<snapdata remixID="12827314"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 9.0, https://snap.berkeley.edu" 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</pentrails><costumes><list struct="atomic" id="18"></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="4"><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="24"><costumes><list struct="atomic" id="25"></list></costumes><sounds><list struct="atomic" id="26"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="155.5" y="135" w="90" collapsed="false">These two scripts perform the same task!!!!</comment><script x="14.5" y="28.33333333333337"><block s="hide"></block></script><script x="15.5" y="71.66666666666666"><block s="show"></block></script><comment x="148.5" y="18.00000000000003" w="90" collapsed="false">SLIDE 7</comment><script x="175.50000000000006" y="239.3333333333334"><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="10" y="10"><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><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></scripts></sprite><sprite name="Counting" idx="2" x="-23.99371069182439" 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="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">SLIDE 8</comment></scripts></sprite><sprite name="Squares" idx="4" x="176.00628930817652" y="-1.7610062893081988" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,123,0,1" 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="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="33" y="235"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>500</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>5</l><block var="length"/></list></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="122"><costumes><list struct="atomic" id="123"></list></costumes><sounds><list struct="atomic" id="124"></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><sprite name="Spiral" idx="3" x="-210.49355492423" y="162.38297321908217" heading="70" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="133"><costumes><list struct="atomic" id="134"></list></costumes><sounds><list struct="atomic" id="135"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="136"><block s="hide"></block></script><script x="29" y="179.33333333333326"><block s="show"></block></script><script x="30" y="226"><block s="clear"></block></script><comment x="141" y="132.66666666666666" w="80" collapsed="false">SLIDES 9 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