<snapdata remixID="12797848"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3.3 Modern Art With Polygons: for loop"><notes></notes><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><block-definition s="i" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="nested squares [num squares] %&apos;num squares&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="num squares"/><script><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><l>15</l><block var="i"/></list></block><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block></script></block></script></block-definition><block-definition s="colored squares [number of squares] %&apos;[number of squares]&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><block var="[number of squares]"/><l>10</l><script><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><l>5</l><block var="i"/></list></block></custom-block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="changeYPosition"><l>-2</l></block><block s="changeXPosition"><l>2</l></block><block s="floodFill"></block></script></block></script></block-definition></blocks><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" 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</pentrails><costumes><list 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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="350.62109375" y="174.00000000000006"><block var="index"/></script><script x="319.5595703125" y="274.33333333333337"><block var="index"/></script><script x="287" y="235"><custom-block s="i"></custom-block></script></scripts></sprite><sprite name="Counting" idx="2" x="-23.99371069182439" y="-1.7610062893081135" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="88,255,89,1" pen="tip" id="115"><costumes><list struct="atomic" id="116"></list></costumes><sounds><list struct="atomic" id="117"></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="230" y="72.99999999999989"><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><script x="255" y="158"><block s="doFor"><l>i</l><l>1</l><l>30</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block><l>2</l></block></script></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="-63.036522049285395" y="-126.67425808419438" heading="315" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="146"><costumes><list struct="atomic" id="147"></list></costumes><sounds><list struct="atomic" id="148"></list></sounds><blocks></blocks><variables></variables><scripts><script x="35" y="23"><block s="hide"></block></script><script x="36" y="66.33333333333329"><block s="show"></block></script><script x="37" y="113"><block s="clear"></block></script><comment x="148" y="19.666666666666657" w="80" collapsed="false">SLIDES 9 &amp; 10</comment><script x="86" y="97.33333333333337"><block s="gotoXY"><l>50</l><l>0</l></block></script><script x="30" y="170"><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>500</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>.1</l><block var="i"/></list></block></block><block s="turn"><l>10</l></block></script></block></script><script x="274" y="172.16666666666669"><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>100</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="i"/></list></block></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite><sprite name="Squares" idx="4" x="160" y="-5.684341886080802e-14" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,123,0,1" pen="tip" id="190"><costumes><list struct="atomic" id="191"></list></costumes><sounds><list struct="atomic" id="192"></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="182" y="111.33333333333337"><block s="gotoXY"><l>160</l><l>0</l></block></script><script x="74" y="253"><custom-block s="nested squares [num squares] %s"><l>5</l></custom-block></script></scripts></sprite><watcher scope="Explore" s="xPosition" style="normal" x="9.875390625000364" y="9.875390624999987" color="74,108,212" hidden="true"/><sprite name="Epic" idx="5" x="24" y="-64" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="25.999999999999986,145,31.600000000000016,1" 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 [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><script x="150" y="94.83333333333334"><block s="gotoXY"><l>-140</l><l>100</l></block></script><script x="435.83333333333326" y="134.96666666666658"><block s="changeXPosition"><l>3</l></block><block s="changeYPosition"><l>-3</l></block></script><script x="314" y="91.33333333333337"><block s="setHeading"><l>90</l></block></script><script x="59" y="277"><custom-block s="nested squares [num squares] %s"><l>50</l></custom-block></script><script x="58.66666666666663" y="191.16666666666663"><custom-block s="colored squares [number of squares] %s"><l>50</l></custom-block></script><comment x="639.9212890625" y="120.89999999999998" w="90" collapsed="false">Use this square block in your code.</comment></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>