<snapdata remixID="14704733"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 11.0.6, https://snap.berkeley.edu" 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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="supsquare size %&apos;size&apos; number %&apos;num&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="setColor"><color>255,37,78,1</color></block><block s="doFor"><l>i</l><l>1</l><block var="num"/><script><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><custom-block s="square [side length] %s"><block var="size"/></custom-block><block s="doSetVar"><l>size</l><block s="reportVariadicProduct"><list><block var="size"/><l>1.1</l></list></block></block></script></block></script></block-definition><block-definition s="Epic number %&apos;num&apos; size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="setColor"><color>233,255,6,1</color></block><block s="doFor"><l>i</l><l>1</l><block var="num"><comment w="90" collapsed="false">Use this square block in your code.num as the number of squares that will bee drawn and size to scale how large the square should be </comment></block><script><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><custom-block s="square [side length] %s"><block var="size"/><comment w="90" collapsed="false">his will also scale the size of the square .</comment></custom-block><block s="doSetVar"><l>size</l><block s="reportVariadicProduct"><list><block var="size"/><l>.9</l></list></block></block></script></block></script></block-definition></blocks><primitives></primitives><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 struct="atomic" id="71"></list></costumes><sounds><list struct="atomic" id="72"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="Explore" idx="1" x="-123.99371069182394" y="-1.7610062893081135" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="208,46,255,1" pen="tip" id="77"><costumes><list struct="atomic" id="78"></list></costumes><sounds><list struct="atomic" id="79"></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="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><script x="425" y="274"><block var="index"/></script><script x="568" y="322"><block var="index"/></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="124"><costumes><list struct="atomic" id="125"></list></costumes><sounds><list struct="atomic" id="126"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="136"><block s="hide"></block></script><comment x="141" y="132.66666666666666" w="80" collapsed="false">SLIDE 8</comment><script x="322" y="74"><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="387" y="235"><block s="doFor"><l>index</l><l>0</l><l>30</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="index"/><l>2</l></list></block><l>2</l></block></script><comment w="90" collapsed="false">goes up by to all the way to 30</comment></block></script><script x="396" y="411"><block s="doFor"><l>index</l><l>0</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><comment w="90" collapsed="false">goes up by 10 al the way to 120</comment></block></script><script x="36" 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var="Length"/></list></block><comment w="90" collapsed="false">creates a spiral square maze by turning 90 and multiplying the length by 2</comment></block><block s="turn"><l>90</l></block></script></block></script><script x="440" y="209"><block s="hide"></block><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>1</l><block var="Length"/></list></block></block><block s="turn"><l>15</l></block></script><comment w="90" collapsed="false">creates a spiral square maze by turning 15and multiplying the length by 1</comment></block></script></scripts></sprite><sprite name="Squares" idx="4" x="0" y="0" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="37.00000000000001,152.11999999999972,255,1" pen="tip" id="219"><costumes><list struct="atomic" id="220"></list></costumes><sounds><list struct="atomic" 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