<snapdata remixID="12797802"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes 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struct="atomic" id="22"></list></costumes><sounds><list struct="atomic" id="23"></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="28"><costumes><list struct="atomic" id="29"></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14.5" y="20.333333333333343"><block s="hide"></block></script><script x="15.5" y="63.66666666666663"><block s="show"></block></script><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><comment x="148.5" y="10" w="90" collapsed="false">SLIDE 7</comment><script x="287.50000000000006" y="62.33333333333337"><block s="receiveKey"><l><option>1</option></l><list></list></block><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></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="79"><costumes><list struct="atomic" id="80"></list></costumes><sounds><list struct="atomic" id="81"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20.234765625000023" y="14"><block s="hide"></block></script><script x="21.234765625000023" y="57.333333333333286"><block s="show"></block></script><comment x="133.23476562500002" y="10.666666666666657" w="80" collapsed="false">SLIDE 8</comment><script x="241.23476562500002" y="100"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block><l>2</l></block></script></block></script><script x="48.23476562500002" y="134"><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="210" y="262"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block><l>2</l></block></script></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="225.4516784690543" y="7.853498793251532" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="132"><costumes><list struct="atomic" id="133"></list></costumes><sounds><list struct="atomic" id="134"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="14"><block s="hide"></block></script><script x="29" y="57.333333333333286"><block s="show"></block></script><comment x="141" y="10.666666666666657" w="80" collapsed="false">SLIDES 9 &amp; 10</comment><script x="408" y="232.66666666666652"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="gotoXY"><l>70</l><l>0</l></block><block s="setHeading"><l>90</l></block></script><script x="254" y="104.16666666666669"><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="55" y="155"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>250</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>.1</l><block var="length"/></list></block></block><block s="turn"><l>9</l></block></script></block><block s="up"></block></script></scripts></sprite><sprite name="Squares" idx="4" x="-56.99371069182325" y="79.23899371069183" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,123,0,1" pen="tip" id="187"><costumes><list struct="atomic" id="188"></list></costumes><sounds><list struct="atomic" id="189"></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="198" y="178.2500000000001"><block s="receiveKey"><l><option>6</option></l><list></list></block><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>20</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="-157.99999999999704" y="-279.9999999999993" heading="165" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="139.00000000000014,0,163,1" pen="tip" id="213"><costumes><list struct="atomic" id="214"></list></costumes><sounds><list struct="atomic" id="215"></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 12</comment><script x="156" y="140.91666666666706"><block s="receiveKey"><l><option>7</option></l><list></list></block><block s="doFor"><l>i</l><l>20</l><l>1</l><script><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><block var="i"/><l>20</l></list></block></custom-block><block s="changeXPosition"><l>-5</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></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>