<snapdata remixID="12409074"><project name="Starburst" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Starburst"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="count" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><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></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></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="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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colors</l><l>1</l><l>99</l><script><block s="doChangeVar"><l>crayon colors</l><l>1</l></block><custom-block s="change crayon by %n"><block s="reportRandom"><l>-1</l><l>1</l></block></custom-block><block s="doFor"><l>i</l><l>1</l><l>250</l><script><block s="forward"><block var="i"/></block><block s="turn"><l>140</l></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script></block></script></scripts></sprite><watcher var="count" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="number" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="a" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="b" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="crayon colors" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="count"><l>3</l></variable><variable name="number"><l>3</l></variable><variable name="a"><l>18</l></variable><variable name="b"><l>18</l></variable><variable name="crayon colors"><l>0</l></variable><variable name="✐ last crayon"><l>99</l></variable><variable name="✐ crayon colors"><list id="299"><item><list struct="atomic" id="300">0,0,0,black,0</list></item><item><list struct="atomic" id="301">18,18,18,gray7,1</list></item><item><list struct="atomic" id="302">36,36,36,gray14,2</list></item><item><list struct="atomic" id="303">54,54,54,gray21,3</list></item><item><list struct="atomic" id="304">72,72,72,gray28,4</list></item><item><list struct="atomic" id="305">92,92,92,gray36,5</list></item><item><list struct="atomic" id="306">109,109,109,gray43,6</list></item><item><list struct="atomic" id="307">127,127,127,gray50,7</list></item><item><list struct="atomic" id="308">145,145,145,gray57,8</list></item><item><list struct="atomic" id="309">163,163,163,gray64,9</list></item><item><list struct="atomic" id="310">181,181,181,gray71,10</list></item><item><list struct="atomic" id="311">200,200,200,gray78,11</list></item><item><list struct="atomic" id="312">218,218,218,gray85,12</list></item><item><list struct="atomic" id="313">236,236,236,gray92,13</list></item><item><list struct="atomic" id="314">255,255,255,white,14</list></item><item><list struct="atomic" id="315">255,20,147,deep pink,15</list></item><item><list struct="atomic" id="316">255,105,180,hot pink,16</list></item><item><list struct="atomic" id="317">255,0,127,bright pink,17</list></item><item><list struct="atomic" id="318">227,11,93,raspberry,18</list></item><item><list struct="atomic" id="319">229,43,80,amaranth,19</list></item><item><list struct="atomic" id="320">255,0,0,red,20</list></item><item><list struct="atomic" id="321">144,0,32,burgundy,21</list></item><item><list struct="atomic" id="322">153,0,0,cherry,22</list></item><item><list struct="atomic" id="323">164,0,0,dark candy apple red,23</list></item><item><list struct="atomic" id="324">192,0,0,sanguine,24</list></item><item><list struct="atomic" id="325">128,0,0,maroon,25</list></item><item><list struct="atomic" id="326">201,0,22,crimson,26</list></item><item><list struct="atomic" id="327">217,77,17,Lists,27</list></item><item><list struct="atomic" id="328">255,8,0,candy apple red,28</list></item><item><list struct="atomic" id="329">255,56,0,coquelicot,29</list></item><item><list struct="atomic" id="330">139,69,19,saddle brown,30</list></item><item><list struct="atomic" id="331">123,63,0,chocolate,31</list></item><item><list struct="atomic" id="332">107,68,35,kobicha,32</list></item><item><list struct="atomic" id="333">112,66,20,sepia,33</list></item><item><list struct="atomic" id="334">149,69,53,chestnut,34</list></item><item><list struct="atomic" id="335">101,67,33,dark brown,35</list></item><item><list struct="atomic" id="336">150,75,0,brown,36</list></item><item><list struct="atomic" id="337">153,101,21,golden brown,37</list></item><item><list struct="atomic" id="338">184,115,51,cinnamon,38</list></item><item><list struct="atomic" id="339">210,105,30,copper,39</list></item><item><list struct="atomic" id="340">255,127,0,orange,40</list></item><item><list struct="atomic" id="341">255,88,0,Pantone orange,41</list></item><item><list struct="atomic" id="342">255,117,24,pumpkin,42</list></item><item><list struct="atomic" id="343">243,118,29,Variables,43</list></item><item><list struct="atomic" id="344">232,97,0,Spanish orange,44</list></item><item><list struct="atomic" id="345">204,85,0,burnt orange,45</list></item><item><list struct="atomic" id="346">203,65,11,sinopia,46</list></item><item><list struct="atomic" id="347">204,119,34,ochre,47</list></item><item><list struct="atomic" id="348">237,145,33,carrot,48</list></item><item><list struct="atomic" id="349">242,133,0,tangerine,49</list></item><item><list struct="atomic" id="350">255,255,0,yellow,50</list></item><item><list struct="atomic" id="351">230,168,34,Control,51</list></item><item><list struct="atomic" id="352">184,134,11,dark goldenrod,52</list></item><item><list struct="atomic" id="353">218,165,32,goldenrod,53</list></item><item><list struct="atomic" id="354">244,196,48,saffron,54</list></item><item><list struct="atomic" id="355">236,213,64,sandstorm,55</list></item><item><list struct="atomic" id="356">255,219,88,mustard,56</list></item><item><list struct="atomic" id="357">255,215,0,gold,57</list></item><item><list struct="atomic" id="358">254,227,62,egg yolk,58</list></item><item><list struct="atomic" id="359">251,225,8,rubber duck,59</list></item><item><list struct="atomic" id="360">0,255,0,lime,60</list></item><item><list struct="atomic" id="361">141,182,0,apple green,61</list></item><item><list struct="atomic" id="362">98,194,19,Operators,62</list></item><item><list struct="atomic" id="363">34,139,34,forest green,63</list></item><item><list struct="atomic" id="364">0,128,0,green,64</list></item><item><list struct="atomic" id="365">0,100,0,dark green,65</list></item><item><list struct="atomic" id="366">3,192,60,dark pastel green,66</list></item><item><list struct="atomic" id="367">80,200,120,emerald,67</list></item><item><list struct="atomic" id="368">62,180,137,mint,68</list></item><item><list struct="atomic" id="369">0,161,120,Pen,69</list></item><item><list struct="atomic" id="370">0,255,255,aqua,70</list></item><item><list struct="atomic" id="371">0,139,139,dark cyan,71</list></item><item><list struct="atomic" id="372">0,123,167,cerulean,72</list></item><item><list struct="atomic" id="373">113,166,210,iceberg,73</list></item><item><list struct="atomic" id="374">4,148,220,Sensing,74</list></item><item><list struct="atomic" id="375">0,128,128,teal,75</list></item><item><list struct="atomic" id="376">135,206,250,light sky blue,76</list></item><item><list struct="atomic" 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