<snapdata remixID="11757491"><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="18"></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><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="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="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="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><script x="185.50000000000006" y="335.33333333333337"><block s="doFor"><l>index</l><l>1</l><l>120</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="76"><costumes><list struct="atomic" id="77"></list></costumes><sounds><list struct="atomic" id="78"></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><comment x="141" y="132.66666666666666" w="80" collapsed="false">SLIDE 8</comment><script x="216" y="330"><block s="doFor"><l>index</l><l>1</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="-51.97707572379204" y="102.38908871029778" heading="50" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="98"><costumes><list struct="atomic" id="99"></list></costumes><sounds><list struct="atomic" id="100"></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="30" y="113"><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDES 9 &amp; 10</comment><script x="189" y="239.16666666666669"><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>.05</l><block var="length"/></list></block></block><block s="turn"><l>10</l></block></script></block></script><script x="286" y="402.5"><block s="up"></block><block s="gotoXY"><l>50</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block></script><script x="142" y="431.66666666666674"><block s="doRepeat"><l>10</l><script></script></block></script></scripts></sprite><sprite name="Squares" idx="4" x="176.00628930817675" y="-1.7610062893081704" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,123,0,1" 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="29" y="228"><block s="clear"></block></script><comment x="141" y="132.66666666666666" w="80" collapsed="false">SLIDE 11</comment><script x="129" y="225"><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>10</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="-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="155"><costumes><list struct="atomic" id="156"></list></costumes><sounds><list struct="atomic" id="157"></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="9.875390625000364" 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>