<snapdata remixID="10912226"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Explore" idx="1" x="-123.99371069182394" y="-1.7610062893081135" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="208,46,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></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" 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y="66.33333333333329"><block s="show"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 8</comment><script x="117" y="141.23333333333335"><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doSayFor"><block s="reportProduct"><block var="i"/><l>2</l></block><l>2</l></block></script></block></script><script x="339" y="148.23333333333335"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block s="reportProduct"><block var="i"/><l>10</l></block><l>2</l></block></script></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="101" y="57.157676649772384" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="87"><costumes><list struct="atomic" id="88"></list></costumes><sounds><list struct="atomic" id="89"></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="242" y="118"><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>100</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>120</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="113"><costumes><list struct="atomic" id="114"></list></costumes><sounds><list struct="atomic" id="115"></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 11</comment><script x="210" y="183.4"><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></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="141"><costumes><list struct="atomic" id="142"></list></costumes><sounds><list struct="atomic" id="143"></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="9.875390625000136" y="9.87539062499998" color="74,108,212" hidden="true"/><watcher var="length" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="square [side length] %&apos;side length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="side length"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition></blocks><variables><variable name="length"><l>0</l></variable></variables></project><media name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>