<snapdata remixID="12768014"><project name="moooderrn arttttt" 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="moooderrn arttttt"><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="squares %&apos;amount&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="amount"/><script><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><l>10</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></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" id="32"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="33"></list></costumes><sounds><list struct="atomic" id="34"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Explore" idx="1" x="-123.99371069182416" y="-1.761006289308142" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="208,46,255,1" pen="tip" id="39"><costumes><list struct="atomic" id="40"></list></costumes><sounds><list struct="atomic" id="41"></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 s="reportVariadicProduct"><list><block var="index"/><l>2</l></list></block><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></scripts></sprite><sprite name="Counting" idx="2" x="-188.4846322300341" y="-0.22892041000031327" heading="101.99999999999909" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="88,255,89,1" pen="tip" id="91"><costumes><list struct="atomic" id="92"></list></costumes><sounds><list struct="atomic" id="93"></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="82" y="192.33333333333337"><block s="clear"></block></script><script x="295" y="189.66666666666674"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="1536" y="184.16666666666669"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>1000</l><script><block s="forward"><block s="reportVariadicProduct"><list><block var="length"/><l>0.01</l></list></block></block><block s="turn"><l>5</l></block></script></block></script><script x="508" y="81"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block><l>.5</l></block></script></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="76.00628930817584" y="-1.761006289308142" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="133"><costumes><list struct="atomic" id="134"></list></costumes><sounds><list struct="atomic" id="135"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="362"><block s="hide"></block></script><script x="29" y="405.33333333333326"><block s="show"></block></script><script x="30" y="452"><block s="clear"></block></script><comment x="141" y="358.66666666666663" w="80" collapsed="false">SLIDES 9 &amp; 10</comment><script x="20" y="236"><block s="doFor"><l>length</l><l>1</l><l>1000</l><script><block s="forward"><block s="reportVariadicProduct"><list><block var="length"/><l>0.01</l></list></block></block><block s="turn"><l>5</l></block></script></block></script><script x="20" y="123"><block s="doFor"><l>length</l><l>1</l><l>1000</l><script><block s="forward"><block s="reportVariadicProduct"><list><block var="length"/><l>0.01</l></list></block></block><block s="turn"><l>5</l></block></script></block></script><script x="20" y="10"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>1000</l><script><block s="forward"><block s="reportVariadicProduct"><list><block var="length"/><l>0.01</l></list></block></block><block s="turn"><l>5</l></block></script></block></script></scripts></sprite><sprite name="Squares" idx="4" x="20.006289308176747" y="110.23899371069183" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,0,23.999999999999854,1" pen="tip" id="188"><costumes><list struct="atomic" id="189"></list></costumes><sounds><list struct="atomic" id="190"></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="286" y="328.33333333333337"><custom-block s="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="-128" y="93" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="196.99999999999997,255,196,1" pen="tip" id="200"><costumes><list struct="atomic" id="201"></list></costumes><sounds><list struct="atomic" id="202"></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 12</comment><script x="804" y="137"><block s="doFor"><l>i</l><l>10</l><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"><block s="reportRandom"><l>10</l><l>20</l></block></block><block s="changeYPosition"><block s="reportRandom"><l>-10</l><l>-20</l></block></block><block s="floodFill"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>15</l></block></script></block></script><script x="420" y="338.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="333" y="70.33333333333334"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="setColor"><color>197,255,196,1</color></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="moooderrn arttttt" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>