<snapdata remixID="12716634"><project name="Colors - Kyle and Jay " 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="Colors - Kyle and Jay "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="set pen to crayon %&apos;which&apos;" type="command" category="pen"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Sets the pen color &#xD;to one of 100 preselected colors, like a box of 100 crayons.&#xD;The colors have names that are meant to be evocative.&#xD;They are organized in families, more or less corresponding&#xD;to spectral (rainbow) colors; the input slot has a two-level menu&#xD;in which you can hover over a family name to see the colors&#xD;of that family, each including a crayon number and an RGB value. &#xD;See Appendix A of the Snap! Reference Manual for more details.</comment><header></header><code></code><translations>ca:fixa el llapis de color _&#xD;</translations><inputs><input type="%s"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 cinnamon #b87333=38&#xD;39 copper #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=54&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;purples={&#xD;90 violet #8000ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input></inputs><script><block s="doDeclareVariables"><list><l>color</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doIfElse"><block s="reportIsA"><block var="which"/><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListItem"><l>4</l><l/></block><block var="which"/></list></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIfElse"><block s="reportVariadicNotEquals"><list><block var="color"/><l></l></list></block><script><block s="doSetVar"><l>✐ last crayon</l><block s="reportListItem"><l>5</l><block var="color"/></block></block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block var="which"/></list></block></custom-block></script></block></script><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block><block s="doSetVar"><l>✐ last crayon</l><block s="reportModulus"><block var="which"/><l>100</l></block></block></script></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen" helper="true"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><list><block var="r"/><block var="g"/><block var="b"/><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l>a</l></list></block></list></block></list></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen" helper="true"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ last crayon</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last crayon</l><l>✐ crayon colors</l></list></custom-block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ crayon colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ crayon colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0,black,0&#xD;18,18,18,gray7,1&#xD;36,36,36,gray14,2&#xD;54,54,54,gray21,3&#xD;72,72,72,gray28,4&#xD;92,92,92,gray36,5&#xD;109,109,109,gray43,6&#xD;127,127,127,gray50,7&#xD;145,145,145,gray57,8&#xD;163,163,163,gray64,9&#xD;181,181,181,gray71,10&#xD;200,200,200,gray78,11&#xD;218,218,218,gray85,12&#xD;236,236,236,gray92,13&#xD;255,255,255,white,14&#xD;255,20,147,deep pink,15&#xD;255,105,180,hot pink,16&#xD;255,0,127,bright pink,17&#xD;227,11,93,raspberry,18&#xD;229,43,80,amaranth,19&#xD;255,0,0,red,20&#xD;144,0,32,burgundy,21&#xD;153,0,0,cherry,22&#xD;164,0,0,dark candy apple red,23&#xD;192,0,0,sanguine,24&#xD;128,0,0,maroon,25&#xD;201,0,22,crimson,26&#xD;217,77,17,Lists,27&#xD;255,8,0,candy apple red,28&#xD;255,56,0,coquelicot,29&#xD;139,69,19,saddle brown,30&#xD;123,63,0,chocolate,31&#xD;107,68,35,kobicha,32&#xD;112,66,20,sepia,33&#xD;149,69,53,chestnut,34&#xD;101,67,33,dark brown,35&#xD;150,75,0,brown,36&#xD;153,101,21,golden brown,37&#xD;184,115,51,cinnamon,38&#xD;210,105,30,copper,39&#xD;255,127,0,orange,40&#xD;255,88,0,Pantone orange,41&#xD;255,117,24,pumpkin,42&#xD;243,118,29,Variables,43&#xD;232,97,0,Spanish orange,44&#xD;204,85,0,burnt orange,45&#xD;203,65,11,sinopia,46&#xD;204,119,34,ochre,47&#xD;237,145,33,carrot,48&#xD;242,133,0,tangerine,49&#xD;255,255,0,yellow,50&#xD;230,168,34,Control,51&#xD;184,134,11,dark goldenrod,52&#xD;218,165,32,goldenrod,53&#xD;244,196,48,saffron,54&#xD;236,213,64,sandstorm,55&#xD;255,219,88,mustard,56&#xD;255,215,0,gold,57&#xD;254,227,62,egg yolk,58&#xD;251,225,8,rubber duck,59&#xD;0,255,0,lime,60&#xD;141,182,0,apple green,61&#xD;98,194,19,Operators,62&#xD;34,139,34,forest green,63&#xD;0,128,0,green,64&#xD;0,100,0,dark green,65&#xD;3,192,60,dark pastel green,66&#xD;80,200,120,emerald,67&#xD;62,180,137,mint,68&#xD;0,161,120,Pen,69&#xD;0,255,255,aqua,70&#xD;0,139,139,dark cyan,71&#xD;0,123,167,cerulean,72&#xD;113,166,210,iceberg,73&#xD;4,148,220,Sensing,74&#xD;0,128,128,teal,75&#xD;135,206,250,light sky blue,76&#xD;0,191,255,deep sky blue,77&#xD;30,144,255,dodger blue,78&#xD;0,127,255,azure,79&#xD;0,0,255,blue,80&#xD;25,25,112,midnight blue,81&#xD;0,51,153,dark powder blue,82&#xD;0,71,171,cobalt,83&#xD;21,96,189,denim,84&#xD;0,0,128,navy blue,85&#xD;70,130,180,steel blue,86&#xD;74,108,212,Motion,87&#xD;100,149,237,cornflower,88&#xD;106,90,205,slate blue,89&#xD;128,0,255,violet,90&#xD;143,86,227,Looks,91&#xD;111,45,168,grape,92&#xD;75,0,130,indigo,93&#xD;160,32,240,x11 purple,94&#xD;255,0,255,magenta,95&#xD;153,50,204,dark orchid,96&#xD;207,74,217,Sound,97&#xD;127,0,127,purple,98&#xD;139,0,139,dark magenta,99&#xD;0,255,255,cyan,100&#xD;255,0,255,fuchia,101&#xD;18,18,18,grey7,102&#xD;36,36,36,grey14,103&#xD;54,54,54,grey21,104&#xD;72,72,72,grey28,105&#xD;92,92,92,grey36,106&#xD;109,109,109,grey43,107&#xD;127,127,127,grey50,108&#xD;145,145,145,grey57,109&#xD;163,163,163,grey64,110&#xD;181,181,181,grey71,111&#xD;200,200,200,grey78,112&#xD;218,218,218,grey85,113&#xD;236,236,236,grey92,114</l></custom-block><l><option>csv</option></l></block></block></script><list></list></block></script></block-definition><block-definition s="change crayon by %&apos;amount&apos;" type="command" category="pen"><header></header><code></code><translations>ca:canvia de llapis de color saltant _&#xD;</translations><inputs><input type="%n"></input></inputs><script><custom-block s="set pen to crayon %s"><block s="reportVariadicSum"><list><block var="✐ last crayon"/><block var="amount"/></list></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control" helper="true"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables" helper="true"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="does var %&apos;_name&apos; exist?" type="predicate" category="variables" helper="true"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doApplyExtension"><l>err_ignore</l><list><block s="reportApplyExtension"><l>var_get(name)</l><list><block var="_name"/></list></block></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="reifyScript"><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators" helper="true"><header></header><code></code><translations>pt:o texto multilinha _&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="pen crayon" type="reporter" category="pen"><header></header><code></code><translations>ca:llapis de color&#xD;</translations><inputs></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doReport"><block var="✐ last crayon"/></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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</pentrails><costumes><list struct="atomic" id="242"></list></costumes><sounds><list struct="atomic" id="243"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-93.91683122902037" y="2.0587062910787544" heading="15" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="242,133,0,1" pen="tip" id="248"><costumes><list struct="atomic" id="249"></list></costumes><sounds><list struct="atomic" id="250"></list></sounds><blocks></blocks><variables></variables><scripts><script x="71" y="56.33333333333334"><block s="receiveGo"></block><block s="hide"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-75</l><l>40</l></block><block s="down"></block><block s="doSetVar"><l>color</l><l>0</l></block><block s="doSetVar"><l>size</l><l>150</l></block><block s="setHeading"><l>45</l></block><block s="doRepeat"><l>150</l><script><custom-block s="set pen to crayon %s"><block var="color"/></custom-block><block s="setSize"><block var="size"/></block><block s="doRepeat"><l>1</l><script><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="doChangeVar"><l>size</l><l>-1</l></block><block s="doChangeVar"><l>color</l><l>1</l></block></script></block><block s="turn"><l>-8</l></block></script></block></script></scripts></sprite><watcher var="color" style="normal" x="7.418856259660259" y="7.418856259659947" color="243,118,29" hidden="true"/><watcher var="size" style="normal" x="7.418856259660259" y="22.998455888717157" color="243,118,29" hidden="true"/><sprite name="Sprite(2)" idx="2" x="-90" y="-40.99999999999994" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="40,40,40,1" pen="tip" id="296"><costumes><list struct="atomic" id="297"></list></costumes><sounds><list struct="atomic" id="298"></list></sounds><blocks></blocks><variables></variables><scripts><script x="174" y="33.33333333333334"><block s="receiveGo"></block><block s="hide"></block><block s="setColor"><color>40,40,40,1</color></block><block s="floodFill"></block></script></scripts></sprite></sprites></stage><variables><variable name="✐ last crayon"><l>49</l></variable><variable name="✐ crayon colors"><list id="308"><item><list struct="atomic" id="309">0,0,0,black,0</list></item><item><list struct="atomic" id="310">18,18,18,gray7,1</list></item><item><list struct="atomic" id="311">36,36,36,gray14,2</list></item><item><list struct="atomic" id="312">54,54,54,gray21,3</list></item><item><list struct="atomic" id="313">72,72,72,gray28,4</list></item><item><list struct="atomic" id="314">92,92,92,gray36,5</list></item><item><list struct="atomic" id="315">109,109,109,gray43,6</list></item><item><list struct="atomic" id="316">127,127,127,gray50,7</list></item><item><list struct="atomic" id="317">145,145,145,gray57,8</list></item><item><list struct="atomic" id="318">163,163,163,gray64,9</list></item><item><list struct="atomic" id="319">181,181,181,gray71,10</list></item><item><list struct="atomic" id="320">200,200,200,gray78,11</list></item><item><list struct="atomic" id="321">218,218,218,gray85,12</list></item><item><list struct="atomic" id="322">236,236,236,gray92,13</list></item><item><list struct="atomic" id="323">255,255,255,white,14</list></item><item><list struct="atomic" id="324">255,20,147,deep pink,15</list></item><item><list struct="atomic" id="325">255,105,180,hot pink,16</list></item><item><list struct="atomic" id="326">255,0,127,bright pink,17</list></item><item><list struct="atomic" id="327">227,11,93,raspberry,18</list></item><item><list struct="atomic" id="328">229,43,80,amaranth,19</list></item><item><list struct="atomic" id="329">255,0,0,red,20</list></item><item><list struct="atomic" id="330">144,0,32,burgundy,21</list></item><item><list struct="atomic" id="331">153,0,0,cherry,22</list></item><item><list struct="atomic" id="332">164,0,0,dark candy apple red,23</list></item><item><list struct="atomic" id="333">192,0,0,sanguine,24</list></item><item><list struct="atomic" id="334">128,0,0,maroon,25</list></item><item><list struct="atomic" id="335">201,0,22,crimson,26</list></item><item><list struct="atomic" id="336">217,77,17,Lists,27</list></item><item><list struct="atomic" id="337">255,8,0,candy apple red,28</list></item><item><list struct="atomic" id="338">255,56,0,coquelicot,29</list></item><item><list struct="atomic" id="339">139,69,19,saddle brown,30</list></item><item><list struct="atomic" id="340">123,63,0,chocolate,31</list></item><item><list struct="atomic" id="341">107,68,35,kobicha,32</list></item><item><list struct="atomic" id="342">112,66,20,sepia,33</list></item><item><list struct="atomic" id="343">149,69,53,chestnut,34</list></item><item><list struct="atomic" id="344">101,67,33,dark brown,35</list></item><item><list struct="atomic" id="345">150,75,0,brown,36</list></item><item><list struct="atomic" id="346">153,101,21,golden brown,37</list></item><item><list struct="atomic" id="347">184,115,51,cinnamon,38</list></item><item><list struct="atomic" id="348">210,105,30,copper,39</list></item><item><list struct="atomic" id="349">255,127,0,orange,40</list></item><item><list struct="atomic" id="350">255,88,0,Pantone orange,41</list></item><item><list struct="atomic" id="351">255,117,24,pumpkin,42</list></item><item><list struct="atomic" id="352">243,118,29,Variables,43</list></item><item><list struct="atomic" id="353">232,97,0,Spanish orange,44</list></item><item><list struct="atomic" id="354">204,85,0,burnt orange,45</list></item><item><list struct="atomic" id="355">203,65,11,sinopia,46</list></item><item><list struct="atomic" id="356">204,119,34,ochre,47</list></item><item><list struct="atomic" id="357">237,145,33,carrot,48</list></item><item><list struct="atomic" id="358">242,133,0,tangerine,49</list></item><item><list struct="atomic" id="359">255,255,0,yellow,50</list></item><item><list struct="atomic" id="360">230,168,34,Control,51</list></item><item><list struct="atomic" id="361">184,134,11,dark goldenrod,52</list></item><item><list struct="atomic" id="362">218,165,32,goldenrod,53</list></item><item><list struct="atomic" id="363">244,196,48,saffron,54</list></item><item><list struct="atomic" id="364">236,213,64,sandstorm,55</list></item><item><list struct="atomic" id="365">255,219,88,mustard,56</list></item><item><list struct="atomic" id="366">255,215,0,gold,57</list></item><item><list struct="atomic" id="367">254,227,62,egg yolk,58</list></item><item><list struct="atomic" id="368">251,225,8,rubber duck,59</list></item><item><list struct="atomic" id="369">0,255,0,lime,60</list></item><item><list struct="atomic" id="370">141,182,0,apple green,61</list></item><item><list struct="atomic" id="371">98,194,19,Operators,62</list></item><item><list struct="atomic" id="372">34,139,34,forest green,63</list></item><item><list struct="atomic" id="373">0,128,0,green,64</list></item><item><list struct="atomic" id="374">0,100,0,dark green,65</list></item><item><list struct="atomic" id="375">3,192,60,dark pastel green,66</list></item><item><list struct="atomic" id="376">80,200,120,emerald,67</list></item><item><list struct="atomic" id="377">62,180,137,mint,68</list></item><item><list struct="atomic" id="378">0,161,120,Pen,69</list></item><item><list struct="atomic" id="379">0,255,255,aqua,70</list></item><item><list struct="atomic" id="380">0,139,139,dark cyan,71</list></item><item><list struct="atomic" id="381">0,123,167,cerulean,72</list></item><item><list struct="atomic" id="382">113,166,210,iceberg,73</list></item><item><list struct="atomic" id="383">4,148,220,Sensing,74</list></item><item><list struct="atomic" id="384">0,128,128,teal,75</list></item><item><list struct="atomic" id="385">135,206,250,light sky blue,76</list></item><item><list struct="atomic" id="386">0,191,255,deep sky blue,77</list></item><item><list struct="atomic" id="387">30,144,255,dodger blue,78</list></item><item><list struct="atomic" id="388">0,127,255,azure,79</list></item><item><list struct="atomic" id="389">0,0,255,blue,80</list></item><item><list struct="atomic" id="390">25,25,112,midnight blue,81</list></item><item><list struct="atomic" id="391">0,51,153,dark powder blue,82</list></item><item><list struct="atomic" id="392">0,71,171,cobalt,83</list></item><item><list struct="atomic" id="393">21,96,189,denim,84</list></item><item><list struct="atomic" id="394">0,0,128,navy blue,85</list></item><item><list struct="atomic" id="395">70,130,180,steel blue,86</list></item><item><list struct="atomic" id="396">74,108,212,Motion,87</list></item><item><list struct="atomic" id="397">100,149,237,cornflower,88</list></item><item><list struct="atomic" id="398">106,90,205,slate blue,89</list></item><item><list struct="atomic" id="399">128,0,255,violet,90</list></item><item><list struct="atomic" id="400">143,86,227,Looks,91</list></item><item><list struct="atomic" id="401">111,45,168,grape,92</list></item><item><list struct="atomic" id="402">75,0,130,indigo,93</list></item><item><list struct="atomic" id="403">160,32,240,x11 purple,94</list></item><item><list struct="atomic" id="404">255,0,255,magenta,95</list></item><item><list struct="atomic" id="405">153,50,204,dark orchid,96</list></item><item><list struct="atomic" id="406">207,74,217,Sound,97</list></item><item><list struct="atomic" id="407">127,0,127,purple,98</list></item><item><list struct="atomic" id="408">139,0,139,dark magenta,99</list></item><item><list struct="atomic" id="409">0,255,255,cyan,100</list></item><item><list struct="atomic" id="410">255,0,255,fuchia,101</list></item><item><list struct="atomic" id="411">18,18,18,grey7,102</list></item><item><list struct="atomic" id="412">36,36,36,grey14,103</list></item><item><list struct="atomic" id="413">54,54,54,grey21,104</list></item><item><list struct="atomic" id="414">72,72,72,grey28,105</list></item><item><list struct="atomic" id="415">92,92,92,grey36,106</list></item><item><list struct="atomic" id="416">109,109,109,grey43,107</list></item><item><list struct="atomic" id="417">127,127,127,grey50,108</list></item><item><list struct="atomic" id="418">145,145,145,grey57,109</list></item><item><list struct="atomic" id="419">163,163,163,grey64,110</list></item><item><list struct="atomic" id="420">181,181,181,grey71,111</list></item><item><list struct="atomic" id="421">200,200,200,grey78,112</list></item><item><list struct="atomic" id="422">218,218,218,grey85,113</list></item><item><list struct="atomic" id="423">236,236,236,grey92,114</list></item></list></variable><variable name="color"><l>150</l></variable><variable name="size"><l>0</l></variable></variables></scene></scenes></project><media name="Colors - Kyle and Jay " app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>