<snapdata remixID="12792728"><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="20"></list></costumes><sounds><list struct="atomic" id="21"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Explore" idx="2" x="-123.99371069182394" y="-1.761006289308142" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="208,46,255,1" pen="tip" id="26"><costumes><list struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></list></sounds><blocks></blocks><variables></variables><scripts><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" 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><comment x="155.5" y="126.99999999999997" w="90" collapsed="false">These two scripts perform the same task!!!!</comment></scripts></sprite><sprite name="Counting" idx="3" 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="73"><costumes><list struct="atomic" id="74"></list></costumes><sounds><list struct="atomic" id="75"></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><script x="401" y="128"><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block><l>1</l></block></script></block></script><script x="278" y="253"><block s="doFor"><l>i</l><l>0</l><l>12</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block><l>1</l></block></script></block></script><script x="184" y="127"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script></scripts></sprite><sprite name="Spiral" idx="1" x="-123.03831024003966" y="31.68709695952782" heading="40" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="118"><costumes><list struct="atomic" id="119"></list></costumes><sounds><list struct="atomic" id="120"></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="111" y="229.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="186" y="294"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>360</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>0.07</l><block var="length"/></list></block></block><block s="turn"><l>6</l></block></script></block><block s="up"></block></script></scripts></sprite><sprite name="Squares" idx="4" x="176.00628930817652" 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="147"><costumes><list struct="atomic" id="148"></list></costumes><sounds><list struct="atomic" id="149"></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="29" y="115"><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 11</comment><script x="313" y="134"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><l>10</l><block var="i"/></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="88.13832366414204" y="-73.89304064527244" heading="135" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,163,143.43999999999997,1" 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