<snapdata remixID="10735794"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher scope="Explore" s="xPosition" style="normal" x="10.039980468750173" y="10.039980468750002" color="74,108,212" hidden="true"/><sprite name="Counting" idx="2" x="-105.90196757255858" y="5.284865270324883" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="88,255,89,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="38" y="13.333333333333343"><block s="hide"></block></script><script x="39" y="56.66666666666663"><block s="show"></block></script><comment x="151" y="10" w="80" collapsed="false">SLIDE 8</comment><script x="30" y="130.83333333333337"><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="30" y="238"><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doSayFor"><block s="reportProduct"><block var="i"/><l>2</l></block><l>2</l></block></script></block></script><script x="29" y="334"><block s="doFor"><l>i</l><l>1</l><l>12</l><script><block s="doSayFor"><block s="reportProduct"><block var="i"/><l>10</l></block><l>2</l></block></script></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="-64.8583294601404" y="21.075328628082815" heading="40" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="50"><costumes><list struct="atomic" id="51"></list></costumes><sounds><list struct="atomic" id="52"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="23"><block s="hide"></block><block s="show"></block><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDES 9 &amp; 10</comment><script x="27" y="156.83333333333334"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>120</l></block></script></block></script><script x="27" y="314.66666666666663"><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>.25</l><block var="length"/></block></block><block s="turn"><l>25</l></block></script></block></script></scripts></sprite><sprite name="Explore" idx="1" x="-162.74600426980524" y="7.046333160233115" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="208,46,255,1" pen="tip" id="90"><costumes><list struct="atomic" id="91"></list></costumes><sounds><list struct="atomic" id="92"></list></sounds><blocks></blocks><variables></variables><scripts><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><script x="292.5" y="138.33333333333334"><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="Squares" idx="4" x="-13.65137614678916" y="2.972477064220176" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,123,0,1" pen="tip" id="137"><costumes><list struct="atomic" id="138"></list></costumes><sounds><list struct="atomic" id="139"></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="25" y="168.83333333333334"><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doFor"><l>length</l><l>1</l><l>10</l><script><block s="doRepeat"><l>4</l><script><block s="forward"><block s="reportProduct"><l>10</l><block var="length"/></block></block><block s="turn"><l>90</l></block></script></block></script></block></script><script x="251" y="129.49999999999997"><custom-block s="square [side length] %s"><l>4</l><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block></script></scripts></sprite><sprite name="Epic" idx="5" x="99.99999999999997" y="0" heading="30" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,196,102,1" pen="tip" id="169"><costumes><list struct="atomic" id="170"></list></costumes><sounds><list struct="atomic" id="171"></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="24" y="195.83333333333334"><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>225,194,255,1</color></block><custom-block s="square [side length] %s"><l>120</l></custom-block><block s="forward"><l>10</l></block><block s="changeXPosition"><l>10</l></block><block s="floodFill"></block><block s="setColor"><color>237,255,194,1</color></block><custom-block s="square [side length] %s"><l>120</l></custom-block><block s="changeXPosition"><l>20</l></block><block s="floodFill"></block><block s="setColor"><color>148,255,102,1</color></block><custom-block s="square [side length] %s"><l>120</l></custom-block><block s="changeXPosition"><l>30</l></block><block s="floodFill"></block><block s="setColor"><color>255,196,102,1</color></block><custom-block s="square [side length] %s"><l>120</l></custom-block><block s="changeXPosition"><l>40</l></block><block s="floodFill"></block></script></scripts></sprite></sprites></stage><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><variables></variables></project><media name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>