<snapdata remixID="12582237"><project name="Modern Art" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Modern Art"><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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s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>30</l></block><block s="forward"><l>-20</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block><block s="turn"><block s="reportRandom"><l>1</l><l>360</l></block></block><block s="changePenColorDimension"><l><option>brightness</option></l><l>-2</l></block></script></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="10.000000000000114" y="10" color="4,148,220" hidden="true"/></sprites></stage><variables><variable name="✐ last crayon"><l>5</l></variable><variable name="✐ crayon colors"><list id="460"><item><list struct="atomic" id="461">0,0,0,black,0</list></item><item><list struct="atomic" id="462">18,18,18,gray7,1</list></item><item><list struct="atomic" id="463">36,36,36,gray14,2</list></item><item><list struct="atomic" id="464">54,54,54,gray21,3</list></item><item><list struct="atomic" id="465">72,72,72,gray28,4</list></item><item><list struct="atomic" id="466">92,92,92,gray36,5</list></item><item><list struct="atomic" id="467">109,109,109,gray43,6</list></item><item><list struct="atomic" id="468">127,127,127,gray50,7</list></item><item><list struct="atomic" id="469">145,145,145,gray57,8</list></item><item><list struct="atomic" id="470">163,163,163,gray64,9</list></item><item><list struct="atomic" id="471">181,181,181,gray71,10</list></item><item><list struct="atomic" id="472">200,200,200,gray78,11</list></item><item><list struct="atomic" id="473">218,218,218,gray85,12</list></item><item><list struct="atomic" id="474">236,236,236,gray92,13</list></item><item><list struct="atomic" id="475">255,255,255,white,14</list></item><item><list struct="atomic" id="476">255,20,147,deep pink,15</list></item><item><list struct="atomic" id="477">255,105,180,hot pink,16</list></item><item><list struct="atomic" id="478">255,0,127,bright pink,17</list></item><item><list struct="atomic" id="479">227,11,93,raspberry,18</list></item><item><list struct="atomic" id="480">229,43,80,amaranth,19</list></item><item><list struct="atomic" id="481">255,0,0,red,20</list></item><item><list struct="atomic" id="482">144,0,32,burgundy,21</list></item><item><list struct="atomic" id="483">153,0,0,cherry,22</list></item><item><list struct="atomic" id="484">164,0,0,dark candy apple red,23</list></item><item><list struct="atomic" id="485">192,0,0,sanguine,24</list></item><item><list struct="atomic" id="486">128,0,0,maroon,25</list></item><item><list struct="atomic" id="487">201,0,22,crimson,26</list></item><item><list struct="atomic" id="488">217,77,17,Lists,27</list></item><item><list struct="atomic" id="489">255,8,0,candy apple red,28</list></item><item><list struct="atomic" id="490">255,56,0,coquelicot,29</list></item><item><list struct="atomic" id="491">139,69,19,saddle brown,30</list></item><item><list struct="atomic" id="492">123,63,0,chocolate,31</list></item><item><list struct="atomic" id="493">107,68,35,kobicha,32</list></item><item><list struct="atomic" id="494">112,66,20,sepia,33</list></item><item><list struct="atomic" id="495">149,69,53,chestnut,34</list></item><item><list struct="atomic" id="496">101,67,33,dark brown,35</list></item><item><list struct="atomic" id="497">150,75,0,brown,36</list></item><item><list struct="atomic" id="498">153,101,21,golden brown,37</list></item><item><list struct="atomic" id="499">184,115,51,cinnamon,38</list></item><item><list struct="atomic" id="500">210,105,30,copper,39</list></item><item><list struct="atomic" id="501">255,127,0,orange,40</list></item><item><list struct="atomic" id="502">255,88,0,Pantone orange,41</list></item><item><list struct="atomic" id="503">255,117,24,pumpkin,42</list></item><item><list struct="atomic" id="504">243,118,29,Variables,43</list></item><item><list struct="atomic" id="505">232,97,0,Spanish orange,44</list></item><item><list struct="atomic" id="506">204,85,0,burnt orange,45</list></item><item><list struct="atomic" id="507">203,65,11,sinopia,46</list></item><item><list struct="atomic" id="508">204,119,34,ochre,47</list></item><item><list struct="atomic" id="509">237,145,33,carrot,48</list></item><item><list struct="atomic" id="510">242,133,0,tangerine,49</list></item><item><list struct="atomic" id="511">255,255,0,yellow,50</list></item><item><list struct="atomic" id="512">230,168,34,Control,51</list></item><item><list struct="atomic" id="513">184,134,11,dark goldenrod,52</list></item><item><list struct="atomic" id="514">218,165,32,goldenrod,53</list></item><item><list struct="atomic" id="515">244,196,48,saffron,54</list></item><item><list struct="atomic" id="516">236,213,64,sandstorm,55</list></item><item><list struct="atomic" id="517">255,219,88,mustard,56</list></item><item><list struct="atomic" id="518">255,215,0,gold,57</list></item><item><list struct="atomic" id="519">254,227,62,egg yolk,58</list></item><item><list struct="atomic" id="520">251,225,8,rubber duck,59</list></item><item><list struct="atomic" id="521">0,255,0,lime,60</list></item><item><list struct="atomic" id="522">141,182,0,apple green,61</list></item><item><list struct="atomic" id="523">98,194,19,Operators,62</list></item><item><list struct="atomic" id="524">34,139,34,forest green,63</list></item><item><list struct="atomic" id="525">0,128,0,green,64</list></item><item><list struct="atomic" id="526">0,100,0,dark green,65</list></item><item><list struct="atomic" id="527">3,192,60,dark pastel green,66</list></item><item><list struct="atomic" id="528">80,200,120,emerald,67</list></item><item><list struct="atomic" id="529">62,180,137,mint,68</list></item><item><list struct="atomic" id="530">0,161,120,Pen,69</list></item><item><list struct="atomic" id="531">0,255,255,aqua,70</list></item><item><list struct="atomic" id="532">0,139,139,dark cyan,71</list></item><item><list struct="atomic" id="533">0,123,167,cerulean,72</list></item><item><list struct="atomic" id="534">113,166,210,iceberg,73</list></item><item><list struct="atomic" id="535">4,148,220,Sensing,74</list></item><item><list struct="atomic" id="536">0,128,128,teal,75</list></item><item><list struct="atomic" id="537">135,206,250,light sky blue,76</list></item><item><list struct="atomic" id="538">0,191,255,deep sky blue,77</list></item><item><list struct="atomic" id="539">30,144,255,dodger blue,78</list></item><item><list struct="atomic" id="540">0,127,255,azure,79</list></item><item><list struct="atomic" id="541">0,0,255,blue,80</list></item><item><list struct="atomic" id="542">25,25,112,midnight blue,81</list></item><item><list struct="atomic" id="543">0,51,153,dark powder blue,82</list></item><item><list struct="atomic" id="544">0,71,171,cobalt,83</list></item><item><list struct="atomic" id="545">21,96,189,denim,84</list></item><item><list struct="atomic" id="546">0,0,128,navy blue,85</list></item><item><list struct="atomic" id="547">70,130,180,steel blue,86</list></item><item><list struct="atomic" id="548">74,108,212,Motion,87</list></item><item><list struct="atomic" id="549">100,149,237,cornflower,88</list></item><item><list struct="atomic" id="550">106,90,205,slate blue,89</list></item><item><list struct="atomic" id="551">128,0,255,violet,90</list></item><item><list struct="atomic" id="552">143,86,227,Looks,91</list></item><item><list struct="atomic" id="553">111,45,168,grape,92</list></item><item><list struct="atomic" id="554">75,0,130,indigo,93</list></item><item><list struct="atomic" id="555">160,32,240,x11 purple,94</list></item><item><list struct="atomic" id="556">255,0,255,magenta,95</list></item><item><list struct="atomic" id="557">153,50,204,dark orchid,96</list></item><item><list struct="atomic" id="558">207,74,217,Sound,97</list></item><item><list struct="atomic" id="559">127,0,127,purple,98</list></item><item><list struct="atomic" id="560">139,0,139,dark magenta,99</list></item><item><list struct="atomic" id="561">0,255,255,cyan,100</list></item><item><list struct="atomic" id="562">255,0,255,fuchia,101</list></item><item><list struct="atomic" id="563">18,18,18,grey7,102</list></item><item><list struct="atomic" id="564">36,36,36,grey14,103</list></item><item><list struct="atomic" id="565">54,54,54,grey21,104</list></item><item><list struct="atomic" id="566">72,72,72,grey28,105</list></item><item><list struct="atomic" id="567">92,92,92,grey36,106</list></item><item><list struct="atomic" id="568">109,109,109,grey43,107</list></item><item><list struct="atomic" id="569">127,127,127,grey50,108</list></item><item><list struct="atomic" id="570">145,145,145,grey57,109</list></item><item><list struct="atomic" id="571">163,163,163,grey64,110</list></item><item><list struct="atomic" id="572">181,181,181,grey71,111</list></item><item><list struct="atomic" id="573">200,200,200,grey78,112</list></item><item><list struct="atomic" id="574">218,218,218,grey85,113</list></item><item><list struct="atomic" id="575">236,236,236,grey92,114</list></item></list></variable></variables></scene></scenes></project><media name="Modern Art" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>