<snapdata remixID="12797833"><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="sqare %&apos;square&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setHeading"><l>90</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="doFor"><l>i</l><block var="square"/><l>1</l><script><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><block var="i"/><l>5</l></list></block></custom-block></script></block></script></block-definition><block-definition s="square %&apos;square&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="lol square %&apos;square&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setHeading"><l>90</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="doFor"><l>i</l><block var="square"/><l>1</l><script><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><l>20</l><block var="i"/></list></block><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block><block s="changeXPosition"><l>10</l></block><block s="changeYPosition"><l>-10</l></block><block s="floodFill"></block><block s="setHeading"><l>90</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></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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struct="atomic" id="67"></list></costumes><sounds><list struct="atomic" id="68"></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="73"><costumes><list struct="atomic" id="74"></list></costumes><sounds><list struct="atomic" id="75"></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="283.50000000000006" y="33.33333333333334"><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></scripts></sprite><sprite name="Counting" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="88,255,89,1" pen="tip" id="120"><costumes><list struct="atomic" id="121"></list></costumes><sounds><list struct="atomic" id="122"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="249"><block s="hide"></block></script><script x="29" y="292.33333333333326"><block s="show"></block></script><comment x="141" y="245.66666666666663" w="80" collapsed="false">SLIDE 8</comment><script x="182" y="158"><block s="doFor"><l>index</l><l>0</l><l>15</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><l>2</l><block var="index"/></list></block><l>2</l></block></script></block></script><script x="246" y="283"><block s="doFor"><l>index</l><l>0</l><l>12</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><l>10</l><block var="index"/></list></block><l>2</l></block></script></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="76.45582703562968" y="-49.11555790888133" heading="215" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="156"><costumes><list struct="atomic" id="157"></list></costumes><sounds><list struct="atomic" id="158"></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">SLIDES 9 &amp; 10</comment><script x="277" y="222.16666666666669"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>800</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>.01</l><block var="i"/></list></block></block><block s="turn"><l>5</l></block></script></block></script></scripts></sprite><sprite name="Squares" idx="4" x="0" y="0" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="25.999999999999986,145,103.00000000000004,1" pen="tip" id="186"><costumes><list struct="atomic" id="187"></list></costumes><sounds><list struct="atomic" id="188"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="249"><block s="hide"></block></script><script x="29" y="292.33333333333326"><block s="show"></block></script><script x="29" y="341"><block s="clear"></block></script><comment x="141" y="245.66666666666663" w="80" collapsed="false">SLIDE 11</comment><script x="306" y="261"><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>25</l><script><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><l>5</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="-50" y="50" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,25.999999999999986,67.99999999999994,1" pen="tip" id="209"><costumes><list struct="atomic" id="210"></list></costumes><sounds><list struct="atomic" id="211"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="249"><block s="hide"></block></script><script x="29" y="292.33333333333326"><block s="show"></block></script><comment x="141" y="245.66666666666663" w="80" collapsed="false">SLIDE 12</comment><script x="63" y="403.66666666666663"><block s="floodFill"></block></script><script x="201" y="380.5"><block s="up"></block></script><script x="312" y="43.333333333333144"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="gotoXY"><l>-150</l><l>150</l></block><block s="clear"></block><custom-block s="lol square %s"><l>10</l></custom-block></script><script x="43" y="165.33333333333337"><block s="clear"></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! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>