<snapdata remixID="11777056"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 7, https://snap.berkeley.edu" 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</pentrails><costumes><list struct="atomic" id="23"></list></costumes><sounds><list struct="atomic" id="24"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="4"><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="29"><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></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><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="26" y="123.49999999999997"><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="454" y="50.33333333333337"><block s="doFor"><l>index</l><l>0</l><l>15</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="index"/><l>2</l></list></block><l>2</l></block></script></block><block s="doFor"><l>index</l><l>0</l><l>12</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="index"/><l>10</l></list></block><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="95"><costumes><list struct="atomic" id="96"></list></costumes><sounds><list struct="atomic" id="97"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="146"><block s="hide"></block></script><script x="29" y="189.33333333333326"><block s="show"></block></script><comment x="141" y="142.66666666666666" w="80" collapsed="false">SLIDE 8</comment><script x="483" y="118"><block s="doFor"><l>index</l><l>0</l><l>15</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="index"/><l>2</l></list></block><l>2</l></block></script></block></script><script x="470" y="212.66666666666663"><block s="doFor"><l>index</l><l>0</l><l>12</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="index"/><l>10</l></list></block><l>2</l></block></script></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="-54.14217794716683" y="-123.86703039410185" heading="300" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="131"><costumes><list struct="atomic" id="132"></list></costumes><sounds><list struct="atomic" id="133"></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="373" y="200.16666666666669"><block s="down"></block><block s="doFor"><l>Length</l><l>1</l><l>350</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>0.1</l><block var="Length"/></list></block></block><block s="turn"><l>15</l></block></script></block><block s="up"></block></script><script x="369" y="376"><block s="down"></block><block s="doFor"><l>Length</l><l>1</l><l>350</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><block s="up"></block></script><script x="141" y="140.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block></script></scripts></sprite><sprite name="Squares" idx="4" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,123,0,1" pen="tip" id="179"><costumes><list struct="atomic" id="180"></list></costumes><sounds><list struct="atomic" id="181"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="362"><block s="hide"></block></script><script x="29" y="405.33333333333326"><block s="show"></block></script><script x="29" y="454"><block s="clear"></block></script><comment x="141" y="358.66666666666663" w="80" collapsed="false">SLIDE 11</comment><script x="328" y="431"><block s="down"></block><block s="doFor"><l>Length</l><l>1</l><l>50</l><script><custom-block s="square size %s [side length] %s"><l>10</l><block var="Length"/><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block></script></block><block s="up"></block></script><script x="20" y="123"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></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="205"><costumes><list struct="atomic" id="206"></list></costumes><sounds><list struct="atomic" id="207"></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 size %s [side length] %s"><l></l><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="9.87539062500025" 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! 7, https://snap.berkeley.edu" version="2"></media></snapdata>