<snapdata remixID="10732720"><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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</thumbnail><stage 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" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list 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="-1.7610062893081988" 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="14.5" y="20.333333333333343"><block s="hide"></block></script><comment x="148.5" y="10" w="90" collapsed="false">SLIDE 7</comment><script x="67.5" y="18.166666666666686"><block s="show"></block></script><script x="11.5" y="68.00000000000003"><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="11" y="305.83333333333337"><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="257" y="238.66666666666666"><block s="doFor"><l>i</l><l>1</l><l>12</l><script><block s="doSayFor"><block s="reportProduct"><block var="i"/><l>10</l></block><l>2</l></block></script></block></script><script x="310" y="348.66666666666663"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block s="reportProduct"><block var="i"/><l>1</l></block><l>2</l></block></script></block></script><script x="269.50000000000006" y="33.33333333333334"><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></scripts></sprite><sprite name="Counting" idx="2" x="-23.993710691824617" y="-1.7610062893081988" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="88,255,89,1" pen="tip" id="91"><costumes><list struct="atomic" id="92"></list></costumes><sounds><list struct="atomic" id="93"></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></scripts></sprite><sprite name="Spiral" idx="3" x="-0.4124939619039196" y="0.6044263493156734" heading="339" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="99"><costumes><list struct="atomic" id="100"></list></costumes><sounds><list struct="atomic" id="101"></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="203" y="103"><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>10000</l><script><block s="forward"><block s="reportProduct"><l>.001</l><block var="Length"/></block></block><block s="turn"><l>1</l></block></script></block></script></scripts></sprite><sprite name="Squares" idx="4" x="70.63139720814434" y="-12.337168574084103" heading="240" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,123,0,1" pen="tip" id="125"><costumes><list struct="atomic" id="126"></list></costumes><sounds><list struct="atomic" id="127"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="136.33333333333334"><block s="hide"></block></script><script x="29" y="179.66666666666666"><block s="show"></block></script><script x="383" y="139.4999999999999"><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><comment x="141" y="133" w="80" collapsed="false">SLIDE 11</comment><script x="243" y="240.1666666666667"><block s="clear"></block></script><script x="252" y="286"><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>Length</l><l>10</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>1</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="153"><costumes><list struct="atomic" id="154"></list></costumes><sounds><list struct="atomic" id="155"></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="9.875390625000477" y="9.87539062499998" color="74,108,212" hidden="true"/></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></variables></project><media name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>