %s length"><l>4</l></custom-block></script><script x="167.9999999999999" y="542.6666666666664"><custom-block s="joe %s art"><l>100</l></custom-block></script></scripts></sprite><watcher scope="Explore" s="xPosition" style="normal" x="9.875390625000591" y="9.87539062499998" 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>