<snapdata remixID="14613322"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 11.0.4, 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></blocks><primitives><block-definition s="pen down" type="command" category="pen" selector="down" primitive="down"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>down</l></block></script></block-definition><block-definition s="for %&apos;count&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control" selector="doFor" primitive="doFor"><header></header><code></code><translations></translations><inputs><input type="%upvar" readonly="true" irreplaceable="true">i</input><input type="%n">1</input><input type="%n">10</input><input type="%loop" readonly="true" irreplaceable="true"></input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>doFor</l></block><block s="doDeclareVariables"><list><l>test</l><l>increment</l></list></block><block s="doSetVar"><l>count</l><block var="start"/></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="start"/><block var="end"/></list></block><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block var="count"/><block var="end"/></list></block></autolambda><list></list></block></block><block s="doSetVar"><l>increment</l><l>1</l></block></script><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportVariadicLessThan"><list><block var="count"/><block var="end"/></list></block></autolambda><list></list></block></block><block s="doSetVar"><l>increment</l><l>-1</l></block></script></block><block s="doUntil"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>count</l><block var="increment"/></block></script></block></script></block-definition></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="flat" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="94"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="95"></list></costumes><sounds><list struct="atomic" id="96"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="Explore" idx="1" 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="101"><costumes><list struct="atomic" id="102"></list></costumes><sounds><list struct="atomic" id="103"></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><comment w="90" collapsed="false">Says numbers 1-10 for 2sec each by using a for loop.&#xD;&#xD;HG.</comment></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="370" y="258"><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></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" hidden="true" costume="0" color="88,255,89,1" pen="tip" id="157"><costumes><list struct="atomic" id="158"></list></costumes><sounds><list struct="atomic" id="159"></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="72" y="115"><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="174" y="232"><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block><l>2</l></block></script><comment w="90" collapsed="false">Says even numbers 1-30 for by multiplying each number/intervral up to 15 by 2.&#xD;&#xD;HG.</comment></block></script><script x="253" y="329"><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>2</l></block></script><comment w="90" collapsed="false">Says intervrals of ten up to 120 by multiplying numbers up to 12 by 10.&#xD;&#xD;HG.</comment></block></script></scripts></sprite><sprite name="Squares" idx="4" x="0" y="1.1368683772161603e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="245,123,0,1" pen="tip" id="202"><costumes><list struct="atomic" id="203"></list></costumes><sounds><list struct="atomic" id="204"></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><comment x="545.6802734375" y="280.83333333333337" w="90" collapsed="false">Use this square block in your code.</comment><script x="229" y="85.16666666666669"><block s="down"><comment w="90" collapsed="false">Makes squares inside a square (nested square) by using the square block to make squares multiply by each intervral.&#xD;&#xD;HG.</comment></block><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></custom-block></script></block></script></scripts></sprite><sprite name="Epic" idx="5" x="-131" y="50" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="92.45999999999995,163,0,1" pen="tip" id="225"><costumes><list struct="atomic" id="226"></list></costumes><sounds><list struct="atomic" id="227"></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 12</comment><script x="351" y="145.66666666666637"><block s="clear"><comment w="90" collapsed="false">Makes art of a square inside a square by changing pen hue using an operator and making the blocks bigger by making each intervral by 20 then moving the sprite inside the square it just made to fill it. &#xD;&#xD;HG.</comment></block><block s="gotoXY"><l>-175</l><l>150</l></block><block s="up"></block><block s="doFor"><l>x</l><l>10</l><l>1</l><script><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>300</l></block></block><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><l>20</l><block var="x"/></list></block><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block><block s="forward"><block s="reportVariadicProduct"><list><l>0.8</l><block var="x"/></list></block></block><block s="changeYPosition"><l>-10</l></block><block s="floodFill"></block></script></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="-122.44513176064766" y="12.132176561427798" heading="50" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="267"><costumes><list struct="atomic" id="268"></list></costumes><sounds><list struct="atomic" id="269"></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="212" y="86.16666666666669"><block s="down"><comment w="90" collapsed="false">Makes a squirral spiral with by turning 90 degrees and going outward</comment></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></script><script x="38" y="250.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="313" y="219"><block s="down"><comment w="90" collapsed="false">Makes circular spiral by making number values smaller for movement (0.05) and number of degrees (10).&#xD;&#xD;HG</comment></block><block s="doFor"><l>length</l><l>1</l><l>500</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>0.05</l><block var="length"/></list></block></block><block s="turn"><l>10</l></block></script></block></script></scripts></sprite><watcher scope="Explore" s="xPosition" style="normal" x="9.87539062500025" 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! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>