<snapdata remixID="13269065"><project name="DinoWalkin" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAiVJREFUeF7t0sEJACAAA7G6/9AKLnGfdIHCkbPtzhSIChwAo/JufwEAQUgLAJjmdw4gA2kBANP8zgFkIC0AYJrfOYAMpAUATPM7B5CBtACAaX7nADKQFgAwze8cQAbSAgCm+Z0DyEBaAMA0v3MAGUgLAJjmdw4gA2kBANP8zgFkIC0AYJrfOYAMpAUATPM7B5CBtACAaX7nADKQFgAwze8cQAbSAgCm+Z0DyEBaAMA0v3MAGUgLAJjmdw4gA2kBANP8zgFkIC0AYJrfOYAMpAUATPM7B5CBtACAaX7nADKQFgAwze8cQAbSAgCm+Z0DyEBaAMA0v3MAGUgLAJjmdw4gA2kBANP8zgFkIC0AYJrfOYAMpAUATPM7B5CBtACAaX7nADKQFgAwze8cQAbSAgCm+Z0DyEBaAMA0v3MAGUgLAJjmdw4gA2kBANP8zgFkIC0AYJrfOYAMpAUATPM7B5CBtACAaX7nADKQFgAwze8cQAbSAgCm+Z0DyEBaAMA0v3MAGUgLAJjmdw4gA2kBANP8zgFkIC0AYJrfOYAMpAUATPM7B5CBtACAaX7nADKQFgAwze8cQAbSAgCm+Z0DyEBaAMA0v3MAGUgLAJjmdw4gA2kBANP8zgFkIC0AYJrfOYAMpAUATPM7B5CBtACAaX7nADKQFgAwze8cQAbSAgCm+Z0DyEBaAMA0v3MAGUgLAJjmdw4gA2kBANP8zgFkIC0AYJrf+QPTo3gB63A+vwAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="DinoWalkin"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="$flash sort %&apos;data&apos; ordering with %&apos;function&apos;" type="reporter" category="lists"><comment x="0" y="0" w="161.14285714285708" collapsed="false">Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot.  For a list of numbers, using &lt; as the comparison function will sort from low to high; using &gt; will sort from high to low.</comment><header></header><code></code><translations>ca:ordena _ segons criteri _&#xD;</translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>lst_sort(list, fn)</l><list><block var="data"/><block var="function"/></list></block></block></script></block-definition><block-definition s="$flash assoc %&apos;key&apos; %&apos;a-list&apos;" type="reporter" category="lists"><comment x="0" y="0" w="289.3333333333333" collapsed="false">The second input is an &quot;association list,&quot; a list of two-item lists.  Each of those smaller lists has a &quot;key&quot; as its first item and a &quot;value&quot; as its second.  ASSOC reports the first key-value pair in the association list whose key matches the first input.</comment><header></header><code></code><translations>ca:associació _ _&#xD;</translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportAtomicFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block var="key"/><block s="reportListItem"><l>1</l><l/></block></list></block></autolambda><list></list></block><block var="a-list"/></block></block></script></block-definition><block-definition s="%&apos;#&apos; for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><comment x="0" y="0" w="228.57142857142858" collapsed="false">This block carries out the given script for each item of the given list, like the primitive FOR EACH.&#xD;&#xD;What&apos;s different is that it provides the # variable, which will contain the item number in the list of each item in turn, 1 while processing item 1, and so on.</comment><header></header><code></code><translations>ca:_ per cada _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%upvar"></input><input type="%l"></input><input type="%ca"></input></inputs><script><block s="doForEach"><l>inner item</l><block var="data"/><script><block s="doSetVar"><l>item</l><block var="inner item"/></block><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="☠︎ linked? %&apos;data&apos;" type="predicate" category="lists" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>lst_linked(list)</l><list><block var="data"/></list></block></block></script></block-definition><block-definition s="☠︎ link %&apos;data&apos;" type="reporter" category="lists" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><block var="data"/></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><block s="reportCDR"><block var="data"/></block></block></block></script></block-definition><block-definition s="printable %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="188.66666666666666" collapsed="false">Takes a (possibly deep) list as input,&#xD;and reports a human-readable text form &#xD;of the list (namely, Lisp notation).&#xD;&#xD;Will not work on circular lists.</comment><header></header><code></code><translations>ca:notació textual de _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="data"/><l><option>list</option></l></block></block><script><block s="doReport"><block var="data"/></block></script><list></list></block><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><l>()</l></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><l>(</l><block s="reportAtomicCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="printable %l"><l/></custom-block></autolambda><list></list></block><block var="data"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> </l><l></l></list></block></autolambda><list></list></block></block><l>)</l></list></block></block></script></block-definition><block-definition s="sentence %&apos;phrase&apos;" type="reporter" category="lists"><comment x="0" y="0" w="302.6666666666667" collapsed="false">SENTENCE is the main constructor for sentences, represented&#xD;as lists of words.  It takes zero or more inputs, each of which can&#xD;be either a list or a text string.  If a list, the input is assumed to be&#xD;a list of words.  If a text string, it is converted to a list of words using&#xD;SENTENCE→LIST.  Then all the lists of words are appended to form a new list of words.&#xD;&#xD;If the inputs are lists of lists rather than lists of words, SENTENCE,&#xD;like APPEND, does only one level of flattening, reporting a list of&#xD;all the items of all the input lists.</comment><header></header><code></code><translations>ca:frase _&#xD;</translations><inputs><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><l></l><custom-block s="sentence $arrowRight list %txt"><l></l></custom-block></block></autolambda><list></list></block><block var="phrase"/></block></block></block></script></block-definition><block-definition s="$flash zip %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="192" collapsed="false">ZIP takes any number of lists as inputs.  The lists should all be the same length.  ZIP reports a list of lists in which the first item is a list of all the first items, the second item is a list of all the second items, etc.&#xD;Viewing the inputs as the rows of a matrix, ZIP reports its transpose.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%l"></input></inputs><script><block s="doReport"><block s="reportListAttribute"><l><option>columns</option></l><block var="lists"/></block></block></script></block-definition><block-definition s="multimap %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="267.3333333333333" collapsed="false">Takes as input a function of N inputs and N lists.&#xD;The function is called with item 1 of all the lists as its inputs, with item 2 of all the lists as its inputs, and so on.  (The lists should all be the same length.)</comment><header></header><code></code><translations>ca:multi-mapeja _ sobre _&#xD;</translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="function"/><custom-block s="%s"><l></l></custom-block></block></autolambda><list></list></block><custom-block s="$flash zip %mult%l"><block var="lists"/></custom-block></block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="196" collapsed="false">Takes a sentence in text string form and reports the sentence as a list of its words.</comment><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;pt:uma lista com as palavras da frase _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><l></l></block><l>0</l></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></block></script></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="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="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><block-definition s="$brush set pen %&apos;dimension&apos; to %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block allows you to set the pen&apos;s color, transparency (on a scale from 0=opaque to 100=invisible), or size (in pixels).  The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), color number, crayon, or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>ca:$brush fixa el _ del llapis a _ _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB(A) vector&#xD;RGB(A) hex&#xD;}&#xD;}</options></input><input type="%s"><options>§_ext_clr_numbers</options></input><input type="%mult%s"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doRun"><block s="reportAttributeOf"><block s="reportListItem"><block s="reportListIndex"><block var="dimension"/><block var="✐ dimension names"/></block><block var="✐ dimension dispatch"/></block><block s="reportGet"><l><option>self</option></l></block></block><list><block var="value"/><block var="more value"/></list></block></script><scripts><comment x="460.0888671875" y="4175.599999999967" w="251.33333333333334" collapsed="false">Note to myself:  When the user sets a fair dimension, say fair HSL, variable HSL contains the corresponding &quot;unfair&quot; values, and &quot;raw HSL&quot; contains the numbers the user actually gave.  It has to be this way because in the case of HSV, there is no &quot;HSV&quot; variable; rather, we use the pen&apos;s actual remembered-by-Javascript color&apos;s HSV coordinates.  So our HSL variable has to be analogous to that.  In both cases &quot;raw&quot; means the numbers the user gave us.</comment></scripts></block-definition><block-definition s="mmap %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportListItem"><l>1</l><block var="lists"/></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="lists"/></block></block><custom-block s="mmap %repRing over %mult%l"><block var="function"/><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="lists"/></block></custom-block></block></block></script></block-definition><block-definition s="✐ update HSL" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>L</l></list></block><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><block s="doSetVar"><l>✐ HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="L"/><l>0</l></list></block><block s="reportVariadicEquals"><list><block var="L"/><l>1</l></list></block></list></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><custom-block s="HSV color"></custom-block></block></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="L"/><l>0</l></list></block><block s="reportVariadicEquals"><list><block var="L"/><l>1</l></list></block></list></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><block s="reportIfElse"><block var="✐ fair?"/><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSV"/></block><custom-block s="HSV color"></custom-block></block></block></block></block></script><list></list></block></script></block-definition><block-definition s="✐ update HSV" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>V</l><l>L</l><l>HSL 0-1</l><l>raw HSL 0-1</l></list></block><block s="doSetVar"><l>HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="HSL 0-1"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></list></block></list></block></block><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="HSL 0-1"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="V"/><l>0</l></list></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></custom-block><block s="doIfElse"><block var="✐ fair?"/><script><block s="doSetVar"><l>raw HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="raw HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="raw HSL 0-1"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></list></block></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="raw HSL 0-1"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="V"/><l>0</l></list></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></list></block></block></block></script><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block></script></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="pen"><comment x="0" y="0" w="226" collapsed="false">The identity function reports its input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="$brush pen %&apos;dimension&apos;" type="reporter" category="pen"><comment x="0" y="0" w="380.6666666666667" collapsed="false">This block reports the pen size, color, or transparency, in all the same ways that the SET PEN block allows you to set those pen properties. (It will also report the current crayon number, if the pen color was most recently set with SET PEN TO CRAYON.)&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details. </comment><header></header><code></code><translations>ca:$brush _ del llapis&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGBA vector&#xD;RGB(A) hex&#xD;}&#xD;}</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>size</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>size</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>hue</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>hue</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSV)</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>saturation</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>value (brightness)</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>brightness</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>transparency</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>transparency</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB vector</l></list></block><script><block s="doReport"><custom-block s="RGB color"></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGBA vector</l></list></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><custom-block s="RGB color"></custom-block><block s="reportNewList"><list><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block s="getPenAttribute"><l><option>transparency</option></l></block></block><l>255</l></list></block><l>100</l></block></list></block></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>red</l></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="RGB color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>green</l></list></block><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="RGB color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>blue</l></list></block><script><block s="doReport"><block s="reportListItem"><l>3</l><custom-block s="RGB color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB(A) hex</l></list></block><script><block s="doDeclareVariables"><list><l>rgb</l></list></block><block s="doSetVar"><l>rgb</l><custom-block s="RGB color"></custom-block></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getPenAttribute"><l><option>transparency</option></l></block><l>0</l></list></block><script><block s="doAddToList"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block s="getPenAttribute"><l><option>transparency</option></l></block></block><l>255</l></list></block><l>100</l></block><block var="rgb"/></block></script><list></list></block><block s="doReport"><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><custom-block s="✐ hexchar %s"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><l></l><l>16</l></block></block></custom-block><custom-block s="✐ hexchar %s"><block s="reportModulus"><l></l><l>16</l></block></custom-block></list></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><block var="rgb"/></block></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>HSV vector</l></list></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>HSL vector</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ HSL"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSL)</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>lightness</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>color number</l></list></block><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>color</l></list></block><block var="✐ color scale"/><l>not set</l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>color</l></list></block><script><block s="doReport"><custom-block s="✐ current pen color"></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair hue</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSL"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSV"/></block></block></script></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSL)</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair lightness</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair HSL vector</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ raw HSL"/></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSV)</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair value (brightness)</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair HSV vector</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doReport"><block var="✐ raw HSV"/></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>crayon</l></list></block><script><block s="doReport"><custom-block s="✐ crayon number of color %s"><custom-block s="✐ current pen color"></custom-block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>X11/W3C name</l></list></block><script><block s="doReport"><custom-block s="✐ X11 name of color %s"><custom-block s="✐ current pen color"></custom-block></custom-block></block></script><list></list></block></script></block-definition><block-definition s="$brush change pen %&apos;dimension&apos; by %&apos;amount&apos;" type="command" category="pen"><comment x="0" y="0" w="334" collapsed="false">Changes any pen property by the specified amount.  Some color scales can&apos;t be adjusted this way unless the color was first SET using that scale.&#xD;Vectors (e.g., RGB color as a list of three numbers) can be incremented&#xD;by a vector as the amount. X11/W3C names can&apos;t be incremented.</comment><header></header><code></code><translations>ca:$brush augmenta _ del llapis en _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGBA vector&#xD;}&#xD;}</options></input><input type="%n"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>old</l></list></block><block s="doSetVar"><l>old</l><custom-block s="$brush pen %s"><block var="dimension"/></custom-block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="old"/><l>not set</l></list></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Dimension </l><block var="dimension"/><l> not set.</l></list></block></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>crayon</l></list></block><script><custom-block s="✐ set pen to crayon %s %l"><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block><l/></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB hex</l></list></block><script><custom-block s="error %txt"><l>Sorry, I don&apos;t know how to add in hexadecimal.</l></custom-block></script><list></list></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>number</option></l></block><script><custom-block s="$brush set pen %s to %s %mult%s"><block var="dimension"/><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block><list><l></l></list></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>list</option></l></block><script><custom-block s="$brush set pen %s to %s %mult%s"><block var="dimension"/><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block><list><block var="old"/><block var="amount"/></list></custom-block><list><l></l></list></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><custom-block s="error %txt"><block s="reportJoinWords"><list><l>I don&apos;t know how to handle </l><block var="dimension"/></list></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><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="✐ make integer RGB" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><custom-block s="RGB color"></custom-block></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;pt:lança _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;pt:ignora _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="✐ no spaces %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportTextSplit"><block var="text"/><l> </l></block></block></block></script></block-definition><block-definition s="$brush color %&apos;newcolor&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%clr"></input></inputs><script><block s="doReport"><block s="reportNewCostume"><block s="reportNewList"><list><block s="reportVariadicProduct"><list><block s="reportTextSplit"><custom-block s="substring of %txt before %txt"><custom-block s="substring of %txt after %txt"><block s="reportJoinWords"><list><block var="newcolor"/></list></block><l>(</l></custom-block><l>)</l></custom-block><l><option>csv</option></l></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>255</l></list></block></list></block></list></block><l>1</l><l>1</l></block></block></script></block-definition><block-definition s="$brush mix colors %&apos;weighted colors&apos; using %&apos;flavor&apos; rules" type="reporter" category="pen"><comment x="0" y="0" w="304" collapsed="false">combines any number of colors, reporting the result of mixing them, either additively (like colored light beams) or subtractively (like paints).  If the result is too bright (additive) or too dark (subtractive), try the &quot;averaged&quot; versions, which will make the brightness more like the brightnesses of the input colors.</comment><header></header><code></code><translations>ca:$brush barreja colors _ amb criteri _&#xD;</translations><inputs><input type="%mult%obj"></input><input type="%s" readonly="true"><options>additive (light)&#xD;additive (averaged)&#xD;subtractive (ideal)&#xD;subtractive (averaged)&#xD;simulated paint&#xD;paint (sRGB corrected)</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>new</l><l>max</l><l>colors</l><l>weights</l></list></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportListItem"><l>1</l><l/></block><l></l></block></autolambda><list></list></block><block var="weighted colors"/></block></block><block s="doSetVar"><l>weights</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportListItem"><l>2</l><l/></block><l>1</l></block></autolambda><list></list></block><block var="weighted colors"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>paint</l></custom-block><script><block s="doDeclareVariables"><list><l>rho-r</l><l>rho-g</l><l>rho-b</l><l>waveforms</l></list><comment w="152.66666666666666" collapsed="true">convert RGB to waveform</comment></block><block s="doSetVar"><l>rho-r</l><block s="reportTextSplit"><l>0.021592459, 0.020293111, 0.021807906, 0.023803297, 0.025208132, 0.025414957, 0.024621282, 0.020973705, 0.015752802, 0.01116804, 0.008578277, 0.006581877, 0.005171723, 0.004545205, 0.00414512, 0.004343112, 0.005238155, 0.007251939, 0.012543656, 0.028067132, 0.091342277, 0.484081092, 0.870378324, 0.939513128, 0.960926994, 0.968623763, 0.971263883, 0.972285819, 0.971898742, 0.972691859, 0.971734812, 0.97234454, 0.97150339, 0.970857997, 0.970553866, 0.969671404</l><l>, </l></block></block><block s="doSetVar"><l>rho-g</l><block s="reportTextSplit"><l>0.010542406, 0.010878976, 0.011063512, 0.010736566, 0.011681813, 0.012434719, 0.014986907, 0.020100392, 0.030356263, 0.063388962, 0.173423837, 0.568321142, 0.827791998, 0.916560468, 0.952002841, 0.964096452, 0.970590861, 0.972502542, 0.969148203, 0.955344651, 0.892637233, 0.5003641, 0.116236717, 0.047951391, 0.027873526, 0.020057963, 0.017382174, 0.015429109, 0.01543808, 0.014546826, 0.015197773, 0.014285896, 0.015069123, 0.015506263, 0.015545797, 0.016302839</l><l>, </l></block></block><block s="doSetVar"><l>rho-b</l><block s="reportTextSplit"><l>0.967865135, 0.968827912, 0.967128582, 0.965460137, 0.963110055, 0.962150324, 0.960391811, 0.958925903, 0.953890935, 0.925442998, 0.817997886, 0.42509696, 0.167036273, 0.078894327, 0.043852038, 0.031560435, 0.024170984, 0.020245519, 0.01830814, 0.016588218, 0.01602049, 0.015554808, 0.013384959, 0.012535491, 0.011199484, 0.011318274, 0.011353953, 0.012285073, 0.012663188, 0.012761325, 0.013067426, 0.013369566, 0.013427487, 0.01363574, 0.013893597, 0.014025757</l><l>, </l></block></block><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><custom-block s="✐ RGB from color %s"><l></l></custom-block><l>255</l></block></autolambda><list></list></block><block var="colors"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>sRGB</l></custom-block><script><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>0.04045</l></list></block><block s="reportQuotient"><l></l><l>12.92</l></block><block s="reportPower"><block s="reportQuotient"><block s="reportVariadicSum"><list><l></l><l>0.055</l></list></block><l>1.055</l></block><l>2.4</l></block></block></autolambda><list></list></block><l/></block></autolambda><list></list></block><block var="waveforms"/></block></block></script><list></list></block><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block><list><l/><block s="reportNewList"><list><block var="rho-r"/><block var="rho-g"/><block var="rho-b"/></list></block></list></custom-block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block var="waveforms"/></block></block><block s="doDeclareVariables"><list><l>sum of weights</l><l>combined waveform</l></list><comment w="214" collapsed="true">weighted geometric mean of waveforms</comment></block><block s="doSetVar"><l>sum of weights</l><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>combined waveform</l><block s="reportCombine"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportPower"><l></l><block s="reportQuotient"><l></l><block var="sum of weights"/></block></block></autolambda><list></list></block><list><block var="waveforms"/><block var="weights"/></list></custom-block><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doDeclareVariables"><list><l>T</l></list><comment w="90" collapsed="true">back to RGB</comment></block><block s="doSetVar"><l>T</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l><option>word</option></l></block></autolambda><list></list></block><block s="reportNewList"><list><l>5.47813E-05	0.000184722	0.000935514	0.003096265	0.009507714	0.017351596	0.022073595	0.016353161	0.002002407	-0.016177731	-0.033929391	-0.046158952	-0.06381706	-0.083911194	-0.091832385	-0.08258148	-0.052950086	-0.012727224	0.037413037	0.091701812	0.147964686	0.181542886	0.210684154	0.210058081	0.181312094	0.132064724	0.093723787	0.057159281	0.033469657	0.018235464	0.009298756	0.004023687	0.002068643	0.00109484	0.000454231	0.000255925</l><l>-4.65552E-05	-0.000157894	-0.000806935	-0.002707449	-0.008477628	-0.016058258	-0.02200529	-0.020027434	-0.011137726	0.003784809	0.022138944	0.038965605	0.063361718	0.095981626	0.126280277	0.148575844	0.149044804	0.14239936	0.122084916	0.09544734	0.067421931	0.035691251	0.01313278	-0.002384996	-0.009409573	-0.009888983	-0.008379513	-0.005606153	-0.003444663	-0.001921041	-0.000995333	-0.000435322	-0.000224537	-0.000118838	-4.93038E-05	-2.77789E-05</l><l>0.00032594	0.001107914	0.005677477	0.01918448	0.060978641	0.121348231	0.184875618	0.208804428	0.197318551	0.147233899	0.091819086	0.046485543	0.022982618	0.00665036	-0.005816014	-0.012450334	-0.015524259	-0.016712927	-0.01570093	-0.013647887	-0.011317812	-0.008077223	-0.005863171	-0.003943485	-0.002490472	-0.001440876	-0.000852895	-0.000458929	-0.000248389	-0.000129773	-6.41985E-05	-2.71982E-05	-1.38913E-05	-7.35203E-06	-3.05024E-06	-1.71858E-06</l></list></block></block></block><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><block s="reportVariadicProduct"><list><block var="combined waveform"/><l></l></list></block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block var="T"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>sRGB</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>0.0031308</l></list></block><block s="reportVariadicProduct"><list><l>12.92</l><l></l></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>1.055</l><block s="reportPower"><l></l><block s="reportQuotient"><l>1</l><l>2.4</l></block></block></list></block><l>0.055</l></block></block></autolambda><list></list></block><block var="new"/></block></block></script><list></list></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><l>255</l><block var="new"/></list></block><list><l></l></list></custom-block></block></script><list></list></block><block s="doIfElse"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>add</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><l/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><custom-block s="✐ RGB from color %s"><l></l></custom-block><l></l></list></block></autolambda><list></list></block><list><block var="colors"/><block var="weights"/></list></custom-block></block></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>aver</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportQuotient"><block var="new"/><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></block></script><list></list></block><block s="doSetVar"><l>max</l><block s="reportCombine"><block var="new"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="max"/><l>255</l></list></block><script><block s="doSetVar"><l>new</l><block s="reportVariadicProduct"><list><block var="new"/><block s="reportQuotient"><l>255</l><block var="max"/></block></list></block></block></script><list></list></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block var="new"/><list><l></l></list></custom-block></block></script><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><l/><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><custom-block s="✐ RGB from color %s"><l></l></custom-block><block s="reportQuotient"><l></l><l>255</l></block></list></block></autolambda><list></list></block><list><block var="colors"/><block var="weights"/></list></custom-block></block></block></block><block s="doIfElse"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>aver</l></custom-block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><block s="reportPower"><block var="new"/><block s="reportQuotient"><l>1</l><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></block><l>255</l></list></block><list><l></l></list></custom-block></block></script><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><block var="new"/><l>255</l></list></block><list><l></l></list></custom-block></block></script></block></script></block></script><scripts><script x="512" y="1525.7777777777785"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><block s="reportQuotient"><custom-block s="✐ RGB from color %s"><l></l></custom-block><l>255</l></block><block s="reportQuotient"><block s="reportDifference"><l>100</l><custom-block s="$brush %s from color %obj"><l>transparency</l><l/></custom-block></block><l>100</l></block></list></block></autolambda><list></list></block><block var="colors"/></block></script></scripts></block-definition><block-definition s="$brush color from %&apos;kind&apos; %&apos;value&apos; %&apos;more value&apos;" type="reporter" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block reports a color.  The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), color number, crayon, or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>ca:$brush color amb _ _ _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;X11/W3C name&#xD;&#126;&#xD;fair HSL=fair HSL vector&#xD;fair HSV=fair HSV vector&#xD;HSL=HSL vector&#xD;HSV=HSV vector&#xD;RGB (0-255)=RGB vector&#xD;RGB hex</options></input><input type="%s"><options>§_ext_clr_numbers</options></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doSetVar"><l>value</l><block s="reportCONS"><block var="value"/><block var="more value"/></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair hue</l></list></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l><l>50</l><block s="reportListItem"><l>2</l><block var="value"/></block></list></block></block><block s="doSetVar"><l>kind</l><l>fair HSL vector</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>color number</l></list></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="value"/></block><l>3</l></list></block><l>300</l></block></block><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="color"/><l>42</l></list><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></list></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="color"/><l>60</l></list><comment w="96.66666666666667" collapsed="true">spread out pink</comment></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicSum"><list><l>45</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></list></block></list></block></block></script><list></list></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ colors"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>2</l></list></block><block var="✐ colors"/></block></list></custom-block><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>crayon</l></list></block><script><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><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 s="reportListItem"><l>1</l><block var="value"/></block></list></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="color"/><l></l></list></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block></custom-block></script><list></list></block></script><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="color"/></block><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>X11/W3C name</l></list></block><script><block s="doReport"><custom-block s="✐ color from X11 name %s"><block var="value"/></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>RGB hex</l></list></block><script><block s="doReport"><custom-block s="✐ color from RGB hex %s"><block var="value"/></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>color</l></list></block><script><block s="doReplaceInList"><l>1</l><block var="value"/><custom-block s="✐ RGB from color %s"><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block></block><block s="doSetVar"><l>kind</l><l>RGB vector</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>RGB vector</l></list></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block><l>0</l></list></block><l>255</l></list></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>number</option></l></block><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="value"/></block></block><l>3</l></list></block></list></block><script><block s="doIf"><block s="reportIsA"><block var="transparency"/><l><option>number</option></l></block><script><block s="doSetVar"><l>transparency</l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="transparency"/><l>100</l></list></block><l>255</l></block></block></block></script><list></list></block></script><list></list></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>HSV vector</l></list></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSV %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>HSL vector</l></list></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSL %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair HSV vector</l></list></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ limits %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><l>1</l><block var="color"/></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block var="value"/></list></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block s="reportListItem"><block var="index"/><block var="✐ HSV brights"/></block><block s="reportVariadicProduct"><list><block var="scale"/><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ HSV brights"/></block><block s="reportListItem"><block var="index"/><block var="✐ HSV brights"/></block></block></list></block></list></block></block><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSV %l"><block s="reportVariadicProduct"><list><block s="reportCONS"><l>100</l><block s="reportCDR"><block var="color"/></block></block><block var="index"/></list></block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair HSL vector</l></list></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ limits %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doSetVar"><l>value</l><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block var="value"/></list></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block><block s="reportVariadicProduct"><list><block var="scale"/><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ HSL brights"/></block><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block></list></block></list></block></block><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSL %l"><block s="reportVariadicProduct"><list><block s="reportCONS"><l>1</l><block s="reportQuotient"><block s="reportCDR"><block var="color"/></block><block s="reportNewList"><list><l>100</l><l>50</l></list></block></block></block><block var="index"/></list></block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script><list></list></block></script></block-definition><block-definition s="$brush %&apos;kind&apos; from color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations>ca:$brush _ del color _&#xD;</translations><inputs><input type="%s" readonly="true"><options>nearest color number&#xD;crayon number&#xD;fair hue&#xD;&#126;1&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGBA vector&#xD;RGB hex&#xD;}&#xD;}</options></input><input type="%obj"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>crayon number</l></list></block><script><block s="doReport"><custom-block s="✐ crayon number of color %s"><block var="color"/></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>X11/W3C name</l></list></block><script><block s="doReport"><custom-block s="✐ X11 name of color 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vector</l></list></block><script><block s="doReport"><block var="rgb"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>RGBA vector</l></list></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block var="rgb"/><block s="reportNewList"><list><block var="transparency"/></list></block></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>RGB hex</l></list></block><script><block s="doReport"><block s="reportJoinWords"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ byte to hex %n"><l></l></custom-block></autolambda><list></list></block><block var="rgb"/></block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>red</l></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="rgb"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>green</l></list></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="rgb"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>blue</l></list></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="rgb"/></block></block></script><list></list></block><block s="doSetVar"><l>hsv</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>false</bool></l><block var="rgb"/></custom-block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>HSV vector</l></list></block><script><block s="doReport"><block var="hsv"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>hue</l></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="hsv"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>saturation (HSV)</l></list></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsv"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>value (brightness)</l></list></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsv"/></block></block></script><list></list></block><block s="doSetVar"><l>hsl</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>true</bool></l><block var="rgb"/></custom-block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>HSL vector</l></list></block><script><block s="doReport"><block var="hsl"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>saturation (HSL)</l></list></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsl"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>lightness</l></list></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsl"/></block></block></script><list></list></block><block s="doIfElse"><block s="reportVariadicOr"><list><custom-block s="text %txt contains %txt"><block var="kind"/><l>HSL</l></custom-block><custom-block s="text %txt contains %txt"><block var="kind"/><l>lightness</l></custom-block></list></block><script><block s="doDeclareVariables"><list><l>fair hue</l><l>fair lightness</l><l>fair saturation (HSL)</l></list><comment w="53.333333333333336" collapsed="true">HSL</comment></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>3</l><block var="hsl"/></block><l>34</l></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>1.96</l></list></block><block s="reportVariadicLessThanOrEquals"><list><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>8.82353</l></list></block></list></block></list></block><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>6.94444445</l></list></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair hue</l></list></block><script><block s="doReport"><block var="fair hue"/></block></script><list></list></block><block s="doSetVar"><l>fair lightness</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>30.98</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>33.3333333</l><l>30.98</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair lightness</l></list></block><script><block s="doReport"><block var="fair lightness"/></block></script><list></list></block><block s="doSetVar"><l>fair saturation (HSL)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>75.94936</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>75.94936</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair saturation (HSL)</l></list></block><script><block s="doReport"><block var="fair saturation (HSL)"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair HSL vector</l></list></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSL)"/><block var="fair lightness"/></list></block></block></script><list></list></block></script><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>18</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair hue</l></list></block><script><block s="doReport"><block var="fair hue"/></block></script><list></list></block><block s="doSetVar"><l>fair lightness</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>30.98</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>33.3333333</l><l>30.98</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair lightness</l></list></block><script><block s="doReport"><block var="fair lightness"/></block></script><list></list></block><block s="doSetVar"><l>fair saturation (HSL)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>75.94936</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>75.94936</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair saturation (HSL)</l></list></block><script><block s="doReport"><block var="fair saturation (HSL)"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair HSL vector</l></list></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSL)"/><block var="fair lightness"/></list></block></block></script><list></list></block></script></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>5.5</l></list><comment w="53.333333333333336" collapsed="true">reds</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>0</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>0</l></block><block s="reportQuotient"><block s="reportDifference"><l>5.5</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>5.5</l><l>0</l></block></block></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>8.3</l></list><comment w="90" collapsed="true">early orange</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>18</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>25</l><l>18</l></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>5.5</l></block><block s="reportDifference"><l>8.3</l><l>5.5</l></block></block></list></block></list></block></block></script><script><block s="doDeclareVariables"><list><l>index</l></list><comment w="144.66666666666666" collapsed="true">center orange and up</comment></block><block s="doSetVar"><l>index</l><l>6</l></block><block s="doUntil"><block s="reportVariadicLessThanOrEquals"><list><block s="reportListItem"><l>1</l><block var="hsl"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block></list></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsl"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ HSL brights"/></block></block></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ HSL brights"/></block></block></block></block></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair hue</l></list></block><script><block s="doReport"><block var="fair hue"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair saturation (HSL)</l></list></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsl"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair lightness</l></list></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsl"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair HSL vector</l></list></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportListItem"><l>3</l><block var="hsl"/></block></list></block></block></script><list></list></block></script><comment w="53.333333333333336" collapsed="true">brown</comment></block></script><script><block s="doDeclareVariables"><list><l>fair hue</l><l>fair saturation (HSV)</l><l>fair value (brightness)</l><l>scaled HSV brights</l></list><comment w="53.333333333333336" collapsed="true">HSV</comment></block><block s="doSetVar"><l>scaled HSV brights</l><block s="reportVariadicProduct"><list><l>100</l><block var="✐ HSV brights"/></list></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>3</l><block var="hsv"/></block><l>67</l></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>1.96</l></list></block><block s="reportVariadicLessThanOrEquals"><list><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>8.82353</l></list></block></list></block></list></block><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>6.94444445</l></list><comment w="90" collapsed="true">early brown</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair hue</l></list></block><script><block s="doReport"><block var="fair hue"/></block></script><list></list></block><block s="doSetVar"><l>fair value (brightness)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>54.51</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>66.666666667</l><l>54.51</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair value (brightness)</l></list></block><script><block s="doReport"><block var="fair value (brightness)"/></block></script><list></list></block><block s="doSetVar"><l>fair saturation (HSV)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>86.33</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>86.33</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair saturation (HSV)</l></list></block><script><block s="doReport"><block var="fair saturation (HSV)"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair HSV vector</l></list></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSV)"/><block var="fair value (brightness)"/></list></block></block></script><list></list></block></script><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>18</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair hue</l></list></block><script><block s="doReport"><block var="fair hue"/></block></script><list></list></block><block s="doSetVar"><l>fair value (brightness)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>54.51</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>66.666666667</l><l>54.51</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair value (brightness)</l></list></block><script><block s="doReport"><block var="fair value (brightness)"/></block></script><list></list></block><block s="doSetVar"><l>fair saturation (HSV)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>86.33</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>86.33</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair saturation (HSV)</l></list></block><script><block s="doReport"><block var="fair saturation (HSV)"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair HSV vector</l></list></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSV)"/><block var="fair value (brightness)"/></list></block></block></script><list></list></block></script></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>5.5</l></list><comment w="53.333333333333336" collapsed="true">reds</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>0</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>0</l></block><block s="reportQuotient"><block s="reportDifference"><l>5.5</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>5.5</l><l>0</l></block></block></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>8.3</l></list><comment w="53.333333333333336" collapsed="true">orange</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>18</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>25</l><l>18</l></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>5.5</l></block><block s="reportDifference"><l>8.3</l><l>5.5</l></block></block></list></block></list></block></block></script><script><block s="doDeclareVariables"><list><l>index</l></list><comment w="144.66666666666666" collapsed="true">center orange and up</comment></block><block s="doSetVar"><l>index</l><l>6</l></block><block s="doUntil"><block s="reportVariadicLessThanOrEquals"><list><block s="reportListItem"><l>1</l><block var="hsv"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="scaled HSV brights"/></block></block></list></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsv"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="scaled HSV brights"/></block></block></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="scaled HSV brights"/></block></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="scaled HSV brights"/></block></block></block></block></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair hue</l></list></block><script><block s="doReport"><block var="fair hue"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair saturation (HSV)</l></list></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsv"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair value (brightness)</l></list></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsv"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="kind"/><l>fair HSV vector</l></list></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportListItem"><l>3</l><block var="hsv"/></block></list></block></block></script><list></list></block></script><comment w="53.333333333333336" collapsed="true">brown</comment></block></script><comment w="98.66666666666667" collapsed="true">fair something</comment></block><custom-block s="error %txt"><l>Can&apos;t get here -- please post project and screenshot to forum.</l></custom-block></script></block-definition><block-definition s="✐ current pen color" type="reporter" category="pen"><comment x="0" y="0" w="172.66666666666666" collapsed="false">This block reports the pen color&#xD;(as a color, not as a list of numbers).</comment><header></header><code></code><translations>ca:✐ color de llapis actual&#xD;</translations><inputs></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><custom-block s="RGB color"></custom-block><list><l></l></list></custom-block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reportCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;pt:lança _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="✐ set pen to crayon %&apos;which&apos; %&apos;more&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><input type="%l"></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 var="which"/></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>crayon</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></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><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></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"><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;ca:fixa el llapis al color r: _ g: _ b: _&#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="set pen color to h: %&apos;h&apos; s: %&apos;s&apos; v: %&apos;v&apos;" type="command" category="pen"><comment x="0" y="0" w="283.3333333333333" collapsed="false">Takes three inputs for hue, saturation, and value (&quot;brightness&quot;)&#xD;values, each between 0 and 1.  0,0,0 is black; 0,0,1 is white.  0.15,1,1 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual hue, saturation, or value without changing the others, lets you provide a list of three HSV color components, and lets you&#xD;use the very much superior HSL (hue, saturation, lightness)&#xD;color space.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da caneta para matiz _ , saturação _ e brilho _ (0 a 1)&#xD;ca:fixa el llapis al color h: _ s: _ v: _&#xD;</translations><inputs><input type="%n">0.3</input><input type="%n">0.7</input><input type="%n">0.6</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_hsv(h, s, v)</l><list><block var="h"/><block var="s"/><block var="v"/></list></block></list></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><comment x="0" y="0" w="266" collapsed="false">Reports the current pen color as a list of three RGB values in the range 0-255.  The PEN block in this library provides a large set of ways to examine the color.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em RGB (vermelho, verde e azul; 0 a 255)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l></l></list></block></autolambda><list></list></block><block s="reportNewList"><list><l>r</l><l>g</l><l>b</l></list></block></block></block></script></block-definition><block-definition s="HSV color" type="reporter" category="pen"><comment x="0" y="0" w="312" collapsed="false">Reports the current pen color as a list of three HSV values&#xD;in the range 0-1.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em HSV (matiz, saturação e brilho, 0 a 1)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>clr_hsv(clr)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block></list></block></block></script></block-definition><block-definition s="✐ hexchar %&apos;nybble&apos;" type="reporter" category="pen"><comment x="0" y="0" w="245.33333333333334" collapsed="false">Takes a value from 0 to 15 and reports&#xD;the corresponding hexadecimal digit.&#xD;&#xD;For internal use of the color library.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block var="nybble"/><l>10</l></list></block><block var="nybble"/><block s="reportUnicodeAsLetter"><block s="reportVariadicSum"><list><block s="reportUnicode"><l>a</l></block><block s="reportDifference"><block var="nybble"/><l>10</l></block></list></block></block></block></block></script></block-definition><block-definition s="✐ subset %&apos;pred&apos; %&apos;data&apos; %&apos;catchtag&apos; %&apos;result&apos; %&apos;set pen?&apos;" type="predicate" category="pen"><comment x="0" y="0" w="228" collapsed="false">Don&apos;t ask.&#xD;Only for internal use by the SET PEN block.</comment><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input><input type="%cmdRing"></input><input type="%upvar"></input><input type="%b">true</input></inputs><script><block s="doDeclareVariables"><list><l>best match</l></list></block><block s="doSetVar"><l>result</l><block s="reportKeep"><block var="pred"/><block var="data"/></block></block><block s="doIf"><block s="reportListIsEmpty"><block var="result"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><block s="doIf"><block s="reportListIsEmpty"><block s="reportCDR"><block var="result"/></block></block><script><block s="doSetVar"><l>best match</l><block s="reportListItem"><l>1</l><block var="result"/></block></block><block s="doIfElse"><block var="set pen?"/><script><custom-block s="$brush set pen %s to %s %mult%s"><l>red</l><block s="reportListItem"><l>1</l><block var="best match"/></block><list><l></l></list></custom-block><custom-block s="$brush set pen %s to %s %mult%s"><l>green</l><block s="reportListItem"><l>2</l><block var="best match"/></block><list><l></l></list></custom-block><custom-block s="$brush set pen %s to %s %mult%s"><l>blue</l><block s="reportListItem"><l>3</l><block var="best match"/></block><list><l></l></list></custom-block><block s="doSetVar"><l>✐ last X11</l><block s="reportListItem"><l>4</l><block var="best match"/></block></block><block s="doSetVar"><l>✐ last set as</l><l>X11</l></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script><script><block s="doSetVar"><l>✐ X11 catch</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="best match"/></block></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script></block></script><list></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen"><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>✐ dimension names</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 set as</l><l>✐ fair?</l><l>✐ color scale</l><l>✐ HSL</l><l>✐ last crayon</l><l>✐ last X11</l><l>✐ raw HSL</l><l>✐ raw HSV</l><l>✐ X11</l><l>✐ crayon colors</l><l>✐ fair hue table</l><l>✐ colors</l><l>✐ brights</l><l>✐ pivots</l><l>✐ HSV brights</l><l>✐ HSL brights</l><l>✐ HSV colors</l><l>✐ HSL colors</l><l>✐ X11 catch</l><l>✐ dimension names</l><l>✐ dimension dispatch</l></list></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doSetVar"><l>✐ HSL</l><block s="reportNewList"><list><l>0</l><l>100</l><l>50</l></list></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportNewList"><list><l>0</l><l>100</l><l>50</l></list></block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ X11"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ X11</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>255,250,250,snow&#xD;248,248,255,ghostwhite&#xD;245,245,245,whitesmoke&#xD;220,220,220,gainsboro&#xD;255,250,240,floralwhite&#xD;253,245,230,oldlace&#xD;250,240,230,linen&#xD;250,235,215,antiquewhite&#xD;255,239,213,papayawhip&#xD;255,235,205,blanchedalmond&#xD;255,228,196,bisque&#xD;255,218,185,peachpuff&#xD;255,222,173,navajowhite&#xD;255,228,181,moccasin&#xD;255,248,220,cornsilk&#xD;255,255,240,ivory&#xD;255,250,205,lemonchiffon&#xD;255,245,238,seashell&#xD;240,255,240,honeydew&#xD;245,255,250,mintcream&#xD;240,255,255,azure&#xD;240,248,255,aliceblue&#xD;230,230,250,lavender&#xD;255,240,245,lavenderblush&#xD;255,228,225,mistyrose&#xD;255,255,255,white&#xD;0,0,0,black&#xD;47,79,79,darkslategray&#xD;47,79,79,darkslategrey&#xD;105,105,105,dimgray&#xD;105,105,105,dimgrey&#xD;112,128,144,slategray&#xD;112,128,144,slategrey&#xD;119,136,153,lightslategray&#xD;119,136,153,lightslategrey&#xD;190,190,190,gray(X11)&#xD;190,190,190,grey(X11)&#xD;128,128,128,gray(W3C)&#xD;128,128,128,grey(W3C)&#xD;211,211,211,lightgrey&#xD;211,211,211,lightgray&#xD;25,25,112,midnightblue&#xD;0,0,128,navy&#xD;0,0,128,navyblue&#xD;100,149,237,cornflowerblue&#xD;72,61,139,darkslateblue&#xD;106,90,205,slateblue&#xD;123,104,238,mediumslateblue&#xD;132,112,255,lightslateblue&#xD;0,0,205,mediumblue&#xD;65,105,225,royalblue&#xD;0,0,255,blue&#xD;30,144,255,dodgerblue&#xD;0,191,255,deepskyblue&#xD;135,206,235,skyblue&#xD;135,206,250,lightskyblue&#xD;70,130,180,steelblue&#xD;176,196,222,lightsteelblue&#xD;173,216,230,lightblue&#xD;176,224,230,powderblue&#xD;175,238,238,paleturquoise&#xD;0,206,209,darkturquoise&#xD;72,209,204,mediumturquoise&#xD;64,224,208,turquoise&#xD;0,255,255,cyan&#xD;0,255,255,aqua&#xD;224,255,255,lightcyan&#xD;95,158,160,cadetblue&#xD;102,205,170,mediumaquamarine&#xD;127,255,212,aquamarine&#xD;0,100,0,darkgreen&#xD;85,107,47,darkolivegreen&#xD;143,188,143,darkseagreen&#xD;46,139,87,seagreen&#xD;60,179,113,mediumseagreen&#xD;32,178,170,lightseagreen&#xD;152,251,152,palegreen&#xD;0,255,127,springgreen&#xD;124,252,0,lawngreen&#xD;0,255,0,green(X11)&#xD;0,128,0,green(W3C)&#xD;0,255,0,lime&#xD;127,255,0,chartreuse&#xD;0,250,154,mediumspringgreen&#xD;173,255,47,greenyellow&#xD;50,205,50,limegreen&#xD;154,205,50,yellowgreen&#xD;34,139,34,forestgreen&#xD;107,142,35,olivedrab&#xD;189,183,107,darkkhaki&#xD;240,230,140,khaki&#xD;238,232,170,palegoldenrod&#xD;250,250,210,lightgoldenrodyellow&#xD;255,255,224,lightyellow&#xD;255,255,0,yellow&#xD;255,215,0,gold&#xD;238,221,130,lightgoldenrod&#xD;218,165,32,goldenrod&#xD;184,134,11,darkgoldenrod&#xD;188,143,143,rosybrown&#xD;205,92,92,indianred&#xD;139,69,19,saddlebrown&#xD;160,82,45,sienna&#xD;205,133,63,peru&#xD;222,184,135,burlywood&#xD;245,245,220,beige&#xD;245,222,179,wheat&#xD;244,164,96,sandybrown&#xD;210,180,140,tan&#xD;210,105,30,chocolate&#xD;178,34,34,firebrick&#xD;165,42,42,brown&#xD;233,150,122,darksalmon&#xD;250,128,114,salmon&#xD;255,160,122,lightsalmon&#xD;255,165,0,orange&#xD;255,140,0,darkorange&#xD;255,127,80,coral&#xD;240,128,128,lightcoral&#xD;255,99,71,tomato&#xD;255,69,0,orangered&#xD;255,0,0,red&#xD;255,105,180,hotpink&#xD;255,20,147,deeppink&#xD;255,192,203,pink&#xD;255,182,193,lightpink&#xD;219,112,147,palevioletred&#xD;176,48,96,maroon(X11)&#xD;128,0,0,maroon(W3C)&#xD;199,21,133,mediumvioletred&#xD;208,32,144,violetred&#xD;255,0,255,magenta&#xD;255,0,255,fuchsia&#xD;238,130,238,violet&#xD;221,160,221,plum&#xD;218,112,214,orchid&#xD;186,85,211,mediumorchid&#xD;153,50,204,darkorchid&#xD;148,0,211,darkviolet&#xD;138,43,226,blueviolet&#xD;160,32,240,purple(X11)&#xD;128,0,128,purple(W3C)&#xD;147,112,219,mediumpurple&#xD;216,191,216,thistle&#xD;255,250,250,snow1&#xD;238,233,233,snow2&#xD;205,201,201,snow3&#xD;139,137,137,snow4&#xD;255,245,238,seashell1&#xD;238,229,222,seashell2&#xD;205,197,191,seashell3&#xD;139,134,130,seashell4&#xD;255,239,219,AntiqueWhite1&#xD;238,223,204,AntiqueWhite2&#xD;205,192,176,AntiqueWhite3&#xD;139,131,120,AntiqueWhite4&#xD;255,228,196,bisque1&#xD;238,213,183,bisque2&#xD;205,183,158,bisque3&#xD;139,125,107,bisque4&#xD;255,218,185,PeachPuff1&#xD;238,203,173,PeachPuff2&#xD;205,175,149,PeachPuff3&#xD;139,119,101,PeachPuff4&#xD;255,222,173,NavajoWhite1&#xD;238,207,161,NavajoWhite2&#xD;205,179,139,NavajoWhite3&#xD;139,121,94,NavajoWhite4&#xD;255,250,205,LemonChiffon1&#xD;238,233,191,LemonChiffon2&#xD;205,201,165,LemonChiffon3&#xD;139,137,112,LemonChiffon4&#xD;255,248,220,cornsilk1&#xD;238,232,205,cornsilk2&#xD;205,200,177,cornsilk3&#xD;139,136,120,cornsilk4&#xD;255,255,240,ivory1&#xD;238,238,224,ivory2&#xD;205,205,193,ivory3&#xD;139,139,131,ivory4&#xD;240,255,240,honeydew1&#xD;224,238,224,honeydew2&#xD;193,205,193,honeydew3&#xD;131,139,131,honeydew4&#xD;255,240,245,LavenderBlush1&#xD;238,224,229,LavenderBlush2&#xD;205,193,197,LavenderBlush3&#xD;139,131,134,LavenderBlush4&#xD;255,228,225,MistyRose1&#xD;238,213,210,MistyRose2&#xD;205,183,181,MistyRose3&#xD;139,125,123,MistyRose4&#xD;240,255,255,azure1&#xD;224,238,238,azure2&#xD;193,205,205,azure3&#xD;131,139,139,azure4&#xD;131,111,255,SlateBlue1&#xD;122,103,238,SlateBlue2&#xD;105,89,205,SlateBlue3&#xD;71,60,139,SlateBlue4&#xD;72,118,255,RoyalBlue1&#xD;67,110,238,RoyalBlue2&#xD;58,95,205,RoyalBlue3&#xD;39,64,139,RoyalBlue4&#xD;0,0,255,blue1&#xD;0,0,238,blue2&#xD;0,0,205,blue3&#xD;0,0,139,blue4&#xD;30,144,255,DodgerBlue1&#xD;28,134,238,DodgerBlue2&#xD;24,116,205,DodgerBlue3&#xD;16,78,139,DodgerBlue4&#xD;99,184,255,SteelBlue1&#xD;92,172,238,SteelBlue2&#xD;79,148,205,SteelBlue3&#xD;54,100,139,SteelBlue4&#xD;0,191,255,DeepSkyBlue1&#xD;0,178,238,DeepSkyBlue2&#xD;0,154,205,DeepSkyBlue3&#xD;0,104,139,DeepSkyBlue4&#xD;135,206,255,SkyBlue1&#xD;126,192,238,SkyBlue2&#xD;108,166,205,SkyBlue3&#xD;74,112,139,SkyBlue4&#xD;176,226,255,LightSkyBlue1&#xD;164,211,238,LightSkyBlue2&#xD;141,182,205,LightSkyBlue3&#xD;96,123,139,LightSkyBlue4&#xD;198,226,255,SlateGray1&#xD;185,211,238,SlateGray2&#xD;159,182,205,SlateGray3&#xD;108,123,139,SlateGray4&#xD;202,225,255,LightSteelBlue1&#xD;188,210,238,LightSteelBlue2&#xD;162,181,205,LightSteelBlue3&#xD;110,123,139,LightSteelBlue4&#xD;191,239,255,LightBlue1&#xD;178,223,238,LightBlue2&#xD;154,192,205,LightBlue3&#xD;104,131,139,LightBlue4&#xD;224,255,255,LightCyan1&#xD;209,238,238,LightCyan2&#xD;180,205,205,LightCyan3&#xD;122,139,139,LightCyan4&#xD;187,255,255,PaleTurquoise1&#xD;174,238,238,PaleTurquoise2&#xD;150,205,205,PaleTurquoise3&#xD;102,139,139,PaleTurquoise4&#xD;152,245,255,CadetBlue1&#xD;142,229,238,CadetBlue2&#xD;122,197,205,CadetBlue3&#xD;83,134,139,CadetBlue4&#xD;0,245,255,turquoise1&#xD;0,229,238,turquoise2&#xD;0,197,205,turquoise3&#xD;0,134,139,turquoise4&#xD;0,255,255,cyan1&#xD;0,238,238,cyan2&#xD;0,205,205,cyan3&#xD;0,139,139,cyan4&#xD;151,255,255,DarkSlateGray1&#xD;141,238,238,DarkSlateGray2&#xD;121,205,205,DarkSlateGray3&#xD;82,139,139,DarkSlateGray4&#xD;127,255,212,aquamarine1&#xD;118,238,198,aquamarine2&#xD;102,205,170,aquamarine3&#xD;69,139,116,aquamarine4&#xD;193,255,193,DarkSeaGreen1&#xD;180,238,180,DarkSeaGreen2&#xD;155,205,155,DarkSeaGreen3&#xD;105,139,105,DarkSeaGreen4&#xD;84,255,159,SeaGreen1&#xD;78,238,148,SeaGreen2&#xD;67,205,128,SeaGreen3&#xD;46,139,87,SeaGreen4&#xD;154,255,154,PaleGreen1&#xD;144,238,144,PaleGreen2&#xD;124,205,124,PaleGreen3&#xD;84,139,84,PaleGreen4&#xD;0,255,127,SpringGreen1&#xD;0,238,118,SpringGreen2&#xD;0,205,102,SpringGreen3&#xD;0,139,69,SpringGreen4&#xD;0,255,0,green1&#xD;0,238,0,green2&#xD;0,205,0,green3&#xD;0,139,0,green4&#xD;127,255,0,chartreuse1&#xD;118,238,0,chartreuse2&#xD;102,205,0,chartreuse3&#xD;69,139,0,chartreuse4&#xD;192,255,62,OliveDrab1&#xD;179,238,58,OliveDrab2&#xD;154,205,50,OliveDrab3&#xD;105,139,34,OliveDrab4&#xD;202,255,112,DarkOliveGreen1&#xD;188,238,104,DarkOliveGreen2&#xD;162,205,90,DarkOliveGreen3&#xD;110,139,61,DarkOliveGreen4&#xD;255,246,143,khaki1&#xD;238,230,133,khaki2&#xD;205,198,115,khaki3&#xD;139,134,78,khaki4&#xD;255,236,139,LightGoldenrod1&#xD;238,220,130,LightGoldenrod2&#xD;205,190,112,LightGoldenrod3&#xD;139,129,76,LightGoldenrod4&#xD;255,255,224,LightYellow1&#xD;238,238,209,LightYellow2&#xD;205,205,180,LightYellow3&#xD;139,139,122,LightYellow4&#xD;255,255,0,yellow1&#xD;238,238,0,yellow2&#xD;205,205,0,yellow3&#xD;139,139,0,yellow4&#xD;255,215,0,gold1&#xD;238,201,0,gold2&#xD;205,173,0,gold3&#xD;139,117,0,gold4&#xD;255,193,37,goldenrod1&#xD;238,180,34,goldenrod2&#xD;205,155,29,goldenrod3&#xD;139,105,20,goldenrod4&#xD;255,185,15,DarkGoldenrod1&#xD;238,173,14,DarkGoldenrod2&#xD;205,149,12,DarkGoldenrod3&#xD;139,101,8,DarkGoldenrod4&#xD;255,193,193,RosyBrown1&#xD;238,180,180,RosyBrown2&#xD;205,155,155,RosyBrown3&#xD;139,105,105,RosyBrown4&#xD;255,106,106,IndianRed1&#xD;238,99,99,IndianRed2&#xD;205,85,85,IndianRed3&#xD;139,58,58,IndianRed4&#xD;255,130,71,sienna1&#xD;238,121,66,sienna2&#xD;205,104,57,sienna3&#xD;139,71,38,sienna4&#xD;255,211,155,burlywood1&#xD;238,197,145,burlywood2&#xD;205,170,125,burlywood3&#xD;139,115,85,burlywood4&#xD;255,231,186,wheat1&#xD;238,216,174,wheat2&#xD;205,186,150,wheat3&#xD;139,126,102,wheat4&#xD;255,165,79,tan1&#xD;238,154,73,tan2&#xD;205,133,63,tan3&#xD;139,90,43,tan4&#xD;255,127,36,chocolate1&#xD;238,118,33,chocolate2&#xD;205,102,29,chocolate3&#xD;139,69,19,chocolate4&#xD;255,48,48,firebrick1&#xD;238,44,44,firebrick2&#xD;205,38,38,firebrick3&#xD;139,26,26,firebrick4&#xD;255,64,64,brown1&#xD;238,59,59,brown2&#xD;205,51,51,brown3&#xD;139,35,35,brown4&#xD;255,140,105,salmon1&#xD;238,130,98,salmon2&#xD;205,112,84,salmon3&#xD;139,76,57,salmon4&#xD;255,160,122,LightSalmon1&#xD;238,149,114,LightSalmon2&#xD;205,129,98,LightSalmon3&#xD;139,87,66,LightSalmon4&#xD;255,165,0,orange1&#xD;238,154,0,orange2&#xD;205,133,0,orange3&#xD;139,90,0,orange4&#xD;255,127,0,DarkOrange1&#xD;238,118,0,DarkOrange2&#xD;205,102,0,DarkOrange3&#xD;139,69,0,DarkOrange4&#xD;255,114,86,coral1&#xD;238,106,80,coral2&#xD;205,91,69,coral3&#xD;139,62,47,coral4&#xD;255,99,71,tomato1&#xD;238,92,66,tomato2&#xD;205,79,57,tomato3&#xD;139,54,38,tomato4&#xD;255,69,0,OrangeRed1&#xD;238,64,0,OrangeRed2&#xD;205,55,0,OrangeRed3&#xD;139,37,0,OrangeRed4&#xD;255,0,0,red1&#xD;238,0,0,red2&#xD;205,0,0,red3&#xD;139,0,0,red4&#xD;255,20,147,DeepPink1&#xD;238,18,137,DeepPink2&#xD;205,16,118,DeepPink3&#xD;139,10,80,DeepPink4&#xD;255,110,180,HotPink1&#xD;238,106,167,HotPink2&#xD;205,96,144,HotPink3&#xD;139,58,98,HotPink4&#xD;255,181,197,pink1&#xD;238,169,184,pink2&#xD;205,145,158,pink3&#xD;139,99,108,pink4&#xD;255,174,185,LightPink1&#xD;238,162,173,LightPink2&#xD;205,140,149,LightPink3&#xD;139,95,101,LightPink4&#xD;255,130,171,PaleVioletRed1&#xD;238,121,159,PaleVioletRed2&#xD;205,104,137,PaleVioletRed3&#xD;139,71,93,PaleVioletRed4&#xD;255,52,179,maroon1&#xD;238,48,167,maroon2&#xD;205,41,144,maroon3&#xD;139,28,98,maroon4&#xD;255,62,150,VioletRed1&#xD;238,58,140,VioletRed2&#xD;205,50,120,VioletRed3&#xD;139,34,82,VioletRed4&#xD;255,0,255,magenta1&#xD;238,0,238,magenta2&#xD;205,0,205,magenta3&#xD;139,0,139,magenta4&#xD;255,131,250,orchid1&#xD;238,122,233,orchid2&#xD;205,105,201,orchid3&#xD;139,71,137,orchid4&#xD;255,187,255,plum1&#xD;238,174,238,plum2&#xD;205,150,205,plum3&#xD;139,102,139,plum4&#xD;224,102,255,MediumOrchid1&#xD;209,95,238,MediumOrchid2&#xD;180,82,205,MediumOrchid3&#xD;122,55,139,MediumOrchid4&#xD;191,62,255,DarkOrchid1&#xD;178,58,238,DarkOrchid2&#xD;154,50,205,DarkOrchid3&#xD;104,34,139,DarkOrchid4&#xD;155,48,255,purple1&#xD;145,44,238,purple2&#xD;125,38,205,purple3&#xD;85,26,139,purple4&#xD;171,130,255,MediumPurple1&#xD;159,121,238,MediumPurple2&#xD;137,104,205,MediumPurple3&#xD;93,71,139,MediumPurple4&#xD;255,225,255,thistle1&#xD;238,210,238,thistle2&#xD;205,181,205,thistle3&#xD;139,123,139,thistle4&#xD;0,0,0,gray0&#xD;0,0,0,grey0&#xD;3,3,3,gray1&#xD;3,3,3,grey1&#xD;5,5,5,gray2&#xD;5,5,5,grey2&#xD;8,8,8,gray3&#xD;8,8,8,grey3&#xD;10,10,10,gray4&#xD;10,10,10,grey4&#xD;13,13,13,gray5&#xD;13,13,13,grey5&#xD;15,15,15,gray6&#xD;15,15,15,grey6&#xD;18,18,18,gray7&#xD;18,18,18,grey7&#xD;20,20,20,gray8&#xD;20,20,20,grey8&#xD;23,23,23,gray9&#xD;23,23,23,grey9&#xD;26,26,26,gray10&#xD;26,26,26,grey10&#xD;28,28,28,gray11&#xD;28,28,28,grey11&#xD;31,31,31,gray12&#xD;31,31,31,grey12&#xD;33,33,33,gray13&#xD;33,33,33,grey13&#xD;36,36,36,gray14&#xD;36,36,36,grey14&#xD;38,38,38,gray15&#xD;38,38,38,grey15&#xD;41,41,41,gray16&#xD;41,41,41,grey16&#xD;43,43,43,gray17&#xD;43,43,43,grey17&#xD;46,46,46,gray18&#xD;46,46,46,grey18&#xD;48,48,48,gray19&#xD;48,48,48,grey19&#xD;51,51,51,gray20&#xD;51,51,51,grey20&#xD;54,54,54,gray21&#xD;54,54,54,grey21&#xD;56,56,56,gray22&#xD;56,56,56,grey22&#xD;59,59,59,gray23&#xD;59,59,59,grey23&#xD;61,61,61,gray24&#xD;61,61,61,grey24&#xD;64,64,64,gray25&#xD;64,64,64,grey25&#xD;66,66,66,gray26&#xD;66,66,66,grey26&#xD;69,69,69,gray27&#xD;69,69,69,grey27&#xD;71,71,71,gray28&#xD;71,71,71,grey28&#xD;74,74,74,gray29&#xD;74,74,74,grey29&#xD;77,77,77,gray30&#xD;77,77,77,grey30&#xD;79,79,79,gray31&#xD;79,79,79,grey31&#xD;82,82,82,gray32&#xD;82,82,82,grey32&#xD;84,84,84,gray33&#xD;84,84,84,grey33&#xD;87,87,87,gray34&#xD;87,87,87,grey34&#xD;89,89,89,gray35&#xD;89,89,89,grey35&#xD;92,92,92,gray36&#xD;92,92,92,grey36&#xD;94,94,94,gray37&#xD;94,94,94,grey37&#xD;97,97,97,gray38&#xD;97,97,97,grey38&#xD;99,99,99,gray39&#xD;99,99,99,grey39&#xD;102,102,102,gray40&#xD;102,102,102,grey40&#xD;105,105,105,gray41&#xD;105,105,105,grey41&#xD;107,107,107,gray42&#xD;107,107,107,grey42&#xD;110,110,110,gray43&#xD;110,110,110,grey43&#xD;112,112,112,gray44&#xD;112,112,112,grey44&#xD;115,115,115,gray45&#xD;115,115,115,grey45&#xD;117,117,117,gray46&#xD;117,117,117,grey46&#xD;120,120,120,gray47&#xD;120,120,120,grey47&#xD;122,122,122,gray48&#xD;122,122,122,grey48&#xD;125,125,125,gray49&#xD;125,125,125,grey49&#xD;127,127,127,gray50&#xD;127,127,127,grey50&#xD;130,130,130,gray51&#xD;130,130,130,grey51&#xD;133,133,133,gray52&#xD;133,133,133,grey52&#xD;135,135,135,gray53&#xD;135,135,135,grey53&#xD;138,138,138,gray54&#xD;138,138,138,grey54&#xD;140,140,140,gray55&#xD;140,140,140,grey55&#xD;143,143,143,gray56&#xD;143,143,143,grey56&#xD;145,145,145,gray57&#xD;145,145,145,grey57&#xD;148,148,148,gray58&#xD;148,148,148,grey58&#xD;150,150,150,gray59&#xD;150,150,150,grey59&#xD;153,153,153,gray60&#xD;153,153,153,grey60&#xD;156,156,156,gray61&#xD;156,156,156,grey61&#xD;158,158,158,gray62&#xD;158,158,158,grey62&#xD;161,161,161,gray63&#xD;161,161,161,grey63&#xD;163,163,163,gray64&#xD;163,163,163,grey64&#xD;166,166,166,gray65&#xD;166,166,166,grey65&#xD;168,168,168,gray66&#xD;168,168,168,grey66&#xD;171,171,171,gray67&#xD;171,171,171,grey67&#xD;173,173,173,gray68&#xD;173,173,173,grey68&#xD;176,176,176,gray69&#xD;176,176,176,grey69&#xD;179,179,179,gray70&#xD;179,179,179,grey70&#xD;181,181,181,gray71&#xD;181,181,181,grey71&#xD;184,184,184,gray72&#xD;184,184,184,grey72&#xD;186,186,186,gray73&#xD;186,186,186,grey73&#xD;189,189,189,gray74&#xD;189,189,189,grey74&#xD;191,191,191,gray75&#xD;191,191,191,grey75&#xD;194,194,194,gray76&#xD;194,194,194,grey76&#xD;196,196,196,gray77&#xD;196,196,196,grey77&#xD;199,199,199,gray78&#xD;199,199,199,grey78&#xD;201,201,201,gray79&#xD;201,201,201,grey79&#xD;204,204,204,gray80&#xD;204,204,204,grey80&#xD;207,207,207,gray81&#xD;207,207,207,grey81&#xD;209,209,209,gray82&#xD;209,209,209,grey82&#xD;212,212,212,gray83&#xD;212,212,212,grey83&#xD;214,214,214,gray84&#xD;214,214,214,grey84&#xD;217,217,217,gray85&#xD;217,217,217,grey85&#xD;219,219,219,gray86&#xD;219,219,219,grey86&#xD;222,222,222,gray87&#xD;222,222,222,grey87&#xD;224,224,224,gray88&#xD;224,224,224,grey88&#xD;227,227,227,gray89&#xD;227,227,227,grey89&#xD;229,229,229,gray90&#xD;229,229,229,grey90&#xD;232,232,232,gray91&#xD;232,232,232,grey91&#xD;235,235,235,gray92&#xD;235,235,235,grey92&#xD;237,237,237,gray93&#xD;237,237,237,grey93&#xD;240,240,240,gray94&#xD;240,240,240,grey94&#xD;242,242,242,gray95&#xD;242,242,242,grey95&#xD;245,245,245,gray96&#xD;245,245,245,grey96&#xD;247,247,247,gray97&#xD;247,247,247,grey97&#xD;250,250,250,gray98&#xD;250,250,250,grey98&#xD;252,252,252,gray99&#xD;252,252,252,grey99&#xD;255,255,255,gray100&#xD;255,255,255,grey100&#xD;169,169,169,darkgrey&#xD;169,169,169,darkgray&#xD;0,0,139,darkblue&#xD;0,139,139,darkcyan&#xD;139,0,139,darkmagenta&#xD;139,0,0,darkred&#xD;144,238,144,lightgreen</l></custom-block><l><option>csv</option></l></block></block></script><list></list></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 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s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ colors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l></list></block><block s="reportNewList"><list><l>192</l><l>192</l><l>192</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>85</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>70</l><l>5</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>140</l><l>60</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>114</l><l>93</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>30</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>50</l><l>50</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>80</l><l>0</l><l>90</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block></list></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ brights</l><block s="reportNewList"><list><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>170</l><l>20</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>170</l><l>90</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>160</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>190</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>240</l><l>200</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>127</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>60</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block></list></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ pivots"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ pivots</l><block s="reportNewList"><list><l>0</l><l>5.8</l><l>12.5</l><l>18</l><l>25</l><l>30.5</l><l>37.5</l><l>44.5</l><l>50</l><l>59</l><l>62.5</l><l>69</l><l>75</l><l>79.25</l><l>87.5</l><l>93.75</l><l>97</l><l>100</l></list></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSV brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSV brights</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,1,1&#xD;0.0196078431372549,1,0.6666666666666666&#xD;0.06944444444444443,0.8633093525179856,0.5450980392156862&#xD;0.08823529411764708,1,0.6666666666666666&#xD;0.08300653594771241,1,1&#xD;0.10457516339869281,1,1&#xD;0.16666666666666666,1,1&#xD;0.20915032679738563,1,1&#xD;0.3333333333333333,1,1&#xD;0.47222222222222227,1,0.9411764705882353&#xD;0.5,1,1&#xD;0.5836601307189543,1,1&#xD;0.6666666666666666,1,1&#xD;0.7058823529411765,1,1&#xD;0.7503267973856209,1,1&#xD;0.8333333333333334,1,1&#xD;0.9581699346405229,1,1&#xD;1,1,1</l></custom-block><l><option>csv</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSL brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSL brights</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,100,50&#xD;1.9607843137254901,100,33.33333333333333&#xD;6.944444444444444,75.94936708860757,30.980392156862745&#xD;8.823529411764708,100,33.33333333333333&#xD;8.30065359477124,100,50&#xD;10.457516339869281,100,50&#xD;16.666666666666664,100,50&#xD;20.915032679738562,100,50&#xD;33.33333333333333,100,50&#xD;47.22222222222223,100,50&#xD;50,100,50&#xD;58.36601307189543,100,50&#xD;66.66666666666666,100,50&#xD;70.58823529411765,100,50&#xD;75.0326797385621,100,50&#xD;83.33333333333334,100,50&#xD;95.81699346405229,100,50&#xD;100,100,50</l></custom-block><l><option>csv</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSV colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSV colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0&#xD;0,0,50.19607843137255&#xD;0,0,75.29411764705883&#xD;0,0,100&#xD;0,100,100&#xD;0,100,33.33333333333333&#xD;6.944444444444444,86.33093525179856,54.509803921568626&#xD;1.1904761904761905,100,27.450980392156865&#xD;8.30065359477124,100,100&#xD;7.142857142857142,100,54.90196078431373&#xD;16.666666666666664,100,100&#xD;13.596491228070173,100,44.70588235294118&#xD;33.33333333333333,100,100&#xD;33.33333333333333,100,11.76470588235294&#xD;50,100,100&#xD;50,100,19.607843137254903&#xD;66.66666666666666,100,100&#xD;66.66666666666666,100,25.098039215686274&#xD;81.4814814814815,100,35.294117647058826&#xD;83.33333333333334,100,100&#xD;100,0,0</l></custom-block><l><option>csv</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSL colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSL colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0&#xD;0,0,50.19607843137255&#xD;0,0,75.29411764705883&#xD;0,0,100&#xD;0,100,50&#xD;0,100,16.666666666666664&#xD;6.944444444444444,75.94936708860757,30.980392156862745&#xD;1.1904761904761905,100,13.725490196078432&#xD;8.30065359477124,100,50&#xD;7.142857142857142,100,27.450980392156865&#xD;16.666666666666664,100,50&#xD;13.596491228070173,100,22.35294117647059&#xD;33.33333333333333,100,50&#xD;33.33333333333333,100,5.88235294117647&#xD;50,100,50&#xD;50,100,9.803921568627452&#xD;66.66666666666666,100,50&#xD;66.66666666666666,100,12.549019607843137&#xD;81.4814814814815,100,17.647058823529413&#xD;83.33333333333334,100,50&#xD;0,0,0</l></custom-block><l><option>csv</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ dimension names"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ dimension names</l><block s="reportNewList"><list><l>color</l><l>color number</l><l>crayon</l><l>fair hue</l><l>size</l><l>transparency</l><l>X11/W3C name</l><l>fair saturation (HSL)</l><l>fair lightness</l><l>fair HSL vector</l><l>fair saturation (HSV)</l><l>fair value (brightness)</l><l>fair HSV vector</l><l>hue</l><l>saturation (HSL)</l><l>lightness</l><l>HSL vector</l><l>saturation (HSV)</l><l>value (brightness)</l><l>HSV vector</l><l>red</l><l>green</l><l>blue</l><l>RGB(A) vector</l><l>RGB(A) hex</l></list></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ dimension dispatch"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ dimension dispatch</l><block s="reportNewList"><list><block s="reifyScript"><script><custom-block s="✐ set pen to color %obj %l"><l/><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to color number %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to crayon %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair hue %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen size to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen transparency to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to X11 name %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair lightness %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair HSL vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair value (brightness) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair HSV vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to hue %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSL saturation %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to lightness %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSL vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen saturation (HSV) to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen value (brightness) to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSV vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen red to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen green to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen blue to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to RGB vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to RGB hex %s %l"><l></l><l/></custom-block></script><list></list></block></list></block></block></script><list></list></block></script><scripts><script x="327.1142578125" y="21806.466666666656"><block s="reportTextSplit"><custom-block s="multiline %mlt"><l></l></custom-block><l><option>csv</option></l></block></script></scripts></block-definition><block-definition s="✐ crayon number of color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>table entry</l></list></block><block s="doSetVar"><l>table entry</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicOr"><list><block s="reportVariadicAnd"><list><block s="reportIsA"><block var="color"/><l><option>costume</option></l></block><block s="reportVariadicEquals"><list><custom-block s="✐ RGB from color %s"><block var="color"/></custom-block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><l/></block></list></block></list></block><block s="reportVariadicEquals"><list><block var="color"/><block s="reportListItem"><l>4</l><l/></block></list></block></list></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIf"><block s="reportIsA"><block var="table entry"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListItem"><l>5</l><block var="table entry"/></block></block></script><list></list></block><block s="doReport"><l>not a crayon</l></block></script></block-definition><block-definition s="✐ RGB from color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="color"/><l><option>list</option></l></block><script><block s="doReport"><block var="color"/></block></script><script><block s="doReport"><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="color"/></block></block></block></block></script></block></script></block-definition><block-definition s="✐ X11 name of color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>table entry</l></list></block><block s="doSetVar"><l>table entry</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicOr"><list><block s="reportVariadicAnd"><list><block s="reportIsA"><block var="color"/><l><option>costume</option></l></block><block s="reportVariadicEquals"><list><custom-block s="✐ RGB from color %s"><block var="color"/></custom-block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><l/></block></list></block></list></block><block s="reportVariadicEquals"><list><block var="color"/><block s="reportListItem"><l>4</l><l/></block></list></block></list></block></autolambda><list></list></block><block var="✐ X11"/></block></block><block s="doIf"><block s="reportIsA"><block var="table entry"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListItem"><l>4</l><block var="table entry"/></block></block></script><list></list></block><block s="doReport"><l>not an X11 color</l></block></script></block-definition><block-definition s="✐ make fair hue table" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>hues</l><l>fair hues</l><l>hue table index</l><l>fair hue ceiling</l><l>bottom hue</l></list></block><block s="doSetVar"><l>hues</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block></list></block></block><block s="doFor"><l>fairhue10</l><l>1</l><l>1000</l><script><custom-block s="$brush set pen %s to %s %mult%s"><l>fair hue</l><block s="reportQuotient"><block var="fairhue10"/><l>10</l></block><list><l></l></list></custom-block><block s="doIf"><block s="reportVariadicGreaterThanOrEquals"><list><block s="reportVariadicProduct"><list><l>10</l><block s="getPenAttribute"><l><option>hue</option></l></block></list></block><block s="reportListItem"><l>1</l><block s="reportListItem"><l><option>last</option></l><block var="hues"/></block></block></list></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportVariadicProduct"><list><l>10</l><block s="getPenAttribute"><l><option>hue</option></l></block></list></block><block var="fairhue10"/></list></block><block var="hues"/></block></script><list></list></block></script></block><block s="doReplaceInList"><l>1</l><block s="reportListItem"><l><option>last</option></l><block var="hues"/></block><l>1000</l></block><block s="doSetVar"><l>hues</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportCONS"><block s="reportNumbers"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="hues"/></block></block><block s="reportListAttribute"><l><option>columns</option></l><block var="hues"/></block></block></block></block><block s="doSetVar"><l>fair hues</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block></list></block></block><block s="doFor"><l>hue10</l><l>1</l><l>1000</l><script><block s="doSetVar"><l>fair hue ceiling</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThanOrEquals"><list><block s="reportListItem"><l>2</l><l/></block><block var="hue10"/></list></block></autolambda><list></list></block><block var="hues"/></block></block><block s="doSetVar"><l>bottom hue</l><block s="reportListItem"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="fair hue ceiling"/></block><l>1</l></block><block var="hues"/></block></block><block s="doAddToList"><block s="reportNewList"><list><block var="hue10"/><block s="reportVariadicSum"><list><block s="reportListItem"><l>3</l><block var="bottom hue"/></block><block s="reportQuotient"><block s="reportDifference"><block var="hue10"/><block s="reportListItem"><l>2</l><block var="bottom hue"/></block></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="fair hue ceiling"/></block><block s="reportListItem"><l>2</l><block var="bottom hue"/></block></block></block></list></block></list></block><block var="fair hues"/></block></script></block><block s="doReplaceInList"><l>2</l><block s="reportListItem"><l><option>last</option></l><block var="fair hues"/></block><l>1000</l></block><block s="doSetVar"><l>✐ fair hue table</l><block s="reportQuotient"><block var="fair hues"/><l>10</l></block></block></script></block-definition><block-definition s="✐ include transparency %&apos;rgb&apos; %&apos;transparency&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="transparency"/><l><option>number</option></l></block><script><block s="doSetVar"><l>transparency</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block var="transparency"/></block><l>255</l></list></block><l>100</l></block></block></script><script><block s="doSetVar"><l>transparency</l><l>255</l></block></script></block><block s="doReport"><block s="reportNewCostume"><block s="reportNewList"><list><block s="reportConcatenatedLists"><list><block var="rgb"/><block s="reportNewList"><list><block var="transparency"/></list></block></list></block></list></block><l>1</l><l>1</l></block></block></script></block-definition><block-definition s="✐ extract rgba values %&apos;value&apos; %&apos;transparency&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>red</l><l>green</l><l>blue</l></list></block><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>costume</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="value"/></block></block></block></script><list></list></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>number</option></l></block><script><block s="doSetVar"><l>red</l><block s="reportListItem"><l>1</l><block var="value"/></block></block><block s="doSetVar"><l>green</l><block s="reportListItem"><l>2</l><block var="value"/></block></block><block s="doSetVar"><l>blue</l><block s="reportListItem"><l>3</l><block var="value"/></block></block><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><script><block s="doSetVar"><l>red</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doSetVar"><l>green</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doSetVar"><l>blue</l><block s="reportListItem"><l>3</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="value"/></block></block><l>3</l></list></block><script><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>4</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block></script><script><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>2</l><block var="value"/></block></block></script></block></script></block><block s="doReport"><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block></block></script></block-definition><block-definition s="✐ RGB from HSV %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>hue</l><l>saturation</l><l>value</l><l>chroma</l><l>hue prime</l><l>2nd largest component</l><l>red</l><l>green</l><l>blue</l><l>smallest component</l><l>rgb</l></list></block><block s="doSetVar"><l>hue</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><l>360</l></list></block><l>100</l></block></block><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>2</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>value</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>3</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>chroma</l><block s="reportVariadicProduct"><list><block var="value"/><block var="saturation"/></list></block></block><block s="doSetVar"><l>hue prime</l><block s="reportQuotient"><block var="hue"/><l>60</l></block></block><block s="doSetVar"><l>2nd largest component</l><block s="reportVariadicProduct"><list><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportModulus"><block var="hue prime"/><l>2</l></block><l>1</l></block></block></block></list></block></block><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="hue prime"/><l>1</l></list></block><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="hue prime"/><l>2</l></list></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="hue prime"/><l>3</l></list></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script><script><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="hue prime"/><l>4</l></list></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="hue prime"/><l>5</l></list></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script></block></script></block></script></block></script></block></script></block><block s="doSetVar"><l>smallest component</l><block s="reportDifference"><block var="value"/><block var="chroma"/></block></block><block s="doSetVar"><l>rgb</l><block s="reportVariadicSum"><list><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block><block var="smallest component"/></list></block></block><block s="doReport"><block s="reportVariadicProduct"><list><block var="rgb"/><l>255</l></list></block></block></script></block-definition><block-definition s="✐ RGB from HSL %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>hue</l><l>saturation</l><l>lightness</l><l>chroma</l><l>hue prime</l><l>2nd largest component</l><l>red</l><l>green</l><l>blue</l><l>smallest component</l><l>rgb</l></list></block><block s="doSetVar"><l>hue</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><l>360</l></list></block><l>100</l></block></block><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>2</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>lightness</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>3</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>chroma</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block var="lightness"/></list></block><l>1</l></block></block></block><block var="saturation"/></list></block></block><block s="doSetVar"><l>hue prime</l><block s="reportQuotient"><block var="hue"/><l>60</l></block></block><block s="doSetVar"><l>2nd largest component</l><block s="reportVariadicProduct"><list><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportModulus"><block var="hue prime"/><l>2</l></block><l>1</l></block></block></block></list></block></block><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="hue prime"/><l>1</l></list></block><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="hue prime"/><l>2</l></list></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="hue prime"/><l>3</l></list></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script><script><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="hue prime"/><l>4</l></list></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="hue prime"/><l>5</l></list></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script></block></script></block></script></block></script></block></script></block><block s="doSetVar"><l>smallest component</l><block s="reportDifference"><block var="lightness"/><block s="reportQuotient"><block var="chroma"/><l>2</l></block></block></block><block s="doSetVar"><l>rgb</l><block s="reportVariadicSum"><list><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block><block var="smallest component"/></list></block></block><block s="doReport"><block s="reportVariadicProduct"><list><block var="rgb"/><l>255</l></list></block></block></script></block-definition><block-definition s="✐ color number near color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l><l>hue</l><l>saturation</l><l>lightness</l><l>hsl</l></list></block><block s="doSetVar"><l>color</l><custom-block s="✐ extract rgba values %l %upvar"><block var="color"/><l>transparency</l></custom-block></block><block s="doSetVar"><l>hsl</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>true</bool></l><block var="color"/></custom-block></block><block s="doSetVar"><l>hue</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="doSetVar"><l>saturation</l><block s="reportListItem"><l>2</l><block var="hsl"/></block></block><block s="doSetVar"><l>lightness</l><block s="reportListItem"><l>3</l><block var="hsl"/></block></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="saturation"/><l>25</l></list><comment w="107.33333333333333" collapsed="true">Nearly grayscale.</comment></block><script><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="lightness"/><l>50</l></list></block><script><block s="doReport"><block s="reportQuotient"><block var="lightness"/><l>10</l></block></block></script><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><l>5</l><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><l>50</l></block><l>5</l></block></list></block><block s="reportQuotient"><l>14</l><l>15</l></block></list></block></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="hue"/><l>2</l></list><comment w="70.66666666666667" collapsed="true">Red family</comment></block><script><block s="doIfElse"><block s="reportVariadicGreaterThanOrEquals"><list><block var="lightness"/><l>50</l></list></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>14</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="lightness"/></block><block s="reportDifference"><l>100</l><l>50</l></block></block><l>6</l></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicGreaterThanOrEquals"><list><block var="lightness"/><l>16.6</l></list></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>20</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><block s="reportDifference"><l>50</l><l>16.6</l></block></block><l>5</l></list></block></list></block></block></script><script><block s="doReport"><l>25</l></block></script></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="hue"/><l>8.7</l></list><comment w="137.33333333333334" collapsed="true">Brown/orange family</comment></block><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="reportDifference"><block var="lightness"/><block s="reportDifference"><l>100</l><block var="saturation"/></block></block><l>15</l></list><comment w="62" collapsed="true">brown</comment></block><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="hue"/><l>0.9</l></list></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>25</l><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="saturation"/></block><l>5.75</l></block></list></block></block></script><script><block s="doReport"><block s="reportDifference"><l>35</l><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="saturation"/></block><l>5.75</l></block></block></block></script></block></script><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>40</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>7</l><l>14</l><l>28</l></custom-block></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="hue"/><l>17</l></list><comment w="75.33333333333333" collapsed="true">yellow</comment></block><script><block s="doIf"><block s="reportVariadicLessThan"><list><block s="reportCombine"><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="color"/><block s="reportNewList"><list><l>114</l><l>93</l><l>0</l></list></block></block></block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><l>45</l></list></block><script><block s="doReport"><l>54.7</l></block></script><list></list></block><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>50</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>14</l><l>27.75</l><l>22.3</l></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="hue"/><l>34</l></list><comment w="75.33333333333333" collapsed="true">green</comment></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>60</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>32</l><l>20</l><l>6</l></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="hue"/><l>52</l></list></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>70</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>49</l><l>6</l><l>10</l></custom-block></block></script><list></list><comment w="75.33333333333333" collapsed="true">cyan</comment></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="hue"/><l>67</l></list><comment w="74" collapsed="true">blue</comment></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>80</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>64</l><l>10</l><l>13</l></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="hue"/><l>83.33333333</l></list><comment w="74" collapsed="true">purple</comment></block><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="hue"/><l>81.5</l></list></block><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="hue"/><l>82</l></list></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>85</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="hue"/><l>66.666</l></block><block s="reportDifference"><l>81.48</l><l>66.666</l></block></block><l>5</l></list></block></list></block></block></script><script><block s="doReport"><l>90</l></block></script></block></script><script><block s="doReport"><block s="reportDifference"><l>95</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><block s="reportDifference"><l>50</l><l>17.6</l></block></block><l>5</l></list></block></block></block></script></block></script><list></list></block><block s="doReport"><block s="reportVariadicSum"><list><l>95</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><l>50</l></block><l>5</l></list></block></list><comment w="90" collapsed="true">left of black</comment></block></block></script></block-definition><block-definition s="✐ HSL/HSV (hsl? %&apos;HSL?&apos; ) from RGB %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%b">false</input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>red</l><l>green</l><l>blue</l><l>max</l><l>min</l><l>chroma</l><l>hue</l><l>value</l><l>lightness</l><l>saturation</l></list></block><block s="doSetVar"><l>red</l><block s="reportQuotient"><block s="reportListItem"><l>1</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>green</l><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>blue</l><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>color</l><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block></block><block s="doSetVar"><l>max</l><block s="reportCombine"><block var="color"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>min</l><block s="reportCombine"><block var="color"/><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>chroma</l><block s="reportDifference"><block var="max"/><block var="min"/></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="chroma"/><l>0</l></list></block><script><block s="doSetVar"><l>hue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="max"/><block var="red"/></list></block><script><block s="doSetVar"><l>hue</l><block s="reportModulus"><block s="reportQuotient"><block s="reportDifference"><block var="green"/><block var="blue"/></block><block var="chroma"/></block><l>6</l></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="max"/><block var="green"/></list></block><script><block s="doSetVar"><l>hue</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportDifference"><block var="blue"/><block var="red"/></block><block var="chroma"/></block><l>2</l></list></block></block></script><script><block s="doSetVar"><l>hue</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportDifference"><block var="red"/><block var="green"/></block><block var="chroma"/></block><l>4</l></list></block></block></script></block></script></block></script></block><block s="doSetVar"><l>hue</l><block s="reportVariadicProduct"><list><l>60</l><block var="hue"/></list></block></block><block s="doIfElse"><block var="HSL?"/><script><block s="doSetVar"><l>lightness</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="max"/><block var="min"/></list></block><l>2</l></block></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="lightness"/><l>0</l></list></block><block s="reportVariadicEquals"><list><block var="lightness"/><l>1</l></list></block></list></block><script><block s="doSetVar"><l>saturation</l><l>0</l></block></script><script><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block var="lightness"/></list></block><l>1</l></block></block></block></block></block></script></block><block s="doReport"><block s="reportNewList"><list><block s="reportQuotient"><block var="hue"/><l>3.6</l></block><block s="reportVariadicProduct"><list><l>100</l><block var="saturation"/></list></block><block s="reportVariadicProduct"><list><l>100</l><block var="lightness"/></list></block></list></block></block></script><script><block s="doSetVar"><l>value</l><block var="max"/></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l>0</l></list></block><script><block s="doSetVar"><l>saturation</l><l>0</l></block></script><script><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block var="chroma"/><block var="value"/></block></block></script></block><block s="doReport"><block s="reportNewList"><list><block s="reportQuotient"><block var="hue"/><l>3.6</l></block><block s="reportVariadicProduct"><list><l>100</l><block var="saturation"/></list></block><block s="reportVariadicProduct"><list><l>100</l><block var="value"/></list></block></list></block></block></script></block></script></block-definition><block-definition s="✐ color number in %&apos;family&apos; family, from H: %&apos;hue&apos; S: %&apos;saturation&apos; L: %&apos;lightness&apos; $nl rising hue: %&apos;max hue&apos; $nl rising min lightness: %&apos;rise&apos; falling min lightness: %&apos;fall&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="hue"/><block var="max hue"/></list></block><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="lightness"/><block var="rise"/></list></block><script><block s="doReport"><block s="reportDifference"><block var="family"/><l>5</l></block></block></script><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportDifference"><block var="family"/><l>5</l></block><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><block var="rise"/></block><block s="reportDifference"><l>50</l><block var="rise"/></block></block><l>5</l></list></block></list></block></block></script></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="lightness"/><block var="fall"/></list></block><script><block s="doReport"><block s="reportVariadicSum"><list><block var="family"/><l>5</l></list></block></block></script><script><block s="doReport"><block s="reportDifference"><block s="reportVariadicSum"><list><block var="family"/><l>5</l></list></block><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><block var="fall"/></block><block s="reportDifference"><l>50</l><block var="fall"/></block></block><l>5</l></list></block></block></block></script></block></script></block></script></block-definition><block-definition s="✐ byte to hex %&apos;byte&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><custom-block s="✐ nybble to hex %n"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="byte"/><l>16</l></block></block></custom-block><custom-block s="✐ nybble to hex %n"><block s="reportModulus"><block var="byte"/><l>16</l></block></custom-block></list></block></block></script></block-definition><block-definition s="✐ nybble to hex %&apos;nybble&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="nybble"/><l>10</l></list></block><script><block s="doReport"><block var="nybble"/></block></script><script><block s="doReport"><block s="reportUnicodeAsLetter"><block s="reportVariadicSum"><list><block s="reportDifference"><block var="nybble"/><l>10</l></block><block s="reportUnicode"><l>a</l></block></list></block></block></block></script></block></script></block-definition><block-definition s="✐ limits %&apos;color&apos;" type="reporter" category="pen"><comment x="0" y="0" w="90" collapsed="false">hue mod 100, other components cut off at [0, 100]</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportCONS"><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportCDR"><block var="color"/></block><l>0</l></list></block><l>100</l></list></block></block></block></script></block-definition><block-definition s="✐ set pen to fair hue %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>old value temp</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>trans</l></list></block><block s="doSetVar"><l>oldHSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block><block s="doSetVar"><l>trans</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><block s="reportListItem"><l>1</l><block var="more"/></block><block s="getPenAttribute"><l><option>transparency</option></l></block></block></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doSetVar"><l>oldHSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script><list></list></block><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3.6</l></list></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block var="value"/></list></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block var="scale"/></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block var="index"/><block var="✐ brights"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ brights"/></block></list></custom-block></block><block s="doSetVar"><l>newHSV</l><custom-block s="HSV color"></custom-block></block><block s="doIfElse"><block var="✐ fair?"/><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block></block></script><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="oldHSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="oldHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block></script><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><block var="trans"/></block><custom-block s="✐ make integer RGB"></custom-block></script></block-definition><block-definition s="✐ set pen to color number %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>brights</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>color</l><l>pivots</l><l>old value temp</l></list></block><block s="doSetVar"><l>✐ color scale</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3</l></list></block></block><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="color"/><l>42</l></list></block></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></list></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="color"/><l>60</l></list><comment w="96.66666666666667" collapsed="true">spread out pink</comment></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicSum"><list><l>45</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></list></block></list></block></block></script><list></list></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ colors"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>2</l></list></block><block var="✐ colors"/></block></list></custom-block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>color number</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><l>100</l><l>50</l></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><l>100</l><l>100</l></list></block></block></script></block-definition><block-definition s="✐ set pen to RGB hex %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportVariadicSum"><list><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>a</l></list></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="value"/><l><option>letter</option></l></block></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="doSetVar"><l>value</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l></l></list></block></autolambda><list></list></block><block var="value"/></block></block></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><l></l><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><l></l><l>15</l></list></block></list></block></autolambda><list></list></block><block var="value"/></block><l><option>number</option></l></block><script><custom-block s="error %txt"><l>Badly formed hex color.</l></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>8</l></list></block><script><custom-block s="error %txt"><l>More than eight hex digits.</l></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>6</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>7</l><block var="value"/></block></list></block><block s="reportListItem"><l>8</l><block var="value"/></block></list></block><l>100</l></list></block><l>255</l></block></block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>6</l></block><block var="value"/></block></block></script><list></list></block><block s="doRepeat"><block s="reportDifference"><l>6</l><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><l>0</l><block var="value"/></block></block></script></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block><block s="reportListItem"><l>2</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></list></block><block s="reportListItem"><l>4</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></list></block><block s="reportListItem"><l>6</l><block var="value"/></block></list></block></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to X11 name %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ no spaces %s"><block var="value"/></custom-block></block><custom-block s="use case-independent comparisons %b"><l><bool>true</bool></l></custom-block><custom-block s="catch %upvar %cs"><l>x11w3c</l><script><block s="doIf"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block var="value"/><block s="reportListItem"><l>4</l><l/></block></list></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>exact matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>?? multiple exact matches for </l><block var="value"/></list></block></custom-block></script><list></list></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>4</l><l/></block><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><l/></block><block var="value"/></custom-block></list></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>partial matches</l><l><bool>true</bool></l></custom-block></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Color name </l><block var="value"/><l> not found.</l></list></block></custom-block></script><list></list></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><block var="match"/></block><block var="value"/></custom-block><l></l></list></block></autolambda><list><l>match</l></list></block><block var="partial matches"/><block var="x11w3c"/><l>head matches</l><l><bool>true</bool></l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="head matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="head matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="partial matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="partial matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script></block></script><comment w="294.6666666666667" collapsed="true">SUBSET throws here if it handles a unique match</comment></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ color from X11 name %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><block s="doSetVar"><l>color</l><custom-block s="✐ no spaces %s"><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block></block><custom-block s="use case-independent comparisons %b"><l><bool>true</bool></l></custom-block><custom-block s="catch %upvar %cs"><l>x11w3c</l><script><block s="doIf"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block var="color"/><block s="reportListItem"><l>4</l><l/></block></list></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>exact matches</l><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>?? multiple exact matches for </l><block var="color"/></list></block></custom-block></script><list></list></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>4</l><l/></block><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><l/></block><block var="color"/></custom-block></list></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>partial matches</l><l><bool>false</bool></l></custom-block></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Color name </l><block var="color"/><l> not found.</l></list></block></custom-block></script><list></list></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><block var="match"/></block><block var="color"/></custom-block><l></l></list></block></autolambda><list><l>match</l></list></block><block var="partial matches"/><block var="x11w3c"/><l>head matches</l><l><bool>false</bool></l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="head matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="head matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="partial matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="partial matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script></block></script><comment w="294.6666666666667" collapsed="true">SUBSET throws here if it handles a unique match</comment></custom-block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="✐ X11 catch"/><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script></block-definition><block-definition s="✐ color from RGB hex %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>2</l><block var="value"/></block></block><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportVariadicSum"><list><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>a</l></list></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>letter</option></l></block></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="doSetVar"><l>value</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l></l></list></block></autolambda><list></list></block><block var="value"/></block></block></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><l></l><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><l></l><l>15</l></list></block></list></block></autolambda><list></list></block><block var="value"/></block><l><option>number</option></l></block><script><custom-block s="error %txt"><l>Badly formed hex color.</l></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>8</l></list></block><script><custom-block s="error %txt"><l>More than eight hex digits.</l></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>6</l></list></block><script><block s="doSetVar"><l>transparency</l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>7</l><block var="value"/></block></list></block><block s="reportListItem"><l>8</l><block var="value"/></block></list></block><l>100</l></list></block><l>255</l></block></block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>6</l></block><block var="value"/></block></block></script><list></list></block><block s="doRepeat"><block s="reportDifference"><l>6</l><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><l>0</l><block var="value"/></block></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block><block s="reportListItem"><l>2</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></list></block><block s="reportListItem"><l>4</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></list></block><block s="reportListItem"><l>6</l><block var="value"/></block></list></block></list></block><block var="transparency"/></custom-block></block></script></block-definition><block-definition s="✐ CMYK from RGB %&apos;rgb&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>cmy</l><l>k</l></list></block><block s="doSetVar"><l>rgb</l><block s="reportQuotient"><block var="rgb"/><l>255</l></block></block><block s="doSetVar"><l>k</l><block s="reportCombine"><block var="rgb"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>cmy</l><block s="reportQuotient"><block s="reportDifference"><block var="k"/><block var="rgb"/></block><block var="k"/></block></block><block s="doReport"><block s="reportConcatenatedLists"><list><block var="cmy"/><block s="reportNewList"><list><block s="reportDifference"><l>1</l><block var="k"/></block></list></block></list></block></block></script></block-definition><block-definition s="✐ RGB from CMYK %&apos;cmyk&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>cmyk</l><block s="reportDifference"><l>1</l><block var="cmyk"/></block></block><block s="doReport"><block s="reportVariadicProduct"><list><l>255</l><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="cmyk"/></block><block s="reportListItem"><l>4</l><block var="cmyk"/></block></list></block></list></block></block></script></block-definition><block-definition s="lighten %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicSum"><list><l>50</l><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block></list></block><list><l></l></list></custom-block></block></script></block-definition><block-definition s="darken %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportDifference"><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block><l>100</l></block><list><l></l></list></custom-block></block></script><scripts><script x="191" y="20.28888888888893"><block s="reportCombine"><l/><block s="reifyReporter"><script></script><list></list></block></block></script><script x="101.9951171875" y="193.40000000000006"><block s="reportNewList"><list><l>-75</l><l>-75</l><l>-100</l></list></block></script><script x="39.666666666666664" y="116.77777777777779"><block s="reportCombine"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><l></l><l>0</l></list></block></autolambda><list></list></block><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block></block><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block></script></scripts></block-definition><block-definition s="$brush color %&apos;color&apos; at weight %&apos;weight&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="color"/><block var="weight"/></list></block></block></script></block-definition><block-definition s="plot %&apos;waveform&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="up"></block><block s="gotoXY"><l>-72</l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>100</l><block s="reportListItem"><l>1</l><block var="waveform"/></block></list></block><l>50</l></block></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>36</l><script><block s="gotoXY"><block s="reportVariadicSum"><list><l>-72</l><block s="reportVariadicProduct"><list><l>4</l><block var="i"/></list></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>200</l><block s="reportListItem"><block var="i"/><block var="waveform"/></block></list></block><l>50</l></block></block></script></block></script><scripts><script x="426" y="41.55555555555558"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-72</l><l>-50</l></block><block s="down"></block><block s="gotoXY"><l>72</l><l>-50</l></block><block s="up"></block><block s="gotoXY"><l>-72</l><l>-50</l></block><block s="down"></block><block s="gotoXY"><l>-72</l><l>150</l></block></script></scripts></block-definition><block-definition s="$brush color from %&apos;color&apos; and %&apos;dimension&apos; %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%s" readonly="true"><options>fair hue&#xD;transparency&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;}&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>old</l><l>transp</l></list></block><block s="doSetVar"><l>transp</l><custom-block s="$brush %s from color %obj"><l>transparency</l><block var="color"/></custom-block></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>color number</l><l>hue</l><l>fair hue</l></list></block><block var="dimension"/></block><script><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block></script><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>red</l><l>green</l><l>blue</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="value"/><l>0</l></list></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="value"/><l>255</l></list></block><script><block s="doSetVar"><l>value</l><l>255</l></block></script><list></list></block></script><script><block s="doIf"><block s="reportListContainsItem"><block s="reportNewList"><list><l>saturation (HSV)</l><l>saturation (HSL)</l><l>value (brightness)</l><l>lightness</l><l>fair saturation (HSV)</l><l>fair saturation (HSL)</l><l>fair value (brightness)</l><l>fair lightness</l><l>transparency</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="value"/><l>0</l></list></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="value"/><l>100</l></list></block><script><block s="doSetVar"><l>value</l><l>100</l></block></script><list></list></block></script><list></list><comment w="164.66666666666666" collapsed="false">We have to do this last test to rule out the vector options, which aren&apos;t numbers; their code makes three recursive calls and we catch range issues then.</comment></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>hue</l></list></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSV)</l></list></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>value (brightness)</l></list></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSL)</l></list></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>lightness</l></list></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>transparency</l></list></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>color</l><block var="color"/><list><l></l></list></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>red</l></list></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>green</l></list></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>blue</l></list></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair hue</l></list></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSV)</l></list></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair value (brightness)</l></list></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSL)</l></list></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair lightness</l></list></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to lightness %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><custom-block s="✐ update HSL"></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ HSL</l><block var="✐ raw HSL"/></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block var="value"/></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to color %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%l"></input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><block s="reportQuotient"><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="value"/></block></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>255</l></list></block></block></block></list></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen size to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setSize"><block var="value"/></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen transparency to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>transparency</option></l><block var="value"/></block></script></block-definition><block-definition s="✐ set pen red to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block><block s="reportListItem"><l>2</l><block var="old rgb"/></block><block s="reportListItem"><l>3</l><block var="old rgb"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen green to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="old rgb"/></block><block var="value"/><block s="reportListItem"><l>3</l><block var="old rgb"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen blue to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="old rgb"/></block><block s="reportListItem"><l>2</l><block var="old rgb"/></block><block var="value"/></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ constrain %&apos;value&apos; %&apos;low&apos; %&apos;high&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="value"/><block var="low"/></list></block><script><block s="doReport"><block var="low"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="value"/><block var="high"/></list></block><script><block s="doReport"><block var="high"/></block></script><list></list></block><block s="doReport"><block s="reportVariadicSum"><list><block var="value"/><l>0</l></list></block></block></script></block-definition><block-definition s="✐ set pen to RGB vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><block var="value"/><block var="more"/></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>4</l><block var="value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>4</l><block var="value"/></block><l>100</l></list></block><l>255</l></block></block></block></script><list></list></block><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ constrain %s %s %s"><l></l><l>0</l><l>255</l></custom-block></autolambda><list></list></block><block var="value"/></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="value"/></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen to HSL saturation %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><custom-block s="✐ update HSL"></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ HSL</l><block var="✐ raw HSL"/></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block var="value"/></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to HSL vector %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more value"/></block><block s="reportListItem"><l>2</l><block var="more value"/></block></list></block></block><block s="doSetVar"><l>more value</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more value"/></block></list></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doSetVar"><l>✐ HSL</l><block s="reportCONS"><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l></block><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ constrain %s %s %s"><l></l><l>0</l><l>100</l></custom-block></autolambda><list></list></block><block s="reportCDR"><block var="value"/></block></block></block></block><block s="doSetVar"><l>✐ raw HSL</l><block var="✐ HSL"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen saturation (HSV) to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>saturation</option></l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block s="getPenAttribute"><l><option>saturation</option></l></block></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen value (brightness) to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>brightness</option></l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block s="getPenAttribute"><l><option>brightness</option></l></block></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to HSV vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more value</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="value"/></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to h: %n s: %n v: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportQuotient"><block var="✐ raw HSV"/><l>100</l></block></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to hue %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script><list></list></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doIf"><block var="✐ fair?"><comment w="118" collapsed="true">if USED TO BE fair</comment></block><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportQuotient"><block s="reportModulus"><block var="value"/><l>100</l></block><l>100</l></block><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><l>100</l></block><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block><l>100</l></block></custom-block></script><list></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block></script><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block><custom-block s="✐ make integer RGB"></custom-block></script></block-definition><block-definition s="✐ set pen to fair saturation (HSL) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>newHSV</l><l>index</l><l>scale</l><l>oldHSV</l></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><custom-block s="✐ update HSL"></custom-block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to fair lightness %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>newHSV</l><l>index</l><l>scale</l><l>oldHSV</l></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><custom-block s="✐ update HSL"></custom-block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to fair HSL vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script><list></list></block><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><block s="reportListItem"><l>2</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair lightness %s %l"><block s="reportListItem"><l>3</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair hue %s %l"><block s="reportListItem"><l>1</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><script><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block></script></block-definition><block-definition s="✐ set pen to fair saturation (HSV) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to fair value (brightness) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to fair HSV vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script><list></list></block><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><block s="reportListItem"><l>2</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair value (brightness) %s %l"><block s="reportListItem"><l>3</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair hue %s %l"><block s="reportListItem"><l>1</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators"><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="substring of %&apos;string&apos; before %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="175.33333333333334" collapsed="false">Reports the part of the first string up to the first instance of the second string inside it.  If the second string isn&apos;t found, reports the entire first string.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="index"/><l>0</l></list></block><block var="string"/><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><l>1</l><block s="reportDifference"><block var="index"/><l>1</l></block></custom-block></block></block></script></block-definition><block-definition s="substring of %&apos;string&apos; after %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="203.33333333333334" collapsed="false">Reports the portion of the first input string starting after the first occurrence of the second string.  If the second string isn&apos;t found in the first string, reports an empty string.</comment><header></header><code></code><translations>pt:o texto de _ depois de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="index"/><l>0</l></list></block><l></l><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><block s="reportVariadicSum"><list><block var="index"/><block s="reportTextAttribute"><l><option>length</option></l><block var="marker"/></block></list></block><l></l></custom-block></block></block></script></block-definition><block-definition s="position of %&apos;small&apos; in %&apos;large&apos;" type="reporter" category="operators"><comment x="0" y="0" w="294" collapsed="false">Reports the character position (starting from 1) of the beginning of the first input string inside the second input string.&#xD;If it&apos;s not found, reports 0.</comment><header></header><code></code><translations>pt:a posição de _ em _&#xD;</translations><inputs><input type="%s"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportIfElse"><custom-block s="use case-independent comparison"></custom-block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><custom-block s="to lower case %txt"><block var="small"/></custom-block><custom-block s="to lower case %txt"><block var="large"/></custom-block></list></block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><block var="small"/><block var="large"/></list></block></block></block></script></block-definition><block-definition s="use case-independent comparisons %&apos;tf&apos;" type="command" category="operators"><comment x="0" y="0" w="225.33333333333334" collapsed="false">If input is TRUE, comparisons made by functions in the string library will be case-independent (so &quot;FOO&quot; = &quot;foo&quot;).  This is the default.&#xD;If input is FALSE, comparisons will be exact.</comment><header></header><code></code><translations>pt:altera comparações ignorando distinção minúsculas/maiúsculas para _&#xD;</translations><inputs><input type="%b"></input></inputs><script><block s="doIfElse"><block s="reportNot"><block var="tf"/></block><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>global</l><l>_case indepent</l></list></block><block s="doApplyExtension"><l>var_set(name, val)</l><list><l>_case indepent</l><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></script><script><block s="doApplyExtension"><l>var_delete(name)</l><list><l>_case indepent</l></list></block></script></block></script></block-definition><block-definition s="substring of %&apos;str&apos; from position %&apos;start&apos; to position %&apos;end&apos; inclusive" type="reporter" category="operators"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1).  If the third input is empty, reports the portion from the first position to the end of the string.&#xD;If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.</comment><header></header><code></code><translations>pt:o texto de _ entre as posições _ e _ , inclusive&#xD;</translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportLetter"><block s="reportNumbers"><block var="start"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="end"/><l>0</l></list></block><block s="reportTextAttribute"><l><option>length</option></l><block var="str"/></block><block var="end"/></block></block><block var="str"/></block></block></block></script></block-definition><block-definition s="text %&apos;string&apos; contains %&apos;marker&apos;" type="predicate" category="operators"><comment x="0" y="0" w="218" collapsed="false">Reports True if the first input string contains the second input string, otherwise false.&#xD;&#xD;Comparison is case-independent by default; use USE CASE-INDEPENDENT COMPARISONS to change that.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportVariadicGreaterThan"><list><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block><l>0</l></list></block></block></script></block-definition><block-definition s="to lower case %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="275.3333333333333" collapsed="false">Reports the input text with lower case letters instead of capital letters in the input.  Uses the user&apos;s locale&apos;s rules for case conversion.</comment><header></header><code></code><translations>pt:em minúsculas _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>txt_lowercase(txt)</l><list><block var="text"/></list></block></block></script></block-definition><block-definition s="use case-independent comparison" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportApplyExtension"><l>var_get(name)</l><list><l>_case indepent</l></list></block></block></script><list></list></block><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables"><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"><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="speak %&apos;text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;pitch&apos; rate %&apos;rate&apos;" type="command" category="sound"><header></header><code></code><translations>de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _&#xD;pt:fala _ na língua _ _ com tom _ e velocidade _&#xD;ca:digues _ amb accent _ _ to _ i velocitat _&#xD;</translations><inputs><input type="%s">Hello, World!</input><input type="%txt">en-US<options>العربية=ar&#xD;Български=bg&#xD;বাংলা=bn&#xD;Català=ca&#xD;Català - Valencià=ca-VA&#xD;Česky=cs&#xD;Deutsch=de&#xD;Dansk=dk&#xD;Ελληνικά=el&#xD;English-American=en-US&#xD;English-British=en-GB&#xD;Esperanto=eo&#xD;Español=es&#xD;Eesti=et&#xD;Euskara=eu&#xD;suomi=fi&#xD;Français=fr&#xD;Galego=gl&#xD;Hrvatski=hr&#xD;Magyar=hu&#xD;Interlingua=ia&#xD;Bahasa Indonesia=id&#xD;Italiano=it&#xD;日本語=ja&#xD;にほんご=ja-HIRA&#xD;ಕನ್ನಡ=kn&#xD;한국어=ko&#xD;Malayalam=ml&#xD;Nederlands=nl&#xD;Norsk=no&#xD;Polski=pl&#xD;Português=pt&#xD;Português do Brasil=pt-BR&#xD;Român=ro&#xD;Русский=ru&#xD;Slovenščina=si&#xD;svenska=sv&#xD;Tamil=ta&#xD;Telagu=te&#xD;Türkçe=tr&#xD;Українська=ua&#xD;简体中文=zh-CN&#xD;繁體中文=zh-TW</options></input><input type="%n">1</input><input type="%n">1</input></inputs><script><block s="doApplyExtension"><l>tts_speak(txt, lang, pitch, rate)</l><list><block var="text"/><block var="lang"/><block var="pitch"/><block var="rate"/></list></block></script></block-definition><block-definition s="speak %&apos;text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;pitch&apos; rate %&apos;rate&apos; and wait" type="command" category="sound"><header></header><code></code><translations>de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _ und warte&#xD;pt:fala _ na língua _ _ com tom _ e velocidade _ , e espera&#xD;ca:digues _ amb accent _ _ to _ velocitat _ i espera&#xD;</translations><inputs><input type="%s">Hello, World!</input><input type="%txt">en-US<options>العربية=ar&#xD;Български=bg&#xD;বাংলা=bn&#xD;Català=ca&#xD;Català - Valencià=ca-VA&#xD;Česky=cs&#xD;Deutsch=de&#xD;Dansk=dk&#xD;Ελληνικά=el&#xD;English-American=en-US&#xD;English-British=en-GB&#xD;Esperanto=eo&#xD;Español=es&#xD;Eesti=et&#xD;Euskara=eu&#xD;suomi=fi&#xD;Français=fr&#xD;Galego=gl&#xD;Hrvatski=hr&#xD;Magyar=hu&#xD;Interlingua=ia&#xD;Bahasa Indonesia=id&#xD;Italiano=it&#xD;日本語=ja&#xD;にほんご=ja-HIRA&#xD;ಕನ್ನಡ=kn&#xD;한국어=ko&#xD;Malayalam=ml&#xD;Nederlands=nl&#xD;Norsk=no&#xD;Polski=pl&#xD;Português=pt&#xD;Português do Brasil=pt-BR&#xD;Român=ro&#xD;Русский=ru&#xD;Slovenščina=si&#xD;svenska=sv&#xD;Tamil=ta&#xD;Telagu=te&#xD;Türkçe=tr&#xD;Українська=ua&#xD;简体中文=zh-CN&#xD;繁體中文=zh-TW</options></input><input type="%n">1</input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>tts_speak(txt, lang, pitch, rate)</l><list><block var="text"/><block var="lang"/><block var="pitch"/><block var="rate"/></list></block></block><block s="doWaitUntil"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="OriginalWalk walking" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>dinosaur2 b</l></block><block s="doWait"><l>.4</l></block><block s="doSwitchToCostume"><l>dinosaur2 a</l></block><block s="doWait"><l>.4</l></block></script></block-definition><block-definition s="turbo %&apos;action&apos;" type="command" category="other"><header></header><code></code><translations>pt:executa no modo turbo _&#xD;</translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>begin</l></list></block><block s="doSetVar"><l>begin</l><block s="reportGlobalFlag"><l><option>turbo mode</option></l></block></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block var="begin"/></block></script></block-definition><block-definition s="%&apos;frequency&apos; Hz for %&apos;duration&apos; secs at %&apos;sample rate&apos; Hz sample rate" type="reporter" category="sound"><header></header><code></code><translations>pt:as amostras de som com _ Hz de _ s amostrado a _ Hz&#xD;ca:_ Hz durant _ segons amb mostreig de _ Hz&#xD;</translations><inputs><input type="%n">440<options>a 55=55&#xD;a 110=110&#xD;a 220=220&#xD;a 440=440&#xD;a 880=880&#xD;a 1760=1760&#xD;a 3520=3520</options></input><input type="%n">1</input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><l>2</l><custom-block s="PI"></custom-block><block var="frequency"/><block s="reportQuotient"><block s="reportNumbers"><l>1</l><block s="reportVariadicProduct"><list><block var="duration"/><block var="sample rate"/></list></block></block><block var="sample rate"/></block></list></block></custom-block></block></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations>pt:π&#xD;</translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:_ radianos em graus&#xD;ca:graus de _ radiants&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="sound named %&apos;name&apos;" type="reporter" category="sensing"><header></header><code></code><translations>pt:o som _&#xD;ca:so de nom _&#xD;</translations><inputs><input type="%s"><options>§_soundsMenu</options></input></inputs><script><block s="doReport"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportGetSoundAttribute"><l><option>name</option></l><l></l></block><block var="name"/></list></block></autolambda><list></list></block><block s="reportGet"><l><option>sounds</option></l></block></block></block></script></block-definition><block-definition s="plot sound %&apos;name&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations>pt:desenha o gráfico do som _&#xD;ca:dibuixa el so _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_soundsMenu</options></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>sound</l></list></block><block s="doSetVar"><l>sound</l><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportIsA"><block var="name"/><l><option>list</option></l></block><block s="reportIsA"><block var="name"/><l><option>sound</option></l></block></list></block><block var="name"/><custom-block s="sound named %s"><block var="name"/></custom-block></block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><block s="reportGetSoundAttribute"><l><option>samples</option></l><block var="sound"/></block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportGetSoundAttribute"><l><option>length</option></l><block var="sound"/></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>4</l></block></block><block s="doForEach"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="channel"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>6.4</l></block></list></block><block var="offset"/></list></block></block></script></block></script></custom-block><block s="up"></block><block s="doChangeVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block></block></script></block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="samples"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>3.2</l></block></list></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="192" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations>pt:$circleSolid-1-255-0-0 uma nova gravação&#xD;ca:$circleSolid-1-255-0-0 enregistra&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>mda_record</l><list></list></block></block><block s="doWaitUntil"><block s="reportVariadicNotEquals"><list><block s="evaluate"><block var="callback"/><list></list></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block><block s="doReport"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="note from %&apos;pitch&apos; hz" type="reporter" category="sound"><header></header><code></code><translations>pt:a nota com _ Hz&#xD;ca:nota de _ Hz&#xD;</translations><inputs><input type="%n">440</input></inputs><script><block s="doReport"><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>12</l><block s="reportQuotient"><block s="reportMonadic"><l><option>log</option></l><block s="reportQuotient"><block var="pitch"/><l>440</l></block></block><block s="reportMonadic"><l><option>log</option></l><l>2</l></block></block></list></block><l>69</l></list></block></block></block></script></block-definition><block-definition s="hz from note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:a frequência da nota _&#xD;ca:freqüència (hz) de la nota _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><l>440</l><block s="reportPower"><l>2</l><block s="reportQuotient"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block></block></list></block></block></script></block-definition><block-definition s="name of note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:o nome da nota _&#xD;ca:nom de la nota _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block><l>1</l></list></block><block s="reportNewList"><list><l>A</l><l>Bb</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l></list></block></block></block></script></block-definition><block-definition s="average of %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicSum"><block var="data"/></block><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block></script></block-definition><block-definition s="fade in %&apos;samples&apos; for %&apos;count&apos;" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><block var="samples"/><block s="reportConcatenatedLists"><list><block s="reportQuotient"><block s="reportNumbers"><l>0</l><block var="count"/></block><block var="count"/></block><block s="reportReshape"><block s="reportMonadic"><l><option>id</option></l><l>1</l></block><list><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block var="count"/></block></list></block></list></block></list></block></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="5" 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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" 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" mediaID="Stage_cst_Background"/><costume name="Desert" center-x="240" center-y="180" 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" mediaID="Stage_cst_Desert"/><costume name="Night City with Street" center-x="240" center-y="180" 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" mediaID="Stage_cst_Night City with Street"/><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/><costume name="Timemachine-removebg-preview(2)" center-x="75" center-y="70.5" 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" mediaID="Sprite_cst_Timemachine-removebg-preview(2)"/><costume name="Untitled" center-x="240" center-y="180" 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RIZQbBEHLdd3VKIp0SZKm4jiOwjBsRlHUAfOIpmkVGrWTJCkpijLmOE7VNM2PwzDcgOhQHMdJGIa1IAgqruvCq+77Pvzt2LYdcRyXYFDZw413QENjMNljwQOgrK+v067rciRJInB8kiQZu64Ljsl+Ulf8ME0Frtd1Xc3lSsfm5o7/8pGZmS/SNMWtV9bfX1tb+YcwDOvFYlGWZRmcq57neTqYMYIggKNVFkWxzPP8sCiKM4IgHOE4rgQWTpqmHnzpGYZRGYbReJ6H0DAP5k8YhhYACvwURXEYQCcMQxMACMQFjluWZWWapnlo4dEDjDue5wF9QpIkgCVhDfwnvXHqnudVbdtuB0Hg0zQdJkkCiko8mLuyx0uBh99jCWAw2WMB94YHgmVKURQRXCcUJfIxl0RRkvhsELimaUK2afQwEqFz585xjkPkJiaGX5o78fx/PzU5+brjuMb6RvWfW43aTyBjVRTFzD0Ha2yCpgChGkmShjiOy3McNyIIwqwoihMsy2ZJkmThy5wkCQCDxDCMwHEcB1SScL9hGIIm4gM4CYIA5kwcRREAQJddnqIommEYmALOjz3PA7BYAR9LkiQBMPBDO9Q4jhthGOoAeNDuAoAlCAITxoXxAVCjKIpFUYwwqOzPRtzLWTCY7KV0f3bs+4AClX20KEqIJKlOp1OLYyWhKAOyTf0HJaaBqTMyMqKyrDQ0NjbymemZ6V/JZ3MzYE3U69X3Lcu6QZJkks/ngVsWWZY1D1oEsMOzLDsCmgnP8+OiKI6BJkJRFAcJbPACq4VhGIphGAAWIk1TIo5jABQiiqKU53kSMATe62EJgEn3XPgJ2g2YL0EQgBnUjuMYNB4Tfof3euZR0/f9ehiGbdB24ji2PM8zgiDwbJvyCMIMwVzrdDrRm2++GeCs2f3blLs5EwaT3ZTmI8aC/JF6vU6Oj4/zklTICAIvkGTgQ3Mu16VDinIc6HF+4cIF8Kvc96OAqSPLcoGmRVVVpaGhkaHTE+Njv1wsluYC321VKpW/s237biaTOS7L8rTnefDlXQfVoaeNDPE8P4oQKrMsK1IUxQKKAHCQJPkz4ACPAMARRVEXPABk4Dz4HX7C0b8GfsJ5cD6AVxRFXaAAX0sPODqu6y7FcQwg0gEgSdPUBQ0GgCYIgo5tJyZBuHB9wHGcX6vVQl3XQ5zsto8bc5emwmCyS4Lc6jBvvPEG2yumY2VZ5mQ5n2OYmAZASZLEC4LAIknSV1UVvrnJW2+91a1v+eM//uNhoXuoGS2nHBsbHfuFkeGRLyqymKvVah8YhvExx3E5RVFmQdsAfwV8gQVBKDMMUwBTB5ysUIND0+C2Ibug0AcU0DTg7z6YAHjAC7SPPogMgkkfVABM4P2eRhOBZtIzbZoJpMHa9h0AD9BWwASKogg0F8PzPHDIboBTF0yoMKTCKLJ9m2EcOY4DhFCIa3u2uqsOx3kYTPZ5HUDLuHHjBgOp7DB1NpsVeZ5XRVHMxvAlD0PHTVMHdTPe+VBVycT3fb9QKAgURWmQXi/I8lQhXzyVy2ZfHB4qnk7TFL6NDd/32+BMRQiBkzUAXwZJkuALgWgNdNfTWJbtmjQAEgAeABh9TaMvir4W0jdr+iCzWVQAIGAO9T+H88EHEoah0wMQiAotJ0kCGksA99nzp+gQ6YHoTxgmRhwnoK3Yfhqases6vu874CCmKCrEvpR93qCPMR0Gk8cQ3k4vBXNneHiYgevffvtt/2tf+1quUChMCYJSSNM0DtLQSPzUpajIoSgKCuxoVlVTmmEikSCKCMmlXC5zVJbV2XK59MVcLjcL2oau6xUwNSRJAker4Pu+CQ5PiqIg/JvjOA6iL13TZTOYDAJGH0z6Gkf/s/7PQU3F87yfGQs0FQjlAKAkSWL4vl9JkgR+D+HZQDsJw7Dled46OGajhHSSKHKCONAj3297ngdRJNtxSI+iXEfXIUUFmz073Wv7eR0Gk/2U9sBcEKGBVHddJxiOc+MwFNhsVhjJFbWjiEWy7wcbvm+vR1Hk0KJIS6LISCwLzskaz/OviqJSRogfnZgY+xXIBZFlGaI0hO/7oAVEELVBCAlBEEQQvYEITN9x2nee9s2cTxNBHzgedk4fcHpayaC/JQKzDXwkURTZQRC0fd/vRnfiOLYhAg2BI9cPmnEYGeBnCeKwE/k+RIZqtm13PM/zO52Oz7IsBpQD2qfbmRaDyXaktYvngrnTyztBnufF4DMRBEGSpExZVeVxhJBMMjQZ+SH4HiySjH0GIVYV1awkiXmSpmWSTITy8PB/kCRpWtO0Mcj56CZvQGoqRfGQNwIRGZIkKQCSwShMXzPZClg86rH7/pW+47Yf+QHA6PlJXACTKIpq4MfpgUw3Wc8LIMITmXEYdnw/aIShV3ccp2IYQTUIDN+2aZ/n/cD3/VjXdShFwLQGj1qQA/ocg8kBCR6mBe0EISQlSQJaChxUwnEoKyjDmYx6VJblUYphyDgMW/C/NpVSkIwmCgLKMhwnkSQhKpI4JsvylKZpz4F2QtM004u+QGIa1feJDEZtBqMxuwEm/WhPL6pzP4zcex+y0xxwzEK4OIqiFvhDwOSBB/a80Ajj0PQcf8MP3Sr8dAJ3zTHAPHItx3FC13UjXecDkqxD3U8316XHPJfgqM8BbuBNU2MwOcC16HKnlkqi5xFZnk+FJGEACCieJ5EgCEVOEIYK+eIxlqZEkmbAo9rxwrBBUVSqyVJZluVxkiRonufzmqbNKIoyghCC0C/Z/2IPgskgiPSjOY96/K2AzUA0p+vQ7b8GQ8pxHPs9R6wJKf+gscDcpuU0IJnNc90N13eXXdurep6/blnOehQ5lmHEQchHKQ2AQpIJ8jwIaVOgqRiG5qsq9qc8ag3363MMJvsl6YfM881vfpMnJSkvpGyOQZRGEAQi45hMU5qiaYpSM5lZTVGPyIo0BSq+47qrcRg6gigWJFkZZyjwyzII6m9kWYa0eYVlWaAe6H6pAVTg6IPHIIg8LEozeKuPAhM4d9BvsjkSNOjMBUUE6CCTJLFBUwHtRDetZd/zW47trji+u+jZTs11vbrv203XTSyX8EMw1cIoStkwhNomMNsS27YBjJIbBOHMYdPngHfxvekxmBzwMvQJmTmOG2IQKjE0XWRIWoSvf89JSUiKMq5pyvOKrEwwDMukKaTCp2FKJKkkoCLklXAcp/A8Dyn1ACaQ634/9Nt/xEHw2ByheZgY+uHhR4lpEFD6v/eBpn9tkiQp5JmAU7lXaOjqurUEIWzHc5dd11723aDhBG7Ht30jDLs5K3AkIRl2k1SoIIgsy3LBVLJtOzYMI2i328lWqrAf9Qz488eTAAaTx5PfY18Nps7MzIwQx3RZFNEIErlxjuGHWJaRSJqm4jh0WZoVEBKHZUWcliS5zLKckKRxFEexy7F0t+AO6mvg1fsdivzuO1w/7SYfpZ08SjPZnNC2GUgGw8m9iE8EiXmQhwKgYjlu1ff9puO4S7Ztr0VBCFEfK4piP4rCKIgDiCX7juuajueZoWVBDottGIa7qqrxHEFgv8lj78LdGQCDye7Iccej9MGEpukyZKvyvDjB89wIyzJFimElxPMSSaRJSlIMSzMyh7i8gIQCQggS0JjAdz2WZaGKF3wl4MjtEkVD3gkACs/zP3Nvm8Fht8BkUAsZnGMQTHo1P1DLY0OCXRRFpu+HHc/3Wo7tVVwfigE9PYwSPwp9KBiMkighXdfTDcNa9zyz0fQ83QwCl2i1/FwuF9+4cWNL3DA7XiB84ZYlgMFky6LamxPPnTvHlEolBBW+CClFXmRHBUEaFwVhgue4kigIBYZlwScCiWcSaB5QW0PTdPfFsTQwqkGYGXLku3nygyYMy8LH+3Ns1lJgVsiQHazr6aXdd8sGQDvRTXs1CkLL8/xWEPlGFMUQRvbALwTVxfVWY8H1vKat6+tAYUCSpNdsNruOIN/3k4dVWu/PE+NZBiWAweSA9wPQK/q+L6iqWhRFMc8KQlnihUlRFCeBBU0UhRGO52RIuec4DkwahiIpjmZo8IuwDE0CTwqsIwAKvO47W+HRDhpMBsPGPSCBlHvX98EnErYN01oF/SNKkjCJIt8PfdO1nXXDMFdc121alr7u+37LNM1mu922GpIUK61WWq1WQSP5mYLIA17KZ356DCYHvAUg1ySTyYjZbDbPimJeFISyyAkTotxNic9LkjTGc5wigFnDcQpN01Brw0JCWteWIRIGQAQe40ERG0id36/jQZoJJMcNZseCqRMEQTeJzff9jueH7QTIl6IwCoPIdF27puvGfKejLziOudFx3Xpgmn0/iY/9JPu1mtufB4PJ9mW2q1cAmOTzecgrySOkZAUBDYuKMCaJ8jjPcyVFUSagQRbiURYiNgAiDMNyDNMFFYZI458BkkFQgd/Bb7Jfx4PApF9MOJj3AsRInud1KQkIkiFcz+1Yll21TWvFNPXl/5/Qfsk0rXU7dFuurjdd1/Ucx/FrNSGcnCQC3Nhrv1Z0e/NgMNmevHb9bDBzoiji45jLqCqriZA/IqmjgoDGEOKHFVV7juP5nIBQged5CPtC1AaiN6CdMGkS3a/afVAOCWgG+3U8CEwARAaT1+D3KIKATmBDVCYlKNK2nVqn3Z5v650bhmkuOaZV9TwbWNkcx3HaACbXr19v4/Dvfq3kzubBYLIzue3aVWfPvkufOHGDl6QhOZtlVUEQNCTLw4ogj3OIL+cymRdYlsuLkljkeR4iOEIvegOaCZg53XsZdLo+KJ9k1274UwZ6EJj0+U4G81UgSgOmTrc62PVNx3Ubpt5Z0HXjlmlaS5Zl1xzHAIInoCOwazy/8Sf/5b90+WfxcXglgMHkEKzNuXPnUD6f5wgC/LCspigKhHfGBA6NZTLZl3iBLwpIKCLUNXVElmMRy7D3Ijo9xeNhYLKfj/cgMOlrJYOZsUCGBFoHVBN3Osaa63tNy7RWDNNcdSx7zXTMuu047dCNLMfxrCiywxZBtPz1dfedd96B3juP7Du0n8+N57onAQwmh2AnQHgY0ugVpYyyWSYvy5mCIIsTCKGJnJZ5CSG+JIhCCSEhw3KcyLEcNM8CMwfA5GdCwYNayn4/2sMcsD3T5n56PzDU97hWDMOyq67j1g3DWLYtCxjs67bndHzHN+O4S7YN9I5A9OTpeuxBFw7gygV2SXi+ubm59Pz58/1HBZDBQLPfC9+bD4PJAQn+56dNyW9+822FIPiipqG8LGsTkiQeUTTtOcTzQ6IgAqAA0zyEiYFNHvwmHEP/eySnDyRbLeLbr0fvUxP0iJOAut5wnG6Bn247Xg2csbbjACtby7Vt0/F93bOdVhCEtmlaLd/3XTN07NR1bdM0HWDztyyra989pJE76Gv96uL9esxnfp79AhOYB/7H6M/X/xsWYPP/JPDZ4HkP8iAO3vfgphl8vz8HqMWD422ee/P8B/I/G2TCiiL00pJGZFkuKkpmUpLEcUVVj3I8V5QlqSzJch5xSBEEJHA8z7EszcTRvY6bm82cR2W27ufOH+Q56YWGHQAQAJWOYUIbUj8KIsf3A8t13Y5hmeu60a54tt1xnMAxXNPq1M22rm/A50D8lDqOA/QKDLx6DG5ARt39DJ4Nzrtx40a/L9F+Pu4zO9dBgMngnP0vbv/n5i89LMyjEiU2PwOAz/3xhoaGoFVD9xxo7QA/4W8o44ffG43G5sSnvqr8qHsbPK9L/rzNXdRtfQHR22w2y+RyOR56ZmkaJ4ITVta0koSkkeJQ6WXE8SVJkYZFQcwjJGgI8cAbK7JQHkx10+cPPZgMcp2A8xVaXYADNghiy/XctmmZG4ZhrluWVbUMs2HbRtt1A6gwpn0fDB0HEt1C34cePh5oN4nvp0mrVYUQc2hZlqfregABrlarlayurkKz9AP5j2Gb++CpOX2/wGSnAutrKZs1jsG/4cu0+fP782mahgYnB0BRVbX7FvwOpGSDQNMHHHhPkiT4Hy4B4BkEIGCLhxe8zzBMYppmzLJsAm0v8/l8fOnSJQCWzW0fwiroAAAgAElEQVQ/u+Bx584daMZFg6cVqBRFUSRFUeRkGXiiZZ7jZE7TBEVS1byEpHxxqHRURHxJkuQRSZaBoT7XjfggBGDCE/c4hp4IMOlTIgA/rOd50DXQMi2nCeaM57mmH/hdEqXQj/wgcJ0gjIBizXU833Iss9Ux9Y5uGB29aXQ6HcPyfcOHlqhAPP3ee+/ZOwD0ne5LfN0DJHDYwWSri7ZZo4G/++bRYHFKWi6XgePjvoYCvoc+qHAcB6kbECWBn1DWf1+jYVm2CzzwE0AAiJnh4Hmei2Mqpai4Czp9kIHP4phOCCKICIInoN4O/maYJIE/JIYhKUqA8RJRFDhVVURZ5lkGIUbiRUlV1Qx001M0dVjgeVVS5BFFlsHUGRJQF1BkuHeKhP7jhxdMNvOb9FLqQbOA+hwvCGMHbh/WIEmTyPd9z9CNervVXjMso1atrt8ydavRaDSrzeZGbcOyWpGum5qmeRcuXPjUPs1b3Tz4vN2RwNMCJtuRxoOAB67vmhzFYpEOwxBaUXS/pODkBK2E53kKQrEIIZbjuK5WAcCiqqoG6R6ACogVWEFAwADfPYdkSFIWZBF+UiQDntIEOmrSNEPeO4ftkjwjEXGSICEGOnSSJMXyPHAOKAISIKcEQKNr+vCIy3A8LzE0A1oJJK8hUeC7mtdh9Zn0k9a6Au611wBACcOw23KUoOgw8APfsizTMPR6o9lcbtTqd6vVjbuGYdQrlepiGDpOy3GsCNJkGcZ5/8IFnHOynR2/T+c+i2DyKNEOmlaDvpAu2JTL5S6gAE9P3/RBCHVVGY5TkSTRvCzLiKZ5wBo6k8lo0MdXFBVgi5ZUVVEUTVMzqpITJEmkSIqG1lqiJMocyyJIlec4DomioAiCKANIgDnDsiwHChMJoEcSAELwYigy7fqUDiuYDGa/9szJfkvRLutas9VZsR270Wq1VjsdfcXodOq6ZbQt3dbD0HV1XW94ngd9gYAMCcwgyITF/pBH7eID+ByDyc6Fvjky9UBn39TUGSSKNUYolZBCEEgQMryq8uAfAScqp6qqLMuaoGYy2YyqZGVZzqmaVspkMmDW5DlwtHKsxHO8BKACPcMpCqhK4CdFH3YzB8S7qQ1GClmt/WiOZbvQ1LxjmfaGaeo1y7Lbpmm0bduESI5Xra6u9dLqTQATwzBC8FEdOXIEs6vtfO/uyZUYTPZErA8dlDpz5kzXlyMIAmgzNEIIHLKAKFLXCZvJZGUky6Io5LSsWpIEKYtEMaep6piqqmNAUwBtMEB7Af8ORabQN/iBFcODGsv+Pua/zzZI59jLM+lXDUNzc6etm2u+5zUN06wahlE1Op1mx9RbZsds+b7jAIC4rgsgYrqua0GOCfC/Qj+gHqDsJJJ2UOJ4qufFYHKAy9tvFVosFjmCkGRR5AUpKygiIyBB5jOarJWAUU0QUEZVlbIsqyOiJAxLklwAJyzHcwLH0kKfEKnvkxhMWtvPQr8HiRJ8Jv1mX/1MWGghGkWRDzywtuO1PN83LMtumrreaOvtWqvRrLTbnarlWqZl24Zreq5ltQ3TNCHPBOgIApZlvVqtliiKcl8jNE3z/n6+dOlSH2S2G7I/wB3xZE+NweTg1488d+4c3el08l3fSSajIZ6XRYSyGSUzIspSHoEDVhKzAhLgnAwSBGBgK0EVsSSC9dT1odzvGTwIJvtJQfAgUYI2Mqg5DZAlQQ+cMAiTMI67tTqB5/mu40CSq1mHiI7t2O16rb7qea6lm3rH6Ji6YZiGaVqm4ZlO7LohdP0DYmkgqr5H7BZGjuNE8/PzEDOP5+bmutE8oHfs5Z30f2KQ2eW9j8FklwW6neFAM1laWuLAMcvzGZFXWSkjKBmEeAkamWuaOowQUjkOSaIkZKGXjoBQlkcohxCC3sGyIovQFrTLsHaYNZM+oAwW/iVJEgVR7APXfrcNYQT/gG4t8GzHNkLfhx7FMeCFZVu6bTmm7VqgxRiQdg8MS7bR0V3XDcAMchzHtiwLclg8qN8hSTK0bduDcH0vehQ1Go0AIRRVKhVIHe6Hlh/0Pei/108xgHMBoDAIPWSTYzDZzrd/984l33jjDWZlhadyswSfEwRV4ziB5Dgk85KEECPwvKjKmlriaJpHoqhpijahZpQxSZCKSEDQR1gFEmlJRN2Iz2a6xsOSTt9vAtaP5Aw4YwE+fMt2of+wBUlsnuebnu/ajgXWj2MBhRJJ0SxQsLl+4IWQAgusbIA2kKLiRwlBxBT4TxzH6eateJ4XxnEMmg6cHnueB7wpCYBJ730fugSmKXTdiKD/DjSHT4MggNyXrlYDvY0h/6dSqUBeEgk/e1pNH3wGAeVe1iA+cNXwAewByIQF1Rs0EkYQBMiAVTlOlqDmRtJEVeQECTJdQTPRtOyUIKG8qqhQszMiCAJwwQIbfZeCgKHJ+6Hhw1bgNyjbvkbSd8ICQRL4THTdWgN2+l46PThha6apN0zLavuODyny7TD0EjBnXDcKowiavIex40RRQAQEkyR8HMdpHMdJr68y3c9q7jmgeQjhwzkJqDlx3H2BttJt7hWGIfze79EM/hwYH8iqaZoGEIJyi+7BMAz0Owbg7iYnwqvVakHOSz+dYBBk+sWG968/gL22r1NizWQfxX327FlIhINkNzBjJMhXIUmByuXErCiqiiSJGSCWFiSpoEhCUdUy5UwmM8lxPAANcMCKLAM80vfIpO+RS6fASP8zJNKDOSf7+HifOtUgmPQABVQFxzDtigd9cyy7bhhmVTeNdVPXK4bR3nAcx2yaZssz/MAwLCeOLYjsAP1AUK/Xu1/cixcv3qt0/PmDOn36NN1sNmnXdbsJiAAy/TqtnqZEQnLiYAlF/30ACnifoqifMWv6pRX96aAJe/93+Gx1dbXrEB4bGyN7vwOYPBPaCwaTffq29SI3kHyGZFlWJEnSeF5GmqbkNU0tCJKgikjUJEXJi6KQlQQpr2pqCYriGJqBrFqZYVmepinIj0Mcx0lA38hzjDgIJv3oTR9QDjqaMyjefm0OgAmYGEmSOO2OsQxmDhT7WZbdME2z2m4277b09rJtuK1GY32p0+l4LnA3el44NzcX7ZAD9kF1Xn3zZfNn/b+7GNR7hodlTg9+h/rAM1i4+sww6GMw2QcwOX36Dfb4cRuCNUDLqELdjSgqWeAloWkiYhie5UVeEjgkMBzPIo5FvCDIiON4moXkel6TJAGakucZloVU+u6LYRhRlgS5p87f1042A8o+POIDp+hrI4PmVx9QIGQMzct1w1r3A9+0Lbtp2RZUDlcsw1hqGZ1l3/Yb7XZ93XGczvy8Z83Nqf4OgeSgRPBMzYvBZI+X+7d+67fUIAgYwAFFofiE42gOCmsohDgO+gaTniB0U+oRg5AgciLH8zxCiFcYnpEyWnZaEBD01BkXBGGE53ggR+rW64BmwrF0t2Xfp2kne/yIDwUS+KDvgB3MNRlgqo+gatj3fB0Y1izLWjdta1lvdxYMw1h0HK/esjstp93uWJZlvf3222Di4OOQSgCDyR4vzJnf/m1UtG2QM60oSlfekiQBxwpLqSrFeFyMEE9LEgRtQCGBn6wiimqG45hcNpud4xAqy7I0JYnyMEK8yvO8BIAD9TppEnXHPCxgsrn96GA0p+ePAN9F9wX+UNcLTOifY9tWzTSsZcMy7xqdzi3D6NxxXbdumqFhmvU2QRAW1kr2eLM+5vAYTB5TgNu5vOc3IbPZLAWRHBpKiO+BCy+KIlIUBbGSJMucCFmvQwjxQ4qmziEOlSVZHBW65EhIASAB+gEAkyS+Fyw4DGAyCCSb+WD7PpxNZk4URgmQHnVs29mwbHPFMkxowHWzbXYWfNtu6L6vR5bV+eCDDxzc6mI7u23/z8Vgsv8y7373gSgJQGVkZAQIkqC+RhKErKAorAi9c3heHOEEVM5p2VM8zw2LklhCAtI4lgNaAgAS4IDlB5nW+oByED6TBwHJFsycMIpTyA8BTtgN27ZXLdsGzeS2YVh3fd9u1C2rSvl+p9lseufPn8c0jAezX7c0KwaTLYlpz04i3/jWt5jjts0EgcRpWiJznCwrCp8DMGERP5rVtJM8xwPDWgkJgsayDJg3ACgiNDFHPNtlaTpozWSzJrJFzcQHMAmDUHc9t+657obtOqu2aS1C/xzX9Wrtdn3BNE2dYRj793//97HPZM+24uMPjMHk8WW4KyN885vf5Akix4simRVUNisiVOJobkhS5Cme5cuiLIwKSBiCEHHvBa1CBQFx98mRDkozeRiQbNZM+n/3fCYQGoaUVshQbYe+3/Y8v+UFHtAQrNiOtRp64XqjsfExJK41m00T8kuw32RXttueDILBZE/EurNB3333XdqyrBzJ8xmJZQsMAy0vpGEwc2RZmhZEaRwh1O3s1+vuJyKePVAw+TQ/SZ9+4CGh4TBJEtcPIj0Iw04YBKYfhEYQeA3HcZcd113xfXd9o9L8OI6d9tISaRLEIgaTnW2tfbkKg8m+iHlrk4CDtlwuK5wsl2ROGhZFlKNpWuJ5DrJijyiSNINEcUQUoWpYynAci/pMa/0ZNkdTeCCf/ZRj8Pyt1vNsvqYfnYHroUoZfvZrcFiW/blew1Ah7Pu+HgRBPYpTK05SM01joCTwAj9o2K57xzbMu0Hgrnc6biWK7Hqr1fLffPPNADJTtyZNfNZ+SwCDyX5L/FPmu2fqEDyk1COkFDmByTAkA5GeYUVVXlJVdU6SpNF7fLC8yNAMmyYRpNPfT6kfrByGqQYzYB8EFpvB51GA8qDzATj6vYT7lAf9qA3cQ/+aXq4J1MT4wLTm+349itJGnMRGGIRtL/DqruutBZ6/5vtONYqiOtARQBscMHG++tWvPhNp6YdoS27rVjCYbEtce3sy9BzOZDIIoUwGqVwGUVyXFEmUpemMpgGYPC8IQp6hGY5mgMKkS9vIkSQJFI4Qau5qBvDqg8hgw/BHgcmjanoe1v6zz0A/6AjuAwzUyfWv69W5xEmSQFUv+EpqpuncDKKwFgRBzXfdiu271diPN+LYb0RR1EzT1K9UKuHv/u7vPjMFc3u7y/ZudAwmeyfbbY38rW99izUMA7JfgRtWFQQ1y/NsaXS0fAYJwqQkyUcEQSgAVSMJlNIp0S1wEwW+AJpJnxN2EEwAHPpMZ/2b2Qwog1rDw855kAk1ABBdsNissfTfC4IA7qFLN0AQRNQzU6ByF4pzOq2O/pPA81cc318NXK8ahlE9SYJ6GIYNy7LcYrHofelLX3pYMd+2ZIxP3lsJYDDZW/luefS+VkLTtCxlMsOqIE8gURwfLY98iWVZ6DGsQii425eHJGOSoqCilVVksQTV8T22+i5jPdA4bjZ3+lrD4M++CTIIMA/6/WE5JIMO1v5Ym0EFSv+BZwQS06IossDq6ZllUJbrB0G0Ztr2x4apf+TZ3koU+TXfJ1rgdGUYJvj1X/91F/tJtryNDvREDCYHKv57k7/xxhsstNDQNE0TVLWkicoRWVOfExAakgRxmGZoBP4RhmEoAhqAsawE4MKyjMJzjNL7coLZ0zV3AFj67zEM8zNtMDaDyebHf5ip8yATB64FM2Yzi1qapl2+kF5DMsLzPNdxnHoQBC3gMYGYMEEQoKl4SJQztm3Nt1qdD03duOU47rrvx604tnTgel1cxBGcQ7BFt3QLGEy2JKY9PQk4YFngc1VVdVhRlAmEpBGE+DzQFZAk6QGLPcNxPMcwAssyMsehkiAJZY7lcjRFgCYCDcK43qubGdsDlC5fwWaAeJDv5GHayeCTP0hDgQbhUBbQc672zRcAE7C9wH9D+r7vu67b9DyvGYYhNCxvdyM5UaTzvKCkaRJ5Qdi0TWtB11sLlmVtAC0BTdMOBpM93Xu7OjgGk10V5/YHA60E6nSGh6fz2aw8AyBCsRRiSAa+kB7JkAlLsSwncCLP8CrLc1mE+BJC4ijPsnmaJqC7INNLr5ehAyDwnUBPsJ7p0+cw7X7he6DR/f1hWsmDtJeHmTq2bVuAG6ABgcYBXIhAFA1mFtwXHECHCI3KPc9re5634XneouM4y/C76waWLEtFcCz7YaR3Wq3btU5zMbTttuu6rbGxMRzF2f62OpArMJgciNj/fdI333yT5/kJJpsNZEVR8hTFI5IjEyZlY5ZNY5YVoWGghCQpj3g+y9IcZL7KDMfKFEVJDEVAnY4GL4Zh4CWCCYQQykIxIHCrQqapoijAZs8BVyrMDhoDlPUDBSR86QVBgLB0ChxEEB1CCHEAIAAKvQrfLhD1Q7+9dhUR5IykadrNGwEGOYSQoOt6BepsRFEsq6o61K1uTtO03W5Xq9Xqj13XXemFfdcTkoRCv4CjeYFDTIZMSdb3A6vTac5Xq9V54IY+f/48hIRxfskB79VHTY/B5FES2uPPIVHNMAzILQFTp9tTFKYURREoBikhkxERCR0AuQyYQjTN8TRNI4qleIZkJJalFJZlsyzLQqp9ieO4QpeVjWEkiPBAC04wg1RVLbEsywCAgOYAn7mua/e0GARzp2kKpMomSZIQVeqTLsF9dPlToQSIoii4v0HOVB+u8X3fgHohyMwFYDFNcymKIluSpBJFUYooikW4rtls3mo2mx/Ztr3guu6y78dN23ZMiopJkmTllErATJPJhExs22jWarWbYRjqb731FuSaYEDZ4/34OMNjMHkc6e3StQAoQDBtGEZ3PTRNg0gHlc/nKVmWQWNAPK8ilmVYiif7/K8CSzASz9PgWwGgmRBFcQYhNMIwDPTSAXMD/BlA+QjsbhBCJgzDgPwNE7QR6DEDwMTzfAa0B/jywwve4zgOGrIDdyoFrO7APdIzf+A94GOBvjdg1thQ8RsEAURqGJ7nswBklmWt1uv1DyDUDRXR2Wz2ZC6XG4OufOvr69c2Njbe13X9ZhRFFcvyjZCMwN+Sxm6SchyjIpkvMQSNOh192bZ1yICtqipmWtulLbcnw2Aw2ROxPtagXXqCubk5WBtK0zS6UChQYRhCG9HuT/CPQNtijksEnudB4yhIknREkqSTgiBMUxTFJUlihmHoQq8dRVFGJUlSIDpiGMY6OEAh9JMkCQADA6z38Lfv+5AkFnIcB9qOCo7cnlYCYAJ5IZDvAf4WYMTvkjQDgZFlWRUI+4IWRFGUqGnaUcgrWV9f/xFoFUmSMJqmPT8yMvIyaEKdTme9Uqm8v7a29iPf95cdx9HTlI3DMIoMw7YIwiEYRpIoipBUVZ5wXaup6zqAU31kZASoCHDvmsfaYntzMQaTvZHrro8KTOkXLlyg2u02xXEcDU7bKOIlSSKGBEEYFkXxqCRJLyGEpsCsiePYgLT1TCZzVNO0MTBxHMeBFpsrEFEBzQLMmTRN6Ww2OwNAYVnWCrTQQAgVaJoGEiYRfCPgE4GsVQAI0FDAHoGaIXDw6rq+aFkWpL53PM+rA0DlcrmXYYx2u71Qq9WuJEliQ4FiPp8/oWnaESDDbjQad5eXl/9hbWPjfVt3qyQZAljFjuO0IVkNwM2laTQkSZOgtfl+4oah07Ztu1WtVm1MlLTrW+yxB8Rg8tgiPJgBzp37J6ZctrhCIcgJgjCmKMrzCKHnwW8CAAEmCJgy2Wz2lKZpJQCWdrt9F9LWwzCEpuHQr1cIwzAtlUqnwjC0dV3/BNqPCoIwCslzkNcPbTeB+BlaOkCjcbgONB+GYTLg7G232/Ou61ZBO/F9fz2KIlJVVQC2GTCHVlZW3vc8bw0S1ERRHMnn86+USqUTILVGo3H9o48//n9qjcaNwLbhvkArMgG81tfXyS77Ps9DH5usKIoagKRtx04QGK12u21hQDmYvfewWTGYHK712NbdgK9lZmZGALLpXC53DCE0naap1Ms7AT9IsVAofEZRlJxpmrV6vf5jMEdAKwnD0IFIDjSbKpfLr0OGarvdvirLckkQhAnQTMBpGgSBDkAAYAKMaNA4iyRJiBgVWZbN3SN+dtbb7fYnrutu9LQWYM8f1zRtxjCMSrvdvm7bdhXATZbl6ZGRkddyudw0+HXm7yz+aH7h9j+uLTeu+n5bh/R5iN6cO3euuzfBpIHnnJ+fh2iXEjEMF1mJSxBO59vf/vb9njXbEhw+eU8kgMFkT8S6f4OeO3eOefHFF4uqqs5wHDcaRREwr4HTFfoUHykWi68JgiDDl31jY+NHFEVBa0zwj7i9HBByfHz8F1zXrbVarX+TZXlYluUjQE0Lv4MfhSRJSB9xwjBsgR+Goqju+PACVnnIGanX61d832+DmeQ4jg9h62Kx+DLHcfmNjY2PQINJ0xTCziibzR4fHx9/LZvNTkGriyvXrnxncWHhR+BLKZVK+sN8ImfPnuVAWwLAAkfuhQsXDBzh2b+99qiZMJg8SkJPwOd/9Vd/pfCKMmFbFs8STEFUpPE0ioRCqfj61OTkF9er1VvtducD3w9qIRA0JyH0CPcCN7AEAY1Pzxz58q3bt/6KZflI5HkNokeKIo8JkgS+FtJ3Az2KAjA/PDCRfN+HqA9JMQyYHpJjWWuGYd51Xa8VpmFAJd3wMUqpRC4Wip+Dzp216sY107TWGcRQsR+T2ax2bG7uxK8xDI3q9drC/PzCj27fXnr/o4+klYsXz39qYd/Zs2eFKAJibYaPY6uCzZ3DsUkxmByOdXisu3j33Xc5mlbzaWppJMnmRRGNkzSZHx4e+cVioXBivVq91NGNS2HoN0MvNNM0Amdq4LqhI4rCkcmpyS8tzC/8vyxLeQzPawxNI0lShmRRGCFpBupvdGgXDtYRhJVd1zPDJIwpilE4ms6YjlUzO+aq7zsNN45dKoogdMykKS1p2cwLkoBGOqZe26jUrnheCPwkjKIIY6XhoVPPzc78R4gyVdar1299cuu9lZW7V03T3HgUQHzlK18BDlxIwgs1TfMedf5jCRhfvCUJYDDZkpgO/0nf+uu/FlXLysc0nZFYNCLI0lx5pPwVhiKpaq32I9MybiRh0gpDzwkCCPOmURg6oaJkjo+MDJ26e/fO3zMMAtNH4DhKQkjMSIpagmbG4GeBsG1KJknoR47l2VCEFzEEw7Esk/V93zQMs+668HLdMGRJhgloN00ZkaIK2ULpJZog0NrG+of19fVbcYxoQWMyNEVlTp04+euFQnEG+FkW7tz98MZHV364trZ27cKFC5C38sjj9OnT7KVLlzDXySMltfcnYDDZexnvywzn/umfmBP1umTbcVYUqdF8cegXR8sjv9xotq40Gs1/cTx7mYhIOwwdD7hEINvV9wkin9delFVlYqWy+gNE024c0wy08BEEQZRUMcdSbBqGEMUJu9mnvh+4lmUbcez5aZqyPC9pXuyHvmVB2Llh2zY4Rbv1QIYBTG8WpeXzxzKyNmE6ZmujUvkYTCW4NggYJj+kzBw9Mvu5yempV0Lfd698dO1HH1258oNKpbL8KU3J90WmeJLtSQCDyfbkdWjPhojHiRMnRMuysqwgTE1PTn01k8meXLxz5//qdFofum7SYpg4su04IEm/m/QVBBRdLhdPUxSFNjYqP00S3oH3MxleoSjEqKqi3ctt88MYskvImLSDwPdM0wAaV0j3p+lu1S9lho7bXrc6Ouf7sut29xVk7pummBYKcSabLc4KApur1ztrnU79jm3bAdQO+b4fjYyMnDx6fO7z4+NjzxudTuvy5asXb9/++NLJkycrOEHt0G65n7sxDCZPzlo98k7/93fflTldL2pa7vTk9OT/mMZp+Mn8zf/DaNkLJBmACQN0ABHkloBjFfwaw8Ojn/P9wGi36zc4jgMHa0zLsizTNHkvlZ8nQipM2CShwpAi49iJTNN0DcPo9rDppetzMO7qqmMxjHHf5Gi326lt24miKHwmkxnRNG3Sj+OoUa0urK+vNxBCrK8oieS64tDQ0PMnTpz8/NDI8JH6Rm3lgw8+vHjr1o2Pvv/977dwxOaRS38oTsBgciiWYXdu4s/+7M8gZX58ZHT810bL5c+vrK7983Jl5e/sdnudoqgIMmd9379fLOf7PjszM/P5hq4vd+r1O7Ish8vLfDQ66iBVVSlBEFJJklJI4fd9n4njmHJdOmnGekh0OpFt292xZFkWYNxms+lCkhm8V61W02w2m966dSstFotUN+M/SxUzqlr0IGW2Wl3MZrPOysrKPYoEWVZnhkZPzp088TlNVYdWl5dv37r1yU8++eSTj9977z3omYOPQy4BDCaHfIG2c3vf+MY3IK/r6NTU7H8aGirNXLt27c+r1bV/W1sTN2Cc554jiOVln5Ekq1tXA+n0ExPTX6jXW7eq1eXFKJpOcrlmCvVAUHSoqmpKjI0RxOpqt9m6IQgksbFBAIhAhi2MsUQQxCRBMPAeaCeQBNcDkHRubq4LNjdu3Oj2V3Zdl1Pz+WM0TYvry8t3L1y4UIHPT58+zRw5ciTRoyj/4szR158/Mfc5mGBldfnWjy7+5O91fb196dKlrgmGj8MrAQwmh3dttn1n586d4zSt8OIXvvj6/7K8uPzB9etX/9x1XUijd0ZGRmLwP9zjT+EZwzCCfD6fGR+f/sytW2vvaxphrK+vd0FmZGQkPXHiRHr27Nku/SK8B7VBb731Fl0ul8lLly517w3Og7T3drvd3Udzc3PJp3CPAKMcefXq1YJWLA5FThSsrpprxWK3jQXRD+3+xm/8xuzMzNETo6PlWUGSxNs3b11bWrpz8y//8i9vEgSBC/y2vSv27wIMJvsn6z2f6etf/7oyM3P0F2eem/mV+YX5f7o7P/+3ACTtdjvpf1n7dAdd/2sQ5IeGRk8tLNz8Vyie6wFCuk2n5+Ae+lS+kbNnz0LHQkmWC3mCSGmgQVldXa1eunQpPnv2LFmv18kwDAVNK40cPz578sjszAnf98NrVy6/f/Pmzavvv/9+G/tP9nwb7XgCDCY7Ft3hu/CP/uiPRk+8eOp/JtKUuvXJje9WKsSddvu6f+HCBfgfvQRX7UUAAAp9SURBVP9FBw2BPn/+fPSHf/iHpVyu9Nzi4vzldru9+by9eEDyzJkzNISdgS+F4zgRqAW+973vAZBRZ86cofrh4F/7tf/hhZdeeeGzs9Mzz9+aX7j50dWPflqvV+7+67/+K6TQ4+MQSgCDySFclJ3cEpg4NE2fePGll//TnYU776+sLP7tn/zJn0DOx2ZtoWtunD9/Pv36178+yvNy/pNPrn1MEES8X1mkoKEYhqFJkpQB5rfvfe97tc3PfOrUqczY9PTkK6de+bwiipl6vVH98Y8/+Ocf/vDvb+9EPviavZcABpO9l/G+zPAHf/AHheLw8OtHpmc+/+EHl9/9r//1f738sIl7pg5lmsERhqFJQaAXbty4ke4XmMB9nTlzBhquyzSt0t///ncATDaDHvXiiy8KExOzx15++eTncrlc6cbNj699+NNrP20212qLi4u4YnhfdtbWJ8FgsnVZHdoz4X/68vT07JGJiS+SBMFe/bd/+7//9E//tBvBedgBFbiTk88d9bzA/m//7X+7e0APB2FhAJGH+Vro06dPyzMzMy+98MKLn6EYhrv1yc2Prlz58PKVK1cgEoQ5YQ9o4R40LQaTQ7QYO70VAJOJiZlXZp6b+uL8nTuXFUH4AURm3nnnnYfWrJw5c4Z5+eWXn7dtu/HOO++s73TufbiOBIqFo0fn5o4enT0JnTQ++uTG1ZvXr3+ysLDQwBGefViBLU6BwWSLgjrMp/32b/82yhaLrz0389znfvwv//yXf/EXf3ELNI8LFy4ED7tv6NeDEDoGFbp//ud/DpW8h/qYm3t1+NSp469MTk4cNQzTuvrxRx+uLS4u3LlzRz/UN/4M3RwGk6dgsc+ePTv82c9+9tdqrdr64vziT7PZbOfTtBJ4ZAAbWZbH0jStfPvb34bU+ENtMkxNTUFWbuHkyZOnRkZGpjY2Nio3bty4AqHljY2NblgbHwcrAQwmByv/x54dnKlLlcqLR8bHX1hcW/xkfXn92ne/+13QSB6V8yEgDQ17ule9cOFCN3HssB/FYlE+duzYzOzs7FFox9HpdJrXrl27EgRBEztkD371MJgc/Bo81h380i/9knTsxIkv8DTN3rhx49Lf/M3fVLcyIFyXy+Vy1Wq1fvHixScmMjI6Opo/evTo1Ojo6Ewmk8l9/PHHV5aWllbm5+fB79OtC8LHwUgAg8nByH3XZv3N3/zNqeeOHz+9UamsLC8vf7hVDpDXz54Vioyvfuf/fGBYdtfubw8GYqenp3NTU1NT5XJ5CnhsFxcXb129evVWu93G/pM9EPhWh8RgslVJHc7zyP/pP//nl0cKhYkbCwtXvvfXf73lEC9EgCB9favgc8gen5uens6Ojo4Oz87OvqjrentlZWXxzp07y61WC2fIHtBiYTA5IMHvxrSvffk19Xj5+Cloq3n39t1/e8ZK9fnZ2Vl1cnLyuKZpWWCPW1lZubuysrJSr9e3RPm4G2uAx/h3CWAweUJ3A+SJMAxTLpfLM7VarfK3f/u3UFX7rB3czMxMZnR0dHZ4eHik3W535ufnoaXGBnbI7v9WwGCy/zLflRlPnTmTyYtiqZjLlZcqC7ff/8f313Zl4CdvEOqFF16YnpiYeA6aijUajfXbt2/f3djY6EBl9JP3OE/uHWMweULX7vXXX88NDQ3N6p6uV+5WKjdv3nxm2cjGxsYElmVLR48ePQL9kdfW1tar1erS2toaAAqO8OzTHsdgsk+C3uVp6C984Quj2WJ22GgZ9eXl5fVnXK0nR0dHc4VCYbhQKECv5bhSqVSr1Wqt0+mAQxaTKu3yBnzQcBhM9kHIuz3F7Guzalkpj3IEh2q12trVq1dxjQpBMKOjo9rQ0NBosVgsmaZp1+v1jdu3b0P+yRORlLfb+2S/x8Ngst8S34X55l59dXg8lxtq2223slhZWV1dxV+We3Jlx8bGShMTE2WEkOC6rre0tHSnUqlAuj2W0S7svU8bAoPJHgt4L4Z/9dVXx1VVza62Wo2bly93SZnxcU8C5XIZ2oZm8vl8KZvNarVarW7bdmtxcRES2jCg7OFGwWCyh8Ldi6Gh4K1UKo3A/8K6rq8/y47XT5EvPzo6WoSkNuhHbJpmu91u19bW1gBQPrUp+l6s2bMyJgaTJ2ulmdnZ2ayqqpqd2s7NyzexVvKQ9YOiQI7jMuPj46NJksStVqvdarXqrVYLol6HukL6ydqS/363GEyeoJWbnZ3lRVEskgiJdqvVnp+fP/Q8JAcsXuGFF16YEgRBBkCB6M7a2how3GPKgj1YGAwmeyDUvRpyYmIiK0mSyrIshD71RqPxzOaWbFHGQAuJJicnh3K5XD4IAmj7UatUKhAuxgltWxTiVk/DYLJVSR38edDKM8txnOB5nkfTNKSOd/v94uNTJcAPDw+roihmEEKcbdtOp9Pp6LoOHQKx/HZx82Aw2UVh7uVQEKUQRTHHcRzleZ6O6Qq3JW1eVVWpXC4XGIZBlmUZUGncbrchuoM1lG2J8uEnYzDZJUHu9TBHjhzREEJaFEVxkiQNrJVsW+JobGwsr6pqBmToui4AimcYBpg8OMKzbXH+/AUYTHZBiPswBDU2NgZqugiq+fz8PGS84ojENgUPER6EEPicJIqiEjAXV1dXoX4HzB0MKNuU5+bTMZg8pgD36XJudHRUEQSBarVaPg5vPpbUpfHxcdDyEGgojUbDYlk2bLVaYPI8tDXIY834jFyMweTwLzRZLBYljuN413Vh0wNfK7bzH2PdCoWCQpKkJMsy7/t+kiSJF8exW6/XAVBwlfEOZYvBZIeC28fL2KmpKSkMQ3ptbQ1CwRhIdkH4uVxOFQRBpSiKT9PUs23bwg7ZxxMsBpPHk99eX01OTU1pACSO40TtdhuchdhXsntSZ6anp0fTNCVd13U2Njb6YI21kx3IGIPJDoS2j5cw2WxWUhSFsiwLUsIxWfLuCp8ulUqFJEloGDYMQ1fXdTB1Dn1Tst0Vw+6MhsFkd+S4V6OwhUIBJUlCQtYr7ly3J2KWVFXlgfJ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" mediaID="Sprite_snd_recording"/><sound name="recording(2)" 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mediaID="Sprite(2)_cst_Untitled"/><sound name="Roar" 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" mediaID="Sprite(3)_snd_recording"/><sound name="recording(2)" 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" 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