lodash escape / unescape function  [Solved]

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papoo
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lodash escape / unescape function

Post by papoo »

hello
i have escape / unescape fonctions very very very long and i want to simplify it
the lodhash librairy have this https://lodash.com/docs/4.17.11#unescape
but it not implemented in dz https://htmlpreview.github.io/?https:// ... index.html
is there a way to reduce/simplify mine?

Code: Select all

function unescape(str)--remplace le code html
    if (str) then
    str = string.gsub( str, ' ', ' ')
    str = string.gsub( str, '¡', '¡')
    str = string.gsub( str, '¢', '¢')
    str = string.gsub( str, '£', '£')
    str = string.gsub( str, '¤', '¤')
    str = string.gsub( str, '¥', '¥')
    str = string.gsub( str, '¦', '¦')
    str = string.gsub( str, '§', '§')
    str = string.gsub( str, '¨', '¨')
    str = string.gsub( str, '©', '©')
    str = string.gsub( str, 'ª', 'ª')
    str = string.gsub( str, '«', '«')
    str = string.gsub( str, '¬', '¬')
    str = string.gsub( str, '­', '­')
    str = string.gsub( str, '®', '®')
    str = string.gsub( str, '¯', '¯')
    str = string.gsub( str, '°', '°')
    str = string.gsub( str, '±', '±')
    str = string.gsub( str, '²', '²')
    str = string.gsub( str, '³', '³')
    str = string.gsub( str, '´', '´')
    str = string.gsub( str, 'µ', 'µ')
    str = string.gsub( str, '¶', '¶')
    str = string.gsub( str, '·', '·')
    str = string.gsub( str, '¸', '¸')
    str = string.gsub( str, '¹', '¹')
    str = string.gsub( str, 'º', 'º')
    str = string.gsub( str, '»', '»')
    str = string.gsub( str, '¼', '¼')
    str = string.gsub( str, '½', '½')
    str = string.gsub( str, '¾', '¾')
    str = string.gsub( str, '¿', '¿')
    str = string.gsub( str, 'À', 'À')
    str = string.gsub( str, 'Á', 'Á')
    str = string.gsub( str, 'Â', 'Â')
    str = string.gsub( str, 'Ã', 'Ã')
    str = string.gsub( str, 'Ä', 'Ä')
    str = string.gsub( str, 'Å', 'Å')
    str = string.gsub( str, 'Æ', 'Æ')
    str = string.gsub( str, 'Ç', 'Ç')
    str = string.gsub( str, 'È', 'È')
    str = string.gsub( str, 'É', 'É')
    str = string.gsub( str, 'Ê', 'Ê')
    str = string.gsub( str, 'Ë', 'Ë')
    str = string.gsub( str, 'Ì', 'Ì')
    str = string.gsub( str, 'Í', 'Í')
    str = string.gsub( str, 'Î', 'Î')
    str = string.gsub( str, 'Ï', 'Ï')
    str = string.gsub( str, 'Ð', 'Ð')
    str = string.gsub( str, 'Ñ', 'Ñ')
    str = string.gsub( str, 'Ò', 'Ò')
    str = string.gsub( str, 'Ó', 'Ó')
    str = string.gsub( str, 'Ô', 'Ô')
    str = string.gsub( str, 'Õ', 'Õ')
    str = string.gsub( str, 'Ö', 'Ö')
    str = string.gsub( str, '×', '×')
    str = string.gsub( str, 'Ø', 'Ø')
    str = string.gsub( str, 'Ù', 'Ù')
    str = string.gsub( str, 'Ú', 'Ú')
    str = string.gsub( str, 'Û', 'Û')
    str = string.gsub( str, 'Ü', 'Ü')
    str = string.gsub( str, 'Ý', 'Ý')
    str = string.gsub( str, 'Þ', 'Þ')
    str = string.gsub( str, 'ß', 'ß')
    str = string.gsub( str, 'à', 'à')
    str = string.gsub( str, 'á', 'á')
    str = string.gsub( str, 'â', 'â')
    str = string.gsub( str, 'ã', 'ã')
    str = string.gsub( str, 'ä', 'ä')
    str = string.gsub( str, 'å', 'å')
    str = string.gsub( str, 'æ', 'æ')
    str = string.gsub( str, 'ç', 'ç')
    str = string.gsub( str, 'è', 'è')
    str = string.gsub( str, 'é', 'é')
    str = string.gsub( str, 'ê', 'ê')
    str = string.gsub( str, 'ë', 'ë')
    str = string.gsub( str, 'ì', 'ì')
    str = string.gsub( str, 'í', 'í')
    str = string.gsub( str, 'î', 'î')
    str = string.gsub( str, 'ï', 'ï')
    str = string.gsub( str, 'ð', 'ð')
    str = string.gsub( str, 'ñ', 'ñ')
    str = string.gsub( str, 'ò', 'ò')
    str = string.gsub( str, 'ó', 'ó')
    str = string.gsub( str, 'ô', 'ô')
    str = string.gsub( str, 'õ', 'õ')
    str = string.gsub( str, 'ö', 'ö')
    str = string.gsub( str, '÷', '÷')
    str = string.gsub( str, 'ø', 'ø')
    str = string.gsub( str, 'ù', 'ù')
    str = string.gsub( str, 'ú', 'ú')
    str = string.gsub( str, 'û', 'û')
    str = string.gsub( str, 'ü', 'ü')
    str = string.gsub( str, 'ý', 'ý')
    str = string.gsub( str, 'þ', 'þ')
    str = string.gsub( str, 'ÿ', 'ÿ')
    str = string.gsub( str, '€', '€')
    str = string.gsub( str, '&#(%d+);', function(n) return string.char(n) end )
    str = string.gsub( str, '&#x(%d+);', function(n) return string.char(tonumber(n,16)) end )
    str = string.gsub( str, '&', '&' ) -- Be sure to do this after all others
     end
    return (str)
end
--------------------------------------------
function unescape(str)--remplace le code html
    if (str) then
    str = string.gsub( str, ' ', ' ')
    str = string.gsub( str, '¡', '¡')
    str = string.gsub( str, '¢', '¢')
    str = string.gsub( str, '£', '£')
    str = string.gsub( str, '¤', '¤')
    str = string.gsub( str, '¥', '¥')
    str = string.gsub( str, '¦', '¦')
    str = string.gsub( str, '§', '§')
    str = string.gsub( str, '¨', '¨')
    str = string.gsub( str, '©', '©')
    str = string.gsub( str, 'ª', 'ª')
    str = string.gsub( str, '«', '«')
    str = string.gsub( str, '¬', '¬')
    str = string.gsub( str, '­', '­')
    str = string.gsub( str, '®', '®')
    str = string.gsub( str, '¯', '¯')
    str = string.gsub( str, '°', '°')
    str = string.gsub( str, '±', '±')
    str = string.gsub( str, '²', '²')
    str = string.gsub( str, '³', '³')
    str = string.gsub( str, '´', '´')
    str = string.gsub( str, 'µ', 'µ')
    str = string.gsub( str, '¶', '¶')
    str = string.gsub( str, '·', '·')
    str = string.gsub( str, '¸', '¸')
    str = string.gsub( str, '¹', '¹')
    str = string.gsub( str, 'º', 'º')
    str = string.gsub( str, '»', '»')
    str = string.gsub( str, '¼', '¼')
    str = string.gsub( str, '½', '½')
    str = string.gsub( str, '¾', '¾')
    str = string.gsub( str, '¿', '¿')
    str = string.gsub( str, 'À', 'À')
    str = string.gsub( str, 'Á', 'Á')
    str = string.gsub( str, 'Â', 'Â')
    str = string.gsub( str, 'Ã', 'Ã')
    str = string.gsub( str, 'Ä', 'Ä')
    str = string.gsub( str, 'Å', 'Å')
    str = string.gsub( str, 'Æ', 'Æ')
    str = string.gsub( str, 'Ç', 'Ç')
    str = string.gsub( str, 'È', 'È')
    str = string.gsub( str, 'É', 'É')
    str = string.gsub( str, 'Ê', 'Ê')
    str = string.gsub( str, 'Ë', 'Ë')
    str = string.gsub( str, 'Ì', 'Ì')
    str = string.gsub( str, 'Í', 'Í')
    str = string.gsub( str, 'Î', 'Î')
    str = string.gsub( str, 'Ï', 'Ï')
    str = string.gsub( str, 'Ð', 'Ð')
    str = string.gsub( str, 'Ñ', 'Ñ')
    str = string.gsub( str, 'Ò', 'Ò')
    str = string.gsub( str, 'Ó', 'Ó')
    str = string.gsub( str, 'Ô', 'Ô')
    str = string.gsub( str, 'Õ', 'Õ')
    str = string.gsub( str, 'Ö', 'Ö')
    str = string.gsub( str, '×', '×')
    str = string.gsub( str, 'Ø', 'Ø')
    str = string.gsub( str, 'Ù', 'Ù')
    str = string.gsub( str, 'Ú', 'Ú')
    str = string.gsub( str, 'Û', 'Û')
    str = string.gsub( str, 'Ü', 'Ü')
    str = string.gsub( str, 'Ý', 'Ý')
    str = string.gsub( str, 'Þ', 'Þ')
    str = string.gsub( str, 'ß', 'ß')
    str = string.gsub( str, 'à', 'à')
    str = string.gsub( str, 'á', 'á')
    str = string.gsub( str, 'â', 'â')
    str = string.gsub( str, 'ã', 'ã')
    str = string.gsub( str, 'ä', 'ä')
    str = string.gsub( str, 'å', 'å')
    str = string.gsub( str, 'æ', 'æ')
    str = string.gsub( str, 'ç', 'ç')
    str = string.gsub( str, 'è', 'è')
    str = string.gsub( str, 'é', 'é')
    str = string.gsub( str, 'ê', 'ê')
    str = string.gsub( str, 'ë', 'ë')
    str = string.gsub( str, 'ì', 'ì')
    str = string.gsub( str, 'í', 'í')
    str = string.gsub( str, 'î', 'î')
    str = string.gsub( str, 'ï', 'ï')
    str = string.gsub( str, 'ð', 'ð')
    str = string.gsub( str, 'ñ', 'ñ')
    str = string.gsub( str, 'ò', 'ò')
    str = string.gsub( str, 'ó', 'ó')
    str = string.gsub( str, 'ô', 'ô')
    str = string.gsub( str, 'õ', 'õ')
    str = string.gsub( str, 'ö', 'ö')
    str = string.gsub( str, '÷', '÷')
    str = string.gsub( str, 'ø', 'ø')
    str = string.gsub( str, 'ù', 'ù')
    str = string.gsub( str, 'ú', 'ú')
    str = string.gsub( str, 'û', 'û')
    str = string.gsub( str, 'ü', 'ü')
    str = string.gsub( str, 'ý', 'ý')
    str = string.gsub( str, 'þ', 'þ')
    str = string.gsub( str, 'ÿ', 'ÿ')
    str = string.gsub( str, '€', '€')
    str = string.gsub( str, '&#(%d+);', function(n) return string.char(n) end )
    str = string.gsub( str, '&#x(%d+);', function(n) return string.char(tonumber(n,16)) end )
    str = string.gsub( str, '&', '&' ) -- Be sure to do this after all others
     end
    return (str)
end
i try this but don't work

Code: Select all

local map = {
' '=' ', '¡'='¡', '¢'='¢', '£'='£', '¤'='¤', '¥'='¥', '¦'='¦', '§'='§', '¨'='¨', '©'='©',
 'ª'='ª', '«'='«', '¬'='¬', '­'='­', '®'='®', '¯'='¯', '°'='°', '±'='±', '²'='²', '³'='³',
 '´'='´', 'µ'='µ', '¶'='¶', '·'='·', '¸'='¸', '¹'='¹', 'º'='º', '»'='»', '¼'='¼',
 '½'='½', '¾'='¾', '¿'='¿', 'À'='À', 'Á'='Á', 'Â'='Â', 'Ã'='Ã', 'Ä'='Ä', 'Å'='Å',
 'Æ'='Æ', 'Ç'='Ç', 'È'='È', 'É'='É', 'Ê'='Ê', 'Ë'='Ë', 'Ì'='Ì', 'Í'='Í', 'Î'='Î',
 'Ï'='Ï', 'Ð'='Ð', 'Ñ'='Ñ', 'Ò'='Ò', 'Ó'='Ó', 'Ô'='Ô', 'Õ'='Õ', 'Ö'='Ö', '×'='×',
 'Ø'='Ø', 'Ù'='Ù', 'Ú'='Ú', 'Û'='Û', 'Ü'='Ü', 'Ý'='Ý', 'Þ'='Þ', 'ß'='ß', 'à'='à',
 'á'='á', 'â'='â', 'ã'='ã', 'ä'='ä', 'å'='å', 'æ'='æ', 'ç'='ç', 'è'='è', 'é'='é',
 'ê'='ê', 'ë'='ë', 'ì'='ì', 'í'='í', 'î'='î', 'ï'='ï', 'ð'='ð', 'ñ'='ñ', 'ò'='ò',
 'ó'='ó', 'ô'='ô', 'õ'='õ', 'ö'='ö', '÷'='÷', 'ø'='ø', 'ù'='ù', 'ú'='ú', 'û'='û',
 'ü'='ü', 'ý'='ý', 'þ'='þ', 'ÿ'='ÿ', '€'='€','&'='&'
 }-- Be sure to do "'&'='&'" after all others
function unescape (str)
   str = rex.gsub (str, [[\\(\d\d?\d?)|\\(.?)]],
     function (c1, c2)
       if c2 then return map[c2] or c2 end
       local n = tonumber (c1)
       assert (n < 256, "escape sequence too large")
       return string.char(n)
     end)
   return str
end
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waaren
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Re: lodash escape / unescape function

Post by waaren »

papoo wrote: ↑Monday 30 March 2020 17:00 hello
i have escape / unescape fonctions very very very long and i want to simplify it
the lodhash librairy have this https://lodash.com/docs/4.17.11#unescape
but it not implemented in dz https://htmlpreview.github.io/?https:// ... index.html
is there a way to reduce/simplify mine?
If you send me an example string that needs to be unescaped i will have a look.
Debian buster, bullseye on RPI-4, Intel NUC.
dz Beta, Z-Wave, RFLink, RFXtrx433e, P1, Youless, Hue, Yeelight, Xiaomi, MQTT
==>> dzVents wiki
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papoo
Posts: 126
Joined: Friday 22 January 2016 22:14
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Re: lodash escape / unescape function

Post by papoo »

D&#039;un
qu&#039;on

Code: Select all

 D&#039;un côté, avec Mars vous voulez effectuer une opération un peu risquée depuis chez vous, mais on vous dit que vous prenez un risque inutile et on vous met des bâtons dans les roues. Ne vous butez pas, écoutez ce qu&#039;on vous dit et laisser votre intuition vous guider.
qu&#039;un
d&#039;ailleurs
d&#039;ascète

Code: Select all

Né au début du signe, en décembre, Mars et Saturne peuvent créer du manque, un manque à gagner plus qu&#039;un manque affectif. Il faut réduire votre train de vie. Cela ne doit pas être trop difficile pour vous dans la mesure où le Capricorne a la réputation de savoir se restreindre dans bien des domaines, d&#039;ailleurs vous avez souvent un profil d&#039;ascète... Vous subissez peut-être pour le moment, mais ça ne durera pas.
&#034; écraser &#034;,
l&#039;instant

Code: Select all

Quoi que vous entrepreniez, cela ne pourra pas aboutir puisque tout est bloqué pour l&#039;instant. A moins que vous ne soyez obligé de vous &#034; écraser &#034;, comme tout le monde, face à une décision qui est très déplaisante.
jusqu&#039;au
d&#039;août
l&#039;année

Code: Select all

 Pas tout de suite, évidemment, et encore : jeudi Vénus entre en Gémeaux, un signe ami, et va y rester jusqu&#039;au mois d&#039;août avec un premier passage du 3 au 15 avril et un deuxième du 10 juin au 11 juillet. Probablement les meilleures périodes de l&#039;année.
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waaren
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Re: lodash escape / unescape function

Post by waaren »

papoo wrote: ↑Monday 30 March 2020 18:08 D&#039;un
qu&#039;on

Code: Select all

 D&#039;un côté, avec Mars vous voulez effectuer une opération un peu risquée depuis chez vous, mais on vous dit que vous prenez un risque inutile et on vous met des bâtons dans les roues. Ne vous butez pas, écoutez ce qu&#039;on vous dit et laisser votre intuition vous guider.
You could use this approach

Code: Select all

local ascii = { ['&#039;'] = "'" , ['&#034;'] = '"',}

local escapedText = "Pas tout de suite, évidemment, et encore : jeudi Vénus entre en Gémeaux, un signe ami, et va y rester jusqu&#039;au mois d&#039;août avec un premier passage du 3 au 15 avril et un deuxième du 10 juin au 11 juillet. Probablement les meilleures périodes de l&#039;année.\nQuoi que vous entrepreniez, cela ne pourra pas aboutir puisque tout est bloqué pour l&#039;instant. A moins que vous ne soyez obligé de vous &#034; écraser &#034;, comme tout le monde, face à une décision qui est très déplaisante. \nNé au début du signe, en décembre, Mars et Saturne peuvent créer du manque, un manque à gagner plus qu&#039;un manque affectif. Il faut réduire votre train de vie. Cela ne doit pas être trop difficile pour vous dans la mesure où le Capricorne a la réputation de savoir se restreindre dans bien des domaines, d&#039;ailleurs vous avez souvent un profil d&#039;ascète... Vous subissez peut-être pour le moment, mais ça ne durera pas.\n D&#039;un côté, avec Mars vous voulez effectuer une opération un peu risquée depuis chez vous, mais on vous dit que vous prenez un risque inutile et on vous met des bâtons dans les roues. Ne vous butez pas, écoutez ce qu&#039;on vous dit et laisser votre intuition vous guider."

local convertText  = escapedText 

for code, char in pairs(ascii) do 
	convertText = convertText:gsub(code, char )
end

print(convertText)
Debian buster, bullseye on RPI-4, Intel NUC.
dz Beta, Z-Wave, RFLink, RFXtrx433e, P1, Youless, Hue, Yeelight, Xiaomi, MQTT
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papoo
Posts: 126
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Re: lodash escape / unescape function

Post by papoo »

thanks waaren

all the html caracters and the replacement

Code: Select all

['&Tab;'] = ' ', ['&NewLine;'] = ' ', ['&excl;'] = '!', ['&QUOT;'] = '"', ['&QUOT'] = '"', ['&quot;'] = '"', ['&quot'] = '"', ['&num;'] = '#', ['&dollar;'] = '$', ['&percnt;'] = '%%', ['&apos;'] = "'", ['&lpar;'] = '(', ['&rpar;'] = ')', ['&ast;'] = '*', ['&midast;'] = '*', ['&plus;'] = '+', ['&comma;'] = ',', ['&period;'] = '.', ['&sol;'] = '/', ['&colon;'] = ':', ['&semi;'] = ';', ['&LT;'] = '<', ['&LT'] = '<', ['&lt;'] = '<', ['&lt'] = '<', ['&nvlt;'] = '<⃒', ['&equals;'] = '=', ['&bne;'] = '=⃥', ['&GT;'] = '>', ['&GT'] = '>', ['&gt;'] = '>', ['&gt'] = '>', ['&nvgt;'] = '>⃒', ['&quest;'] = '?', ['&commat;'] = '@', ['&lbrack;'] = '[', ['&lsqb;'] = '[', ['&bsol;'] = '\\', ['&rbrack;'] = ']', ['&rsqb;'] = ']', ['&Hat;'] = '^', ['&UnderBar;'] = '_', ['&lowbar;'] = '_', ['&DiacriticalGrave;'] = '`', ['&grave;'] = '`', ['&fjlig;'] = 'fj', ['&lbrace;'] = '{', ['&lcub;'] = '{', ['&VerticalLine;'] = '|', ['&verbar;'] = '|', ['&vert;'] = '|', ['&rbrace;'] = '}', ['&rcub;'] = '}', ['&NonBreakingSpace;'] = ' ', ['&nbsp;'] = ' ', ['&nbsp'] = ' ', ['&iexcl;'] = '¡', ['&iexcl'] = '¡', ['&cent;'] = '¢', ['&cent'] = '¢', ['&pound;'] = '£', ['&pound'] = '£', ['&curren;'] = '¤', ['&curren'] = '¤', ['&yen;'] = '¥', ['&yen'] = '¥', ['&brvbar;'] = '¦', ['&brvbar'] = '¦', ['&sect;'] = '§', ['&sect'] = '§', ['&Dot;'] = '¨', ['&DoubleDot;'] = '¨', ['&die;'] = '¨', ['&uml;'] = '¨', ['&uml'] = '¨', ['&COPY;'] = '©', ['&COPY'] = '©', ['&copy;'] = '©', ['&copy'] = '©', ['&ordf;'] = 'ª', ['&ordf'] = 'ª', ['&laquo;'] = '«', ['&laquo'] = '«', ['&not;'] = '¬', ['&not'] = '¬', ['&shy;'] = '­', ['&shy'] = '­', ['&REG;'] = '®', ['&REG'] = '®', ['&circledR;'] = '®', ['&reg;'] = '®', ['&reg'] = '®', ['&macr;'] = '¯', ['&macr'] = '¯', ['&strns;'] = '¯', ['&deg;'] = '°', ['&deg'] = '°', ['&PlusMinus;'] = '±', ['&plusmn;'] = '±', ['&plusmn'] = '±', ['&pm;'] = '±', ['&sup2;'] = '²', ['&sup2'] = '²', ['&sup3;'] = '³', ['&sup3'] = '³', ['&DiacriticalAcute;'] = '´', ['&acute;'] = '´', ['&acute'] = '´', ['&micro;'] = 'µ', ['&micro'] = 'µ', 
['&para;'] = '¶', ['&para'] = '¶', ['&CenterDot;'] = '·', ['&centerdot;'] = '·', ['&middot;'] = '·', ['&middot'] = '·', ['&Cedilla;'] = '¸', ['&cedil;'] = '¸', ['&cedil'] = '¸', ['&sup1;'] = '¹', ['&sup1'] = '¹', ['&ordm;'] = 'º', ['&ordm'] = 'º', ['&raquo;'] = '»', ['&raquo'] = '»', ['&frac14;'] = '¼', ['&frac14'] = '¼', ['&frac12;'] = '½', ['&frac12'] = '½', ['&half;'] = '½', ['&frac34;'] = '¾', ['&frac34'] = '¾', ['&iquest;'] = '¿', ['&iquest'] = '¿', ['&Agrave;'] = 'À', ['&Agrave'] = 'À', ['&Aacute;'] = 'Á', ['&Aacute'] = 'Á', ['&Acirc;'] = 'Â', ['&Acirc'] = 'Â', ['&Atilde;'] = 'Ã', ['&Atilde'] = 'Ã', ['&Auml;'] = 'Ä', ['&Auml'] = 'Ä', ['&Aring;'] = 'Å', ['&Aring'] = 'Å', ['&angst;'] = 'Å', ['&AElig;'] = 'Æ', ['&AElig'] = 'Æ', ['&Ccedil;'] = 'Ç', ['&Ccedil'] = 'Ç', ['&Egrave;'] = 'È', ['&Egrave'] = 'È', ['&Eacute;'] = 'É', ['&Eacute'] = 'É', ['&Ecirc;'] = 'Ê', ['&Ecirc'] = 'Ê', ['&Euml;'] = 'Ë', ['&Euml'] = 'Ë', ['&Igrave;'] = 'Ì', ['&Igrave'] = 'Ì', ['&Iacute;'] = 'Í', ['&Iacute'] = 'Í', ['&Icirc;'] = 'Î', ['&Icirc'] = 'Î', ['&Iuml;'] = 'Ï', ['&Iuml'] = 'Ï', ['&ETH;'] = 'Ð', ['&ETH'] = 'Ð', ['&Ntilde;'] = 'Ñ', ['&Ntilde'] = 'Ñ', ['&Ograve;'] = 'Ò', ['&Ograve'] = 'Ò', ['&Oacute;'] = 'Ó', ['&Oacute'] = 'Ó', ['&Ocirc;'] = 'Ô', ['&Ocirc'] = 'Ô', ['&Otilde;'] = 'Õ', ['&Otilde'] = 'Õ', ['&Ouml;'] = 'Ö', ['&Ouml'] = 'Ö', ['&times;'] = '×', ['&times'] = '×', ['&Oslash;'] = 'Ø', ['&Oslash'] = 'Ø', ['&Ugrave;'] = 'Ù', ['&Ugrave'] = 'Ù', ['&Uacute;'] = 'Ú', ['&Uacute'] = 'Ú', ['&Ucirc;'] = 'Û', ['&Ucirc'] = 'Û', ['&Uuml;'] = 'Ü', ['&Uuml'] = 'Ü', ['&Yacute;'] = 'Ý', ['&Yacute'] = 'Ý', ['&THORN;'] = 'Þ', ['&THORN'] = 'Þ', ['&szlig;'] = 'ß', ['&szlig'] = 'ß', ['&agrave;'] = 'à', ['&agrave'] = 'à', ['&aacute;'] = 'á', ['&aacute'] = 'á', ['&acirc;'] = 'â', ['&acirc'] = 'â', ['&atilde;'] = 'ã', ['&atilde'] = 'ã', ['&auml;'] = 'ä', ['&auml'] = 'ä', ['&aring;'] = 'å', ['&aring'] = 'å', ['&aelig;'] = 'æ', ['&aelig'] = 'æ', ['&ccedil;'] = 'ç', ['&ccedil'] = 'ç', ['&egrave;'] = 'è', ['&egrave'] = 'è', ['&eacute;'] = 'é', ['&eacute'] = 'é', ['&ecirc;'] = 'ê', 
['&ecirc'] = 'ê', ['&euml;'] = 'ë', ['&euml'] = 'ë', ['&igrave;'] = 'ì', ['&igrave'] = 'ì', ['&iacute;'] = 'í', ['&iacute'] = 'í', ['&icirc;'] = 'î', ['&icirc'] = 'î', ['&iuml;'] = 'ï', ['&iuml'] = 'ï', ['&eth;'] = 'ð', ['&eth'] = 'ð', ['&ntilde;'] = 'ñ', ['&ntilde'] = 'ñ', ['&ograve;'] = 'ò', ['&ograve'] = 'ò', ['&oacute;'] = 'ó', ['&oacute'] = 'ó', ['&ocirc;'] = 'ô', ['&ocirc'] = 'ô', ['&otilde;'] = 'õ', ['&otilde'] = 'õ', ['&ouml;'] = 'ö', ['&ouml'] = 'ö', ['&div;'] = '÷', ['&divide;'] = '÷', ['&divide'] = '÷', ['&oslash;'] = 'ø', ['&oslash'] = 'ø', ['&ugrave;'] = 'ù', ['&ugrave'] = 'ù', ['&uacute;'] = 'ú', ['&uacute'] = 'ú', ['&ucirc;'] = 'û', ['&ucirc'] = 'û', ['&uuml;'] = 'ü', ['&uuml'] = 'ü', ['&yacute;'] = 'ý', ['&yacute'] = 'ý', ['&thorn;'] = 'þ', ['&thorn'] = 'þ', ['&yuml;'] = 'ÿ', ['&yuml'] = 'ÿ', ['&Amacr;'] = 'Ā', ['&amacr;'] = 'ā', ['&Abreve;'] = 'Ă', ['&abreve;'] = 'ă', ['&Aogon;'] = 'Ą', ['&aogon;'] = 'ą', ['&Cacute;'] = 'Ć', ['&cacute;'] = 'ć', ['&Ccirc;'] = 'Ĉ', ['&ccirc;'] = 'ĉ', ['&Cdot;'] = 'Ċ', ['&cdot;'] = 'ċ', ['&Ccaron;'] = 'Č', ['&ccaron;'] = 'č', ['&Dcaron;'] = 'Ď', ['&dcaron;'] = 'ď', ['&Dstrok;'] = 'Đ', ['&dstrok;'] = 'đ', ['&Emacr;'] = 'Ē', ['&emacr;'] = 'ē', ['&Edot;'] = 'Ė', ['&edot;'] = 'ė', ['&Eogon;'] = 'Ę', ['&eogon;'] = 'ę', ['&Ecaron;'] = 'Ě', ['&ecaron;'] = 'ě', ['&Gcirc;'] = 'Ĝ', ['&gcirc;'] = 'ĝ', ['&Gbreve;'] = 'Ğ', ['&gbreve;'] = 'ğ', ['&Gdot;'] = 'Ġ', ['&gdot;'] = 'ġ', ['&Gcedil;'] = 'Ģ', ['&Hcirc;'] = 'Ĥ', ['&hcirc;'] = 'ĥ', ['&Hstrok;'] = 'Ħ', ['&hstrok;'] = 'ħ', ['&Itilde;'] = 'Ĩ', ['&itilde;'] = 'ĩ', ['&Imacr;'] = 'Ī', ['&imacr;'] = 'ī', ['&Iogon;'] = 'Į', ['&iogon;'] = 'į', ['&Idot;'] = 'İ', ['&imath;'] = 'ı', ['&inodot;'] = 'ı', ['&IJlig;'] = 'IJ', ['&ijlig;'] = 'ij', ['&Jcirc;'] = 'Ĵ', ['&jcirc;'] = 'ĵ', ['&Kcedil;'] = 'Ķ', ['&kcedil;'] = 'ķ', ['&kgreen;'] = 'ĸ', ['&Lacute;'] = 'Ĺ', ['&lacute;'] = 'ĺ', ['&Lcedil;'] = 'Ļ', ['&lcedil;'] = 'ļ', ['&Lcaron;'] = 'Ľ', ['&lcaron;'] = 'ľ', ['&Lmidot;'] = 'Ŀ', ['&lmidot;'] = 'ŀ', ['&Lstrok;'] = 'Ł', ['&lstrok;'] = 'ł', ['&Nacute;'] = 'Ń', ['&nacute;'] = 'ń', ['&Ncedil;'] = 'Ņ', 
['&ncedil;'] = 'ņ', ['&Ncaron;'] = 'Ň', ['&ncaron;'] = 'ň', ['&napos;'] = 'ʼn', ['&ENG;'] = 'Ŋ', ['&eng;'] = 'ŋ', ['&Omacr;'] = 'Ō', ['&omacr;'] = 'ō', ['&Odblac;'] = 'Ő', ['&odblac;'] = 'ő', ['&OElig;'] = 'Œ', ['&oelig;'] = 'œ', ['&Racute;'] = 'Ŕ', ['&racute;'] = 'ŕ', ['&Rcedil;'] = 'Ŗ', ['&rcedil;'] = 'ŗ', ['&Rcaron;'] = 'Ř', ['&rcaron;'] = 'ř', ['&Sacute;'] = 'Ś', ['&sacute;'] = 'ś', ['&Scirc;'] = 'Ŝ', ['&scirc;'] = 'ŝ', ['&Scedil;'] = 'Ş', ['&scedil;'] = 'ş', ['&Scaron;'] = 'Š', ['&scaron;'] = 'š', ['&Tcedil;'] = 'Ţ', ['&tcedil;'] = 'ţ', ['&Tcaron;'] = 'Ť', ['&tcaron;'] = 'ť', ['&Tstrok;'] = 'Ŧ', ['&tstrok;'] = 'ŧ', ['&Utilde;'] = 'Ũ', ['&utilde;'] = 'ũ', ['&Umacr;'] = 'Ū', ['&umacr;'] = 'ū', ['&Ubreve;'] = 'Ŭ', ['&ubreve;'] = 'ŭ', ['&Uring;'] = 'Ů', ['&uring;'] = 'ů', ['&Udblac;'] = 'Ű', ['&udblac;'] = 'ű', ['&Uogon;'] = 'Ų', ['&uogon;'] = 'ų', ['&Wcirc;'] = 'Ŵ', ['&wcirc;'] = 'ŵ', ['&Ycirc;'] = 'Ŷ', ['&ycirc;'] = 'ŷ', ['&Yuml;'] = 'Ÿ', ['&Zacute;'] = 'Ź', ['&zacute;'] = 'ź', ['&Zdot;'] = 'Ż', ['&zdot;'] = 'ż', ['&Zcaron;'] = 'Ž', ['&zcaron;'] = 'ž', ['&fnof;'] = 'ƒ', ['&imped;'] = 'Ƶ', ['&gacute;'] = 'ǵ', ['&jmath;'] = 'ȷ', ['&circ;'] = 'ˆ', ['&Hacek;'] = 'ˇ', ['&caron;'] = 'ˇ', ['&Breve;'] = '˘', ['&breve;'] = '˘', ['&DiacriticalDot;'] = '˙', ['&dot;'] = '˙', ['&ring;'] = '˚', ['&ogon;'] = '˛', ['&DiacriticalTilde;'] = '˜', ['&tilde;'] = '˜', ['&DiacriticalDoubleAcute;'] = '˝', ['&dblac;'] = '˝', ['&DownBreve;'] = '̑', ['&Alpha;'] = 'Α', ['&Beta;'] = 'Β', ['&Gamma;'] = 'Γ', ['&Delta;'] = 'Δ', ['&Epsilon;'] = 'Ε', ['&Zeta;'] = 'Ζ', ['&Eta;'] = 'Η', ['&Theta;'] = 'Θ', ['&Iota;'] = 'Ι', ['&Kappa;'] = 'Κ', ['&Lambda;'] = 'Λ', ['&Mu;'] = 'Μ', ['&Nu;'] = 'Ν', ['&Xi;'] = 'Ξ', ['&Omicron;'] = 'Ο', ['&Pi;'] = 'Π', ['&Rho;'] = 'Ρ', ['&Sigma;'] = 'Σ', ['&Tau;'] = 'Τ', ['&Upsilon;'] = 'Υ', ['&Phi;'] = 'Φ', ['&Chi;'] = 'Χ', ['&Psi;'] = 'Ψ', ['&Omega;'] = 'Ω', ['&ohm;'] = 'Ω', ['&alpha;'] = 'α', ['&beta;'] = 'β', ['&gamma;'] = 'γ', ['&delta;'] = 'δ', ['&epsi;'] = 'ε', ['&epsilon;'] = 'ε', ['&zeta;'] = 'ζ', ['&eta;'] = 'η', ['&theta;'] = 'θ', ['&iota;'] = 'ι', ['&kappa;'] = 'κ', ['&lambda;'] = 'λ', 
['&mu;'] = 'μ', ['&nu;'] = 'ν', ['&xi;'] = 'ξ', ['&omicron;'] = 'ο', ['&pi;'] = 'π', ['&rho;'] = 'ρ', ['&sigmaf;'] = 'ς', ['&sigmav;'] = 'ς', ['&varsigma;'] = 'ς', ['&sigma;'] = 'σ', ['&tau;'] = 'τ', ['&upsi;'] = 'υ', ['&upsilon;'] = 'υ', ['&phi;'] = 'φ', ['&chi;'] = 'χ', ['&psi;'] = 'ψ', ['&omega;'] = 'ω', ['&thetasym;'] = 'ϑ', ['&thetav;'] = 'ϑ', ['&vartheta;'] = 'ϑ', ['&Upsi;'] = 'ϒ', ['&upsih;'] = 'ϒ', ['&phiv;'] = 'ϕ', ['&straightphi;'] = 'ϕ', ['&varphi;'] = 'ϕ', ['&piv;'] = 'ϖ', ['&varpi;'] = 'ϖ', ['&Gammad;'] = 'Ϝ', ['&digamma;'] = 'ϝ', ['&gammad;'] = 'ϝ', ['&kappav;'] = 'ϰ', ['&varkappa;'] = 'ϰ', ['&rhov;'] = 'ϱ', ['&varrho;'] = 'ϱ', ['&epsiv;'] = 'ϵ', ['&straightepsilon;'] = 'ϵ', ['&varepsilon;'] = 'ϵ', ['&backepsilon;'] = '϶', ['&bepsi;'] = '϶', ['&IOcy;'] = 'Ё', ['&DJcy;'] = 'Ђ', ['&GJcy;'] = 'Ѓ', ['&Jukcy;'] = 'Є', ['&DScy;'] = 'Ѕ', ['&Iukcy;'] = 'І', ['&YIcy;'] = 'Ї', ['&Jsercy;'] = 'Ј', ['&LJcy;'] = 'Љ', ['&NJcy;'] = 'Њ', ['&TSHcy;'] = 'Ћ', ['&KJcy;'] = 'Ќ', ['&Ubrcy;'] = 'Ў', ['&DZcy;'] = 'Џ', ['&Acy;'] = 'А', ['&Bcy;'] = 'Б', ['&Vcy;'] = 'В', ['&Gcy;'] = 'Г', ['&Dcy;'] = 'Д', ['&IEcy;'] = 'Е', ['&ZHcy;'] = 'Ж', ['&Zcy;'] = 'З', ['&Icy;'] = 'И', ['&Jcy;'] = 'Й', ['&Kcy;'] = 'К', ['&Lcy;'] = 'Л', ['&Mcy;'] = 'М', ['&Ncy;'] = 'Н', ['&Ocy;'] = 'О', ['&Pcy;'] = 'П', ['&Rcy;'] = 'Р', ['&Scy;'] = 'С', ['&Tcy;'] = 'Т', ['&Ucy;'] = 'У', ['&Fcy;'] = 'Ф', ['&KHcy;'] = 'Х', ['&TScy;'] = 'Ц', ['&CHcy;'] = 'Ч', ['&SHcy;'] = 'Ш', ['&SHCHcy;'] = 'Щ', ['&HARDcy;'] = 'Ъ', ['&Ycy;'] = 'Ы', ['&SOFTcy;'] = 'Ь', ['&Ecy;'] = 'Э', ['&YUcy;'] = 'Ю', ['&YAcy;'] = 'Я', ['&acy;'] = 'а', ['&bcy;'] = 'б', ['&vcy;'] = 'в', ['&gcy;'] = 'г', ['&dcy;'] = 'д', ['&iecy;'] = 'е', ['&zhcy;'] = 'ж', ['&zcy;'] = 'з', ['&icy;'] = 'и', ['&jcy;'] = 'й', ['&kcy;'] = 'к', ['&lcy;'] = 'л', ['&mcy;'] = 'м', ['&ncy;'] = 'н', ['&ocy;'] = 'о', ['&pcy;'] = 'п', ['&rcy;'] = 'р', ['&scy;'] = 'с', ['&tcy;'] = 'т', ['&ucy;'] = 'у', ['&fcy;'] = 'ф', ['&khcy;'] = 'х', ['&tscy;'] = 'ц', ['&chcy;'] = 'ч', ['&shcy;'] = 'ш', 
['&shchcy;'] = 'щ', ['&hardcy;'] = 'ъ', ['&ycy;'] = 'ы', ['&softcy;'] = 'ь', ['&ecy;'] = 'э', ['&yucy;'] = 'ю', ['&yacy;'] = 'я', ['&iocy;'] = 'ё', ['&djcy;'] = 'ђ', ['&gjcy;'] = 'ѓ', ['&jukcy;'] = 'є', ['&dscy;'] = 'ѕ', ['&iukcy;'] = 'і', ['&yicy;'] = 'ї', ['&jsercy;'] = 'ј', ['&ljcy;'] = 'љ', ['&njcy;'] = 'њ', ['&tshcy;'] = 'ћ', ['&kjcy;'] = 'ќ', ['&ubrcy;'] = 'ў', ['&dzcy;'] = 'џ', ['&ensp;'] = ' ', ['&emsp;'] = ' ', ['&emsp13;'] = ' ', ['&emsp14;'] = ' ', ['&numsp;'] = ' ', ['&puncsp;'] = ' ', ['&ThinSpace;'] = ' ', ['&thinsp;'] = ' ', ['&VeryThinSpace;'] = ' ', ['&hairsp;'] = ' ', ['&NegativeMediumSpace;'] = '​', ['&NegativeThickSpace;'] = '​', ['&NegativeThinSpace;'] = '​', ['&NegativeVeryThinSpace;'] = '​', ['&ZeroWidthSpace;'] = '​', ['&zwnj;'] = '‌', ['&zwj;'] = '‍', ['&lrm;'] = '‎', ['&rlm;'] = '‏', ['&dash;'] = '‐', ['&hyphen;'] = '‐', ['&ndash;'] = '–', ['&mdash;'] = '—', ['&horbar;'] = '―', ['&Verbar;'] = '‖', ['&Vert;'] = '‖', ['&OpenCurlyQuote;'] = '‘', ['&lsquo;'] = '‘', ['&CloseCurlyQuote;'] = '’', ['&rsquo;'] = '’', ['&rsquor;'] = '’', ['&lsquor;'] = '‚', ['&sbquo;'] = '‚', ['&OpenCurlyDoubleQuote;'] = '“', ['&ldquo;'] = '“', ['&CloseCurlyDoubleQuote;'] = '”', ['&rdquo;'] = '”', ['&rdquor;'] = '”', ['&bdquo;'] = '„', ['&ldquor;'] = '„', ['&dagger;'] = '†', ['&Dagger;'] = '‡', ['&ddagger;'] = '‡', ['&bull;'] = '•', ['&bullet;'] = '•', ['&nldr;'] = '‥', ['&hellip;'] = '…', ['&mldr;'] = '…', ['&permil;'] = '‰', ['&pertenk;'] = '‱', ['&prime;'] = '′', ['&Prime;'] = '″', ['&tprime;'] = '‴', ['&backprime;'] = '‵', ['&bprime;'] = '‵', ['&lsaquo;'] = '‹', ['&rsaquo;'] = '›', ['&OverBar;'] = '‾', ['&oline;'] = '‾', ['&caret;'] = '⁁', ['&hybull;'] = '⁃', ['&frasl;'] = '⁄', ['&bsemi;'] = '⁏', ['&qprime;'] = '⁗', ['&MediumSpace;'] = ' ', ['&ThickSpace;'] = '  ', ['&NoBreak;'] = '⁠', ['&ApplyFunction;'] = '⁡', ['&af;'] = '⁡', ['&InvisibleTimes;'] = '⁢', ['&it;'] = '⁢', ['&InvisibleComma;'] = '⁣', ['&ic;'] = '⁣', ['&euro;'] = '€', ['&TripleDot;'] = '⃛', ['&tdot;'] = '⃛', ['&DotDot;'] = '⃜', ['&Copf;'] = 'ℂ', ['&complexes;'] = 'ℂ', ['&incare;'] = '℅', ['&gscr;'] = 'ℊ', ['&HilbertSpace;'] = 'ℋ', ['&Hscr;'] = 'ℋ', ['&hamilt;'] = 'ℋ', ['&Hfr;'] = 'ℌ', ['&Poincareplane;'] = 'ℌ', ['&Hopf;'] = 'ℍ', ['&quaternions;'] = 'ℍ', ['&planckh;'] = 'ℎ', 
['&hbar;'] = 'ℏ', ['&hslash;'] = 'ℏ', ['&planck;'] = 'ℏ', ['&plankv;'] = 'ℏ', ['&Iscr;'] = 'ℐ', ['&imagline;'] = 'ℐ', ['&Ifr;'] = 'ℑ', ['&Im;'] = 'ℑ', ['&image;'] = 'ℑ', ['&imagpart;'] = 'ℑ', ['&Laplacetrf;'] = 'ℒ', ['&Lscr;'] = 'ℒ', ['&lagran;'] = 'ℒ', ['&ell;'] = 'ℓ', ['&Nopf;'] = 'ℕ', ['&naturals;'] = 'ℕ', ['&numero;'] = '№', ['&copysr;'] = '℗', ['&weierp;'] = '℘', ['&wp;'] = '℘', ['&Popf;'] = 'ℙ', ['&primes;'] = 'ℙ', ['&Qopf;'] = 'ℚ', ['&rationals;'] = 'ℚ', ['&Rscr;'] = 'ℛ', ['&realine;'] = 'ℛ', ['&Re;'] = 'ℜ', ['&Rfr;'] = 'ℜ', ['&real;'] = 'ℜ', ['&realpart;'] = 'ℜ', ['&Ropf;'] = 'ℝ', ['&reals;'] = 'ℝ', ['&rx;'] = '℞', ['&TRADE;'] = '™', ['&trade;'] = '™', ['&Zopf;'] = 'ℤ', ['&integers;'] = 'ℤ', ['&mho;'] = '℧', ['&Zfr;'] = 'ℨ', ['&zeetrf;'] = 'ℨ', ['&iiota;'] = '℩', ['&Bernoullis;'] = 'ℬ', ['&Bscr;'] = 'ℬ', ['&bernou;'] = 'ℬ', ['&Cayleys;'] = 'ℭ', ['&Cfr;'] = 'ℭ', ['&escr;'] = 'ℯ', ['&Escr;'] = 'ℰ', ['&expectation;'] = 'ℰ', ['&Fouriertrf;'] = 'ℱ', ['&Fscr;'] = 'ℱ', ['&Mellintrf;'] = 'ℳ', ['&Mscr;'] = 'ℳ', ['&phmmat;'] = 'ℳ', ['&order;'] = 'ℴ', ['&orderof;'] = 'ℴ', ['&oscr;'] = 'ℴ', ['&alefsym;'] = 'ℵ', ['&aleph;'] = 'ℵ', ['&beth;'] = 'ℶ', ['&gimel;'] = 'ℷ', ['&daleth;'] = 'ℸ', ['&CapitalDifferentialD;'] = 'ⅅ', ['&DD;'] = 'ⅅ', ['&DifferentialD;'] = 'ⅆ', ['&dd;'] = 'ⅆ', ['&ExponentialE;'] = 'ⅇ', ['&ee;'] = 'ⅇ', ['&exponentiale;'] = 'ⅇ', ['&ImaginaryI;'] = 'ⅈ', ['&ii;'] = 'ⅈ', ['&frac13;'] = '⅓', ['&frac23;'] = '⅔', ['&frac15;'] = '⅕', ['&frac25;'] = '⅖', ['&frac35;'] = '⅗', ['&frac45;'] = '⅘', ['&frac16;'] = '⅙', ['&frac56;'] = '⅚', ['&frac18;'] = '⅛', ['&frac38;'] = '⅜', ['&frac58;'] = '⅝', ['&frac78;'] = '⅞', ['&LeftArrow;'] = '←', ['&ShortLeftArrow;'] = '←', ['&larr;'] = '←', ['&leftarrow;'] = '←', ['&slarr;'] = '←', ['&ShortUpArrow;'] = '↑', ['&UpArrow;'] = '↑', ['&uarr;'] = '↑', ['&uparrow;'] = '↑', ['&RightArrow;'] = '→', ['&ShortRightArrow;'] = '→', ['&rarr;'] = '→', ['&rightarrow;'] = '→', ['&srarr;'] = '→', ['&DownArrow;'] = '↓', ['&ShortDownArrow;'] = '↓', ['&darr;'] = '↓', ['&downarrow;'] = '↓', ['&LeftRightArrow;'] = '↔', ['&harr;'] = '↔', ['&leftrightarrow;'] = '↔', ['&UpDownArrow;'] = '↕', ['&updownarrow;'] = '↕', ['&varr;'] = '↕', ['&UpperLeftArrow;'] = '↖', ['&nwarr;'] = '↖', ['&nwarrow;'] = '↖', 
['&UpperRightArrow;'] = '↗', ['&nearr;'] = '↗', ['&nearrow;'] = '↗', ['&LowerRightArrow;'] = '↘', ['&searr;'] = '↘', ['&searrow;'] = '↘', ['&LowerLeftArrow;'] = '↙', ['&swarr;'] = '↙', ['&swarrow;'] = '↙', ['&nlarr;'] = '↚', ['&nleftarrow;'] = '↚', ['&nrarr;'] = '↛', ['&nrightarrow;'] = '↛', ['&rarrw;'] = '↝', ['&rightsquigarrow;'] = '↝', ['&nrarrw;'] = '↝̸', ['&Larr;'] = '↞', ['&twoheadleftarrow;'] = '↞', ['&Uarr;'] = '↟', ['&Rarr;'] = '↠', ['&twoheadrightarrow;'] = '↠', ['&Darr;'] = '↡', ['&larrtl;'] = '↢', ['&leftarrowtail;'] = '↢', ['&rarrtl;'] = '↣', ['&rightarrowtail;'] = '↣', ['&LeftTeeArrow;'] = '↤', ['&mapstoleft;'] = '↤', ['&UpTeeArrow;'] = '↥', ['&mapstoup;'] = '↥', ['&RightTeeArrow;'] = '↦', ['&map;'] = '↦', ['&mapsto;'] = '↦', ['&DownTeeArrow;'] = '↧', ['&mapstodown;'] = '↧', ['&hookleftarrow;'] = '↩', ['&larrhk;'] = '↩', ['&hookrightarrow;'] = '↪', ['&rarrhk;'] = '↪', ['&larrlp;'] = '↫', ['&looparrowleft;'] = '↫', ['&looparrowright;'] = '↬', ['&rarrlp;'] = '↬', ['&harrw;'] = '↭', ['&leftrightsquigarrow;'] = '↭', ['&nharr;'] = '↮', ['&nleftrightarrow;'] = '↮', ['&Lsh;'] = '↰', ['&lsh;'] = '↰', ['&Rsh;'] = '↱', ['&rsh;'] = '↱', ['&ldsh;'] = '↲', ['&rdsh;'] = '↳', ['&crarr;'] = '↵', ['&cularr;'] = '↶', ['&curvearrowleft;'] = '↶', ['&curarr;'] = '↷', ['&curvearrowright;'] = '↷', ['&circlearrowleft;'] = '↺', ['&olarr;'] = '↺', ['&circlearrowright;'] = '↻', ['&orarr;'] = '↻', ['&LeftVector;'] = '↼', ['&leftharpoonup;'] = '↼', ['&lharu;'] = '↼', ['&DownLeftVector;'] = '↽', ['&leftharpoondown;'] = '↽', ['&lhard;'] = '↽', ['&RightUpVector;'] = '↾', ['&uharr;'] = '↾', ['&upharpoonright;'] = '↾', ['&LeftUpVector;'] = '↿', ['&uharl;'] = '↿', ['&upharpoonleft;'] = '↿', ['&RightVector;'] = '⇀', ['&rharu;'] = '⇀', ['&rightharpoonup;'] = '⇀', ['&DownRightVector;'] = '⇁', ['&rhard;'] = '⇁', ['&rightharpoondown;'] = '⇁', ['&RightDownVector;'] = '⇂', ['&dharr;'] = '⇂', ['&downharpoonright;'] = '⇂', ['&LeftDownVector;'] = '⇃', ['&dharl;'] = '⇃', ['&downharpoonleft;'] = '⇃', ['&RightArrowLeftArrow;'] = '⇄', ['&rightleftarrows;'] = '⇄', ['&rlarr;'] = '⇄', ['&UpArrowDownArrow;'] = '⇅', ['&udarr;'] = '⇅', ['&LeftArrowRightArrow;'] = '⇆', ['&leftrightarrows;'] = '⇆', ['&lrarr;'] = '⇆', ['&leftleftarrows;'] = '⇇', ['&llarr;'] = '⇇', ['&upuparrows;'] = '⇈', ['&uuarr;'] = '⇈', ['&rightrightarrows;'] = '⇉', ['&rrarr;'] = '⇉', ['&ddarr;'] = '⇊', ['&downdownarrows;'] = '⇊', ['&ReverseEquilibrium;'] = '⇋', ['&leftrightharpoons;'] = '⇋', ['&lrhar;'] = '⇋', ['&Equilibrium;'] = '⇌', ['&rightleftharpoons;'] = '⇌', ['&rlhar;'] = '⇌', ['&nLeftarrow;'] = '⇍', ['&nlArr;'] = '⇍', 
['&nLeftrightarrow;'] = '⇎', ['&nhArr;'] = '⇎', ['&nRightarrow;'] = '⇏', ['&nrArr;'] = '⇏', ['&DoubleLeftArrow;'] = '⇐', ['&Leftarrow;'] = '⇐', ['&lArr;'] = '⇐', ['&DoubleUpArrow;'] = '⇑', ['&Uparrow;'] = '⇑', ['&uArr;'] = '⇑', ['&DoubleRightArrow;'] = '⇒', ['&Implies;'] = '⇒', ['&Rightarrow;'] = '⇒', ['&rArr;'] = '⇒', ['&DoubleDownArrow;'] = '⇓', ['&Downarrow;'] = '⇓', ['&dArr;'] = '⇓', ['&DoubleLeftRightArrow;'] = '⇔', ['&Leftrightarrow;'] = '⇔', ['&hArr;'] = '⇔', ['&iff;'] = '⇔', ['&DoubleUpDownArrow;'] = '⇕', ['&Updownarrow;'] = '⇕', ['&vArr;'] = '⇕', ['&nwArr;'] = '⇖', ['&neArr;'] = '⇗', ['&seArr;'] = '⇘', ['&swArr;'] = '⇙', ['&Lleftarrow;'] = '⇚', ['&lAarr;'] = '⇚', ['&Rrightarrow;'] = '⇛', ['&rAarr;'] = '⇛', ['&zigrarr;'] = '⇝', ['&LeftArrowBar;'] = '⇤', ['&larrb;'] = '⇤', ['&RightArrowBar;'] = '⇥', ['&rarrb;'] = '⇥', ['&DownArrowUpArrow;'] = '⇵', ['&duarr;'] = '⇵', ['&loarr;'] = '⇽', ['&roarr;'] = '⇾', ['&hoarr;'] = '⇿', ['&ForAll;'] = '∀', ['&forall;'] = '∀', ['&comp;'] = '∁', ['&complement;'] = '∁', ['&PartialD;'] = '∂', ['&part;'] = '∂', ['&npart;'] = '∂̸', ['&Exists;'] = '∃', ['&exist;'] = '∃', ['&NotExists;'] = '∄', ['&nexist;'] = '∄', ['&nexists;'] = '∄', ['&empty;'] = '∅', ['&emptyset;'] = '∅', ['&emptyv;'] = '∅', ['&varnothing;'] = '∅', ['&Del;'] = '∇', ['&nabla;'] = '∇', ['&Element;'] = '∈', ['&in;'] = '∈', ['&isin;'] = '∈', ['&isinv;'] = '∈', ['&NotElement;'] = '∉', ['&notin;'] = '∉', ['&notinva;'] = '∉', ['&ReverseElement;'] = '∋', ['&SuchThat;'] = '∋', ['&ni;'] = '∋', ['&niv;'] = '∋', ['&NotReverseElement;'] = '∌', ['&notni;'] = '∌', ['&notniva;'] = '∌', ['&Product;'] = '∏', ['&prod;'] = '∏', ['&Coproduct;'] = '∐', ['&coprod;'] = '∐', ['&Sum;'] = '∑', ['&sum;'] = '∑', ['&minus;'] = '−', ['&MinusPlus;'] = '∓', ['&mnplus;'] = '∓', ['&mp;'] = '∓', ['&dotplus;'] = '∔', ['&plusdo;'] = '∔', ['&Backslash;'] = '∖', ['&setminus;'] = '∖', ['&setmn;'] = '∖', ['&smallsetminus;'] = '∖', ['&ssetmn;'] = '∖', ['&lowast;'] = '∗', ['&SmallCircle;'] = '∘', ['&compfn;'] = '∘', ['&Sqrt;'] = '√', ['&radic;'] = '√', ['&Proportional;'] = '∝', ['&prop;'] = '∝', ['&propto;'] = '∝', ['&varpropto;'] = '∝', ['&vprop;'] = '∝', ['&infin;'] = '∞', ['&angrt;'] = '∟', ['&ang;'] = '∠', ['&angle;'] = '∠', ['&nang;'] = '∠⃒', ['&angmsd;'] = '∡', ['&measuredangle;'] = '∡', ['&angsph;'] = '∢', ['&VerticalBar;'] = '∣', 
['&mid;'] = '∣', ['&shortmid;'] = '∣', ['&smid;'] = '∣', ['&NotVerticalBar;'] = '∤', ['&nmid;'] = '∤', ['&nshortmid;'] = '∤', ['&nsmid;'] = '∤', ['&DoubleVerticalBar;'] = '∥', ['&par;'] = '∥', ['&parallel;'] = '∥', ['&shortparallel;'] = '∥', ['&spar;'] = '∥', ['&NotDoubleVerticalBar;'] = '∦', ['&npar;'] = '∦', ['&nparallel;'] = '∦', ['&nshortparallel;'] = '∦', ['&nspar;'] = '∦', ['&and;'] = '∧', ['&wedge;'] = '∧', ['&or;'] = '∨', ['&vee;'] = '∨', ['&cap;'] = '∩', ['&caps;'] = '∩︀', ['&cup;'] = '∪', ['&cups;'] = '∪︀', ['&Integral;'] = '∫', ['&int;'] = '∫', ['&Int;'] = '∬', ['&iiint;'] = '∭', ['&tint;'] = '∭', ['&ContourIntegral;'] = '∮', ['&conint;'] = '∮', ['&oint;'] = '∮', ['&Conint;'] = '∯', ['&DoubleContourIntegral;'] = '∯', ['&Cconint;'] = '∰', ['&cwint;'] = '∱', ['&ClockwiseContourIntegral;'] = '∲', ['&cwconint;'] = '∲', ['&CounterClockwiseContourIntegral;'] = '∳', ['&awconint;'] = '∳', ['&Therefore;'] = '∴', ['&there4;'] = '∴', ['&therefore;'] = '∴', ['&Because;'] = '∵', ['&becaus;'] = '∵', ['&because;'] = '∵', ['&ratio;'] = '∶', ['&Colon;'] = '∷', ['&Proportion;'] = '∷', ['&dotminus;'] = '∸', ['&minusd;'] = '∸', ['&mDDot;'] = '∺', ['&homtht;'] = '∻', ['&Tilde;'] = '∼', ['&sim;'] = '∼', ['&thicksim;'] = '∼', ['&thksim;'] = '∼', ['&nvsim;'] = '∼⃒', ['&backsim;'] = '∽', ['&bsim;'] = '∽', ['&race;'] = '∽̱', ['&ac;'] = '∾', ['&mstpos;'] = '∾', ['&acE;'] = '∾̳', ['&acd;'] = '∿', ['&VerticalTilde;'] = '≀', ['&wr;'] = '≀', ['&wreath;'] = '≀', ['&NotTilde;'] = '≁', ['&nsim;'] = '≁', ['&EqualTilde;'] = '≂', ['&eqsim;'] = '≂', ['&esim;'] = '≂', ['&nesim;'] = '≂̸', ['&NotEqualTilde;'] = '≂̸', ['&TildeEqual;'] = '≃', ['&sime;'] = '≃', ['&simeq;'] = '≃', ['&NotTildeEqual;'] = '≄', ['&nsime;'] = '≄', ['&nsimeq;'] = '≄', ['&TildeFullEqual;'] = '≅', ['&cong;'] = '≅', ['&simne;'] = '≆', ['&NotTildeFullEqual;'] = '≇', ['&ncong;'] = '≇', ['&TildeTilde;'] = '≈', ['&ap;'] = '≈', ['&approx;'] = '≈', ['&asymp;'] = '≈', ['&thickapprox;'] = '≈', ['&thkap;'] = '≈', ['&NotTildeTilde;'] = '≉', ['&nap;'] = '≉', ['&napprox;'] = '≉', ['&ape;'] = '≊', ['&approxeq;'] = '≊', ['&apid;'] = '≋', ['&napid;'] = '≋̸', ['&backcong;'] = '≌', ['&bcong;'] = '≌', ['&CupCap;'] = '≍', ['&asympeq;'] = '≍', ['&nvap;'] = '≍⃒', ['&Bumpeq;'] = '≎', ['&HumpDownHump;'] = '≎', ['&bump;'] = '≎', ['&nbump;'] = '≎̸', ['&NotHumpDownHump;'] = '≎̸', 
['&HumpEqual;'] = '≏', ['&bumpe;'] = '≏', ['&bumpeq;'] = '≏', ['&nbumpe;'] = '≏̸', ['&NotHumpEqual;'] = '≏̸', ['&DotEqual;'] = '≐', ['&doteq;'] = '≐', ['&esdot;'] = '≐', ['&nedot;'] = '≐̸', ['&doteqdot;'] = '≑', ['&eDot;'] = '≑', ['&efDot;'] = '≒', ['&fallingdotseq;'] = '≒', ['&erDot;'] = '≓', ['&risingdotseq;'] = '≓', ['&Assign;'] = '≔', ['&colone;'] = '≔', ['&coloneq;'] = '≔', ['&ecolon;'] = '≕', ['&eqcolon;'] = '≕', ['&ecir;'] = '≖', ['&eqcirc;'] = '≖', ['&circeq;'] = '≗', ['&cire;'] = '≗', ['&wedgeq;'] = '≙', ['&veeeq;'] = '≚', ['&triangleq;'] = '≜', ['&trie;'] = '≜', ['&equest;'] = '≟', ['&questeq;'] = '≟', ['&NotEqual;'] = '≠', ['&ne;'] = '≠', ['&Congruent;'] = '≡', ['&equiv;'] = '≡', ['&bnequiv;'] = '≡⃥', ['&NotCongruent;'] = '≢', ['&nequiv;'] = '≢', ['&le;'] = '≤', ['&leq;'] = '≤', ['&nvle;'] = '≤⃒', ['&GreaterEqual;'] = '≥', ['&ge;'] = '≥', ['&geq;'] = '≥', ['&nvge;'] = '≥⃒', ['&LessFullEqual;'] = '≦', ['&lE;'] = '≦', ['&leqq;'] = '≦', ['&nlE;'] = '≦̸', ['&nleqq;'] = '≦̸', ['&GreaterFullEqual;'] = '≧', ['&gE;'] = '≧', ['&geqq;'] = '≧', ['&ngE;'] = '≧̸', ['&ngeqq;'] = '≧̸', ['&NotGreaterFullEqual;'] = '≧̸', ['&lnE;'] = '≨', ['&lneqq;'] = '≨', ['&lvertneqq;'] = '≨︀', ['&lvnE;'] = '≨︀', ['&gnE;'] = '≩', ['&gneqq;'] = '≩', ['&gvertneqq;'] = '≩︀', ['&gvnE;'] = '≩︀', ['&Lt;'] = '≪', ['&NestedLessLess;'] = '≪', ['&ll;'] = '≪', ['&nLtv;'] = '≪̸', ['&NotLessLess;'] = '≪̸', ['&nLt;'] = '≪⃒', ['&Gt;'] = '≫', ['&NestedGreaterGreater;'] = '≫', ['&gg;'] = '≫', ['&nGtv;'] = '≫̸', ['&NotGreaterGreater;'] = '≫̸', ['&nGt;'] = '≫⃒', ['&between;'] = '≬', ['&twixt;'] = '≬', ['&NotCupCap;'] = '≭', ['&NotLess;'] = '≮', ['&nless;'] = '≮', ['&nlt;'] = '≮', ['&NotGreater;'] = '≯', ['&ngt;'] = '≯', ['&ngtr;'] = '≯', ['&NotLessEqual;'] = '≰', ['&nle;'] = '≰', ['&nleq;'] = '≰', ['&NotGreaterEqual;'] = '≱', ['&nge;'] = '≱', ['&ngeq;'] = '≱', ['&LessTilde;'] = '≲', ['&lesssim;'] = '≲', ['&lsim;'] = '≲', ['&GreaterTilde;'] = '≳', ['&gsim;'] = '≳', ['&gtrsim;'] = '≳', ['&NotLessTilde;'] = '≴', ['&nlsim;'] = '≴', ['&NotGreaterTilde;'] = '≵', ['&ngsim;'] = '≵', ['&LessGreater;'] = '≶', ['&lessgtr;'] = '≶', ['&lg;'] = '≶', ['&GreaterLess;'] = '≷', ['&gl;'] = '≷', ['&gtrless;'] = '≷', ['&NotLessGreater;'] = '≸', ['&ntlg;'] = '≸', ['&NotGreaterLess;'] = '≹', ['&ntgl;'] = '≹', 
['&Precedes;'] = '≺', ['&pr;'] = '≺', ['&prec;'] = '≺', ['&Succeeds;'] = '≻', ['&sc;'] = '≻', ['&succ;'] = '≻', ['&PrecedesSlantEqual;'] = '≼', ['&prcue;'] = '≼', ['&preccurlyeq;'] = '≼', ['&SucceedsSlantEqual;'] = '≽', ['&sccue;'] = '≽', ['&succcurlyeq;'] = '≽', ['&PrecedesTilde;'] = '≾', ['&precsim;'] = '≾', ['&prsim;'] = '≾', ['&SucceedsTilde;'] = '≿', ['&scsim;'] = '≿', ['&succsim;'] = '≿', ['&NotSucceedsTilde;'] = '≿̸', ['&NotPrecedes;'] = '⊀', ['&npr;'] = '⊀', ['&nprec;'] = '⊀', ['&NotSucceeds;'] = '⊁', ['&nsc;'] = '⊁', ['&nsucc;'] = '⊁', ['&sub;'] = '⊂', ['&subset;'] = '⊂', ['&NotSubset;'] = '⊂⃒', ['&nsubset;'] = '⊂⃒', ['&vnsub;'] = '⊂⃒', ['&Superset;'] = '⊃', ['&sup;'] = '⊃', ['&supset;'] = '⊃', ['&NotSuperset;'] = '⊃⃒', ['&nsupset;'] = '⊃⃒', ['&vnsup;'] = '⊃⃒', ['&nsub;'] = '⊄', ['&nsup;'] = '⊅', ['&SubsetEqual;'] = '⊆', ['&sube;'] = '⊆', ['&subseteq;'] = '⊆', ['&SupersetEqual;'] = '⊇', ['&supe;'] = '⊇', ['&supseteq;'] = '⊇', ['&NotSubsetEqual;'] = '⊈', ['&nsube;'] = '⊈', ['&nsubseteq;'] = '⊈', ['&NotSupersetEqual;'] = '⊉', ['&nsupe;'] = '⊉', ['&nsupseteq;'] = '⊉', ['&subne;'] = '⊊', ['&subsetneq;'] = '⊊', ['&varsubsetneq;'] = '⊊︀', ['&vsubne;'] = '⊊︀', ['&supne;'] = '⊋', ['&supsetneq;'] = '⊋', ['&varsupsetneq;'] = '⊋︀', ['&vsupne;'] = '⊋︀', ['&cupdot;'] = '⊍', ['&UnionPlus;'] = '⊎', ['&uplus;'] = '⊎', ['&SquareSubset;'] = '⊏', ['&sqsub;'] = '⊏', ['&sqsubset;'] = '⊏', ['&NotSquareSubset;'] = '⊏̸', ['&SquareSuperset;'] = '⊐', ['&sqsup;'] = '⊐', ['&sqsupset;'] = '⊐', ['&NotSquareSuperset;'] = '⊐̸', ['&SquareSubsetEqual;'] = '⊑', ['&sqsube;'] = '⊑', ['&sqsubseteq;'] = '⊑', ['&SquareSupersetEqual;'] = '⊒', ['&sqsupe;'] = '⊒', ['&sqsupseteq;'] = '⊒', ['&SquareIntersection;'] = '⊓', ['&sqcap;'] = '⊓', ['&sqcaps;'] = '⊓︀', ['&SquareUnion;'] = '⊔', ['&sqcup;'] = '⊔', ['&sqcups;'] = '⊔︀', ['&CirclePlus;'] = '⊕', ['&oplus;'] = '⊕', ['&CircleMinus;'] = '⊖', ['&ominus;'] = '⊖', ['&CircleTimes;'] = '⊗', ['&otimes;'] = '⊗', ['&osol;'] = '⊘', ['&CircleDot;'] = '⊙', ['&odot;'] = '⊙', ['&circledcirc;'] = '⊚', ['&ocir;'] = '⊚', ['&circledast;'] = '⊛', ['&oast;'] = '⊛', ['&circleddash;'] = '⊝', ['&odash;'] = '⊝', ['&boxplus;'] = '⊞', ['&plusb;'] = '⊞', ['&boxminus;'] = '⊟', ['&minusb;'] = '⊟', ['&boxtimes;'] = '⊠', ['&timesb;'] = '⊠', ['&dotsquare;'] = '⊡', ['&sdotb;'] = '⊡', ['&RightTee;'] = '⊢', ['&vdash;'] = '⊢', ['&LeftTee;'] = '⊣', ['&dashv;'] = '⊣', ['&DownTee;'] = '⊤', ['&top;'] = '⊤', 
['&UpTee;'] = '⊥', ['&bot;'] = '⊥', ['&bottom;'] = '⊥', ['&perp;'] = '⊥', ['&models;'] = '⊧', ['&DoubleRightTee;'] = '⊨', ['&vDash;'] = '⊨', ['&Vdash;'] = '⊩', ['&Vvdash;'] = '⊪', ['&VDash;'] = '⊫', ['&nvdash;'] = '⊬', ['&nvDash;'] = '⊭', ['&nVdash;'] = '⊮', ['&nVDash;'] = '⊯', ['&prurel;'] = '⊰', ['&LeftTriangle;'] = '⊲', ['&vartriangleleft;'] = '⊲', ['&vltri;'] = '⊲', ['&RightTriangle;'] = '⊳', ['&vartriangleright;'] = '⊳', ['&vrtri;'] = '⊳', ['&LeftTriangleEqual;'] = '⊴', ['&ltrie;'] = '⊴', ['&trianglelefteq;'] = '⊴', ['&nvltrie;'] = '⊴⃒', ['&RightTriangleEqual;'] = '⊵', ['&rtrie;'] = '⊵', ['&trianglerighteq;'] = '⊵', ['&nvrtrie;'] = '⊵⃒', ['&origof;'] = '⊶', ['&imof;'] = '⊷', ['&multimap;'] = '⊸', ['&mumap;'] = '⊸', ['&hercon;'] = '⊹', ['&intcal;'] = '⊺', ['&intercal;'] = '⊺', ['&veebar;'] = '⊻', ['&barvee;'] = '⊽', ['&angrtvb;'] = '⊾', ['&lrtri;'] = '⊿', ['&Wedge;'] = '⋀', ['&bigwedge;'] = '⋀', ['&xwedge;'] = '⋀', ['&Vee;'] = '⋁', ['&bigvee;'] = '⋁', ['&xvee;'] = '⋁', ['&Intersection;'] = '⋂', ['&bigcap;'] = '⋂', ['&xcap;'] = '⋂', ['&Union;'] = '⋃', ['&bigcup;'] = '⋃', ['&xcup;'] = '⋃', ['&Diamond;'] = '⋄', ['&diam;'] = '⋄', ['&diamond;'] = '⋄', ['&sdot;'] = '⋅', ['&Star;'] = '⋆', ['&sstarf;'] = '⋆', ['&divideontimes;'] = '⋇', ['&divonx;'] = '⋇', ['&bowtie;'] = '⋈', ['&ltimes;'] = '⋉', ['&rtimes;'] = '⋊', ['&leftthreetimes;'] = '⋋', ['&lthree;'] = '⋋', ['&rightthreetimes;'] = '⋌', ['&rthree;'] = '⋌', ['&backsimeq;'] = '⋍', ['&bsime;'] = '⋍', ['&curlyvee;'] = '⋎', ['&cuvee;'] = '⋎', ['&curlywedge;'] = '⋏', ['&cuwed;'] = '⋏', ['&Sub;'] = '⋐', ['&Subset;'] = '⋐', ['&Sup;'] = '⋑', ['&Supset;'] = '⋑', ['&Cap;'] = '⋒', ['&Cup;'] = '⋓', ['&fork;'] = '⋔', ['&pitchfork;'] = '⋔', ['&epar;'] = '⋕', ['&lessdot;'] = '⋖', ['&ltdot;'] = '⋖', ['&gtdot;'] = '⋗', ['&gtrdot;'] = '⋗', ['&Ll;'] = '⋘', ['&nLl;'] = '⋘̸', ['&Gg;'] = '⋙', ['&ggg;'] = '⋙', ['&nGg;'] = '⋙̸', ['&LessEqualGreater;'] = '⋚', ['&leg;'] = '⋚', ['&lesseqgtr;'] = '⋚', ['&lesg;'] = '⋚︀', ['&GreaterEqualLess;'] = '⋛', ['&gel;'] = '⋛', ['&gtreqless;'] = '⋛', ['&gesl;'] = '⋛︀', ['&cuepr;'] = '⋞', ['&curlyeqprec;'] = '⋞', ['&cuesc;'] = '⋟', ['&curlyeqsucc;'] = '⋟', ['&NotPrecedesSlantEqual;'] = '⋠', ['&nprcue;'] = '⋠', ['&NotSucceedsSlantEqual;'] = '⋡', ['&nsccue;'] = '⋡', ['&NotSquareSubsetEqual;'] = '⋢', ['&nsqsube;'] = '⋢', ['&NotSquareSupersetEqual;'] = '⋣', 
['&nsqsupe;'] = '⋣', ['&lnsim;'] = '⋦', ['&gnsim;'] = '⋧', ['&precnsim;'] = '⋨', ['&prnsim;'] = '⋨', ['&scnsim;'] = '⋩', ['&succnsim;'] = '⋩', ['&NotLeftTriangle;'] = '⋪', ['&nltri;'] = '⋪', ['&ntriangleleft;'] = '⋪', ['&NotRightTriangle;'] = '⋫', ['&nrtri;'] = '⋫', ['&ntriangleright;'] = '⋫', ['&NotLeftTriangleEqual;'] = '⋬', ['&nltrie;'] = '⋬', ['&ntrianglelefteq;'] = '⋬', ['&NotRightTriangleEqual;'] = '⋭', ['&nrtrie;'] = '⋭', ['&ntrianglerighteq;'] = '⋭', ['&vellip;'] = '⋮', ['&ctdot;'] = '⋯', ['&utdot;'] = '⋰', ['&dtdot;'] = '⋱', ['&disin;'] = '⋲', ['&isinsv;'] = '⋳', ['&isins;'] = '⋴', ['&isindot;'] = '⋵', ['&notindot;'] = '⋵̸', ['&notinvc;'] = '⋶', ['&notinvb;'] = '⋷', ['&isinE;'] = '⋹', ['&notinE;'] = '⋹̸', ['&nisd;'] = '⋺', ['&xnis;'] = '⋻', ['&nis;'] = '⋼', ['&notnivc;'] = '⋽', ['&notnivb;'] = '⋾', ['&barwed;'] = '⌅', ['&barwedge;'] = '⌅', ['&Barwed;'] = '⌆', ['&doublebarwedge;'] = '⌆', ['&LeftCeiling;'] = '⌈', ['&lceil;'] = '⌈', ['&RightCeiling;'] = '⌉', ['&rceil;'] = '⌉', ['&LeftFloor;'] = '⌊', ['&lfloor;'] = '⌊', ['&RightFloor;'] = '⌋', ['&rfloor;'] = '⌋', ['&drcrop;'] = '⌌', ['&dlcrop;'] = '⌍', ['&urcrop;'] = '⌎', ['&ulcrop;'] = '⌏', ['&bnot;'] = '⌐', ['&profline;'] = '⌒', ['&profsurf;'] = '⌓', ['&telrec;'] = '⌕', ['&target;'] = '⌖', ['&ulcorn;'] = '⌜', ['&ulcorner;'] = '⌜', ['&urcorn;'] = '⌝', ['&urcorner;'] = '⌝', ['&dlcorn;'] = '⌞', ['&llcorner;'] = '⌞', ['&drcorn;'] = '⌟', ['&lrcorner;'] = '⌟', ['&frown;'] = '⌢', ['&sfrown;'] = '⌢', ['&smile;'] = '⌣', ['&ssmile;'] = '⌣', ['&cylcty;'] = '⌭', ['&profalar;'] = '⌮', ['&topbot;'] = '⌶', ['&ovbar;'] = '⌽', ['&solbar;'] = '⌿', ['&angzarr;'] = '⍼', ['&lmoust;'] = '⎰', ['&lmoustache;'] = '⎰', ['&rmoust;'] = '⎱', ['&rmoustache;'] = '⎱', ['&OverBracket;'] = '⎴', ['&tbrk;'] = '⎴', ['&UnderBracket;'] = '⎵', ['&bbrk;'] = '⎵', ['&bbrktbrk;'] = '⎶', ['&OverParenthesis;'] = '⏜', ['&UnderParenthesis;'] = '⏝', ['&OverBrace;'] = '⏞', ['&UnderBrace;'] = '⏟', ['&trpezium;'] = '⏢', ['&elinters;'] = '⏧', ['&blank;'] = '␣', ['&circledS;'] = 'Ⓢ', ['&oS;'] = 'Ⓢ', ['&HorizontalLine;'] = '─', ['&boxh;'] = '─', ['&boxv;'] = '│', ['&boxdr;'] = '┌', ['&boxdl;'] = '┐', ['&boxur;'] = '└', ['&boxul;'] = '┘', ['&boxvr;'] = '├', ['&boxvl;'] = '┤', ['&boxhd;'] = '┬', ['&boxhu;'] = '┴', ['&boxvh;'] = '┼', ['&boxH;'] = '═', ['&boxV;'] = '║', ['&boxdR;'] = '╒', ['&boxDr;'] = '╓', 
['&boxDR;'] = '╔', ['&boxdL;'] = '╕', ['&boxDl;'] = '╖', ['&boxDL;'] = '╗', ['&boxuR;'] = '╘', ['&boxUr;'] = '╙', ['&boxUR;'] = '╚', ['&boxuL;'] = '╛', ['&boxUl;'] = '╜', ['&boxUL;'] = '╝', ['&boxvR;'] = '╞', ['&boxVr;'] = '╟', ['&boxVR;'] = '╠', ['&boxvL;'] = '╡', ['&boxVl;'] = '╢', ['&boxVL;'] = '╣', ['&boxHd;'] = '╤', ['&boxhD;'] = '╥', ['&boxHD;'] = '╦', ['&boxHu;'] = '╧', ['&boxhU;'] = '╨', ['&boxHU;'] = '╩', ['&boxvH;'] = '╪', ['&boxVh;'] = '╫', ['&boxVH;'] = '╬', ['&uhblk;'] = '▀', ['&lhblk;'] = '▄', ['&block;'] = '█', ['&blk14;'] = '░', ['&blk12;'] = '▒', ['&blk34;'] = '▓', ['&Square;'] = '□', ['&squ;'] = '□', ['&square;'] = '□', ['&FilledVerySmallSquare;'] = '▪', ['&blacksquare;'] = '▪', ['&squarf;'] = '▪', ['&squf;'] = '▪', ['&EmptyVerySmallSquare;'] = '▫', ['&rect;'] = '▭', ['&marker;'] = '▮', ['&fltns;'] = '▱', ['&bigtriangleup;'] = '△', ['&xutri;'] = '△', ['&blacktriangle;'] = '▴', ['&utrif;'] = '▴', ['&triangle;'] = '▵', ['&utri;'] = '▵', ['&blacktriangleright;'] = '▸', ['&rtrif;'] = '▸', ['&rtri;'] = '▹', ['&triangleright;'] = '▹', ['&bigtriangledown;'] = '▽', ['&xdtri;'] = '▽', ['&blacktriangledown;'] = '▾', ['&dtrif;'] = '▾', ['&dtri;'] = '▿', ['&triangledown;'] = '▿', ['&blacktriangleleft;'] = '◂', ['&ltrif;'] = '◂', ['&ltri;'] = '◃', ['&triangleleft;'] = '◃', ['&loz;'] = '◊', ['&lozenge;'] = '◊', ['&cir;'] = '○', ['&tridot;'] = '◬', ['&bigcirc;'] = '◯', ['&xcirc;'] = '◯', ['&ultri;'] = '◸', ['&urtri;'] = '◹', ['&lltri;'] = '◺', ['&EmptySmallSquare;'] = '◻', ['&FilledSmallSquare;'] = '◼', ['&bigstar;'] = '★', ['&starf;'] = '★', ['&star;'] = '☆', ['&phone;'] = '☎', ['&female;'] = '♀', ['&male;'] = '♂', ['&spades;'] = '♠', ['&spadesuit;'] = '♠', ['&clubs;'] = '♣', ['&clubsuit;'] = '♣', ['&hearts;'] = '♥', ['&heartsuit;'] = '♥', ['&diamondsuit;'] = '♦', ['&diams;'] = '♦', ['&sung;'] = '♪', ['&flat;'] = '♭', ['&natur;'] = '♮', ['&natural;'] = '♮', ['&sharp;'] = '♯', ['&check;'] = '✓', ['&checkmark;'] = '✓', ['&cross;'] = '✗', ['&malt;'] = '✠', ['&maltese;'] = '✠', ['&sext;'] = '✶', ['&VerticalSeparator;'] = '❘', ['&lbbrk;'] = '❲', ['&rbbrk;'] = '❳', ['&bsolhsub;'] = '⟈', ['&suphsol;'] = '⟉', ['&LeftDoubleBracket;'] = '⟦', ['&lobrk;'] = '⟦', ['&RightDoubleBracket;'] = '⟧', ['&robrk;'] = '⟧', ['&LeftAngleBracket;'] = '⟨', ['&lang;'] = '⟨', ['&langle;'] = '⟨', 
['&RightAngleBracket;'] = '⟩', ['&rang;'] = '⟩', ['&rangle;'] = '⟩', ['&Lang;'] = '⟪', ['&Rang;'] = '⟫', ['&loang;'] = '⟬', ['&roang;'] = '⟭', ['&LongLeftArrow;'] = '⟵', ['&longleftarrow;'] = '⟵', ['&xlarr;'] = '⟵', ['&LongRightArrow;'] = '⟶', ['&longrightarrow;'] = '⟶', ['&xrarr;'] = '⟶', ['&LongLeftRightArrow;'] = '⟷', ['&longleftrightarrow;'] = '⟷', ['&xharr;'] = '⟷', ['&DoubleLongLeftArrow;'] = '⟸', ['&Longleftarrow;'] = '⟸', ['&xlArr;'] = '⟸', ['&DoubleLongRightArrow;'] = '⟹', ['&Longrightarrow;'] = '⟹', ['&xrArr;'] = '⟹', ['&DoubleLongLeftRightArrow;'] = '⟺', ['&Longleftrightarrow;'] = '⟺', ['&xhArr;'] = '⟺', ['&longmapsto;'] = '⟼', ['&xmap;'] = '⟼', ['&dzigrarr;'] = '⟿', ['&nvlArr;'] = '⤂', ['&nvrArr;'] = '⤃', ['&nvHarr;'] = '⤄', ['&Map;'] = '⤅', ['&lbarr;'] = '⤌', ['&bkarow;'] = '⤍', ['&rbarr;'] = '⤍', ['&lBarr;'] = '⤎', ['&dbkarow;'] = '⤏', ['&rBarr;'] = '⤏', ['&RBarr;'] = '⤐', ['&drbkarow;'] = '⤐', ['&DDotrahd;'] = '⤑', ['&UpArrowBar;'] = '⤒', ['&DownArrowBar;'] = '⤓', ['&Rarrtl;'] = '⤖', ['&latail;'] = '⤙', ['&ratail;'] = '⤚', ['&lAtail;'] = '⤛', ['&rAtail;'] = '⤜', ['&larrfs;'] = '⤝', ['&rarrfs;'] = '⤞', ['&larrbfs;'] = '⤟', ['&rarrbfs;'] = '⤠', ['&nwarhk;'] = '⤣', ['&nearhk;'] = '⤤', ['&hksearow;'] = '⤥', ['&searhk;'] = '⤥', ['&hkswarow;'] = '⤦', ['&swarhk;'] = '⤦', ['&nwnear;'] = '⤧', ['&nesear;'] = '⤨', ['&toea;'] = '⤨', ['&seswar;'] = '⤩', ['&tosa;'] = '⤩', ['&swnwar;'] = '⤪', ['&rarrc;'] = '⤳', ['&nrarrc;'] = '⤳̸', ['&cudarrr;'] = '⤵', ['&ldca;'] = '⤶', ['&rdca;'] = '⤷', ['&cudarrl;'] = '⤸', ['&larrpl;'] = '⤹', ['&curarrm;'] = '⤼', ['&cularrp;'] = '⤽', ['&rarrpl;'] = '⥅', ['&harrcir;'] = '⥈', ['&Uarrocir;'] = '⥉', ['&lurdshar;'] = '⥊', ['&ldrushar;'] = '⥋', ['&LeftRightVector;'] = '⥎', ['&RightUpDownVector;'] = '⥏', ['&DownLeftRightVector;'] = '⥐', ['&LeftUpDownVector;'] = '⥑', ['&LeftVectorBar;'] = '⥒', ['&RightVectorBar;'] = '⥓', ['&RightUpVectorBar;'] = '⥔', ['&RightDownVectorBar;'] = '⥕', ['&DownLeftVectorBar;'] = '⥖', ['&DownRightVectorBar;'] = '⥗', ['&LeftUpVectorBar;'] = '⥘', ['&LeftDownVectorBar;'] = '⥙', ['&LeftTeeVector;'] = '⥚', ['&RightTeeVector;'] = '⥛', ['&RightUpTeeVector;'] = '⥜', ['&RightDownTeeVector;'] = '⥝', ['&DownLeftTeeVector;'] = '⥞', ['&DownRightTeeVector;'] = '⥟', ['&LeftUpTeeVector;'] = '⥠', ['&LeftDownTeeVector;'] = '⥡', ['&lHar;'] = '⥢', ['&uHar;'] = '⥣', ['&rHar;'] = '⥤', ['&dHar;'] = '⥥', ['&luruhar;'] = '⥦', ['&ldrdhar;'] = '⥧', ['&ruluhar;'] = '⥨', ['&rdldhar;'] = '⥩', ['&lharul;'] = '⥪', ['&llhard;'] = '⥫', ['&rharul;'] = '⥬', ['&lrhard;'] = '⥭', 
['&UpEquilibrium;'] = '⥮', ['&udhar;'] = '⥮', ['&ReverseUpEquilibrium;'] = '⥯', ['&duhar;'] = '⥯', ['&RoundImplies;'] = '⥰', ['&erarr;'] = '⥱', ['&simrarr;'] = '⥲', ['&larrsim;'] = '⥳', ['&rarrsim;'] = '⥴', ['&rarrap;'] = '⥵', ['&ltlarr;'] = '⥶', ['&gtrarr;'] = '⥸', ['&subrarr;'] = '⥹', ['&suplarr;'] = '⥻', ['&lfisht;'] = '⥼', ['&rfisht;'] = '⥽', ['&ufisht;'] = '⥾', ['&dfisht;'] = '⥿', ['&lopar;'] = '⦅', ['&ropar;'] = '⦆', ['&lbrke;'] = '⦋', ['&rbrke;'] = '⦌', ['&lbrkslu;'] = '⦍', ['&rbrksld;'] = '⦎', ['&lbrksld;'] = '⦏', ['&rbrkslu;'] = '⦐', ['&langd;'] = '⦑', ['&rangd;'] = '⦒', ['&lparlt;'] = '⦓', ['&rpargt;'] = '⦔', ['&gtlPar;'] = '⦕', ['&ltrPar;'] = '⦖', ['&vzigzag;'] = '⦚', ['&vangrt;'] = '⦜', ['&angrtvbd;'] = '⦝', ['&ange;'] = '⦤', ['&range;'] = '⦥', ['&dwangle;'] = '⦦', ['&uwangle;'] = '⦧', ['&angmsdaa;'] = '⦨', ['&angmsdab;'] = '⦩', ['&angmsdac;'] = '⦪', ['&angmsdad;'] = '⦫', ['&angmsdae;'] = '⦬', ['&angmsdaf;'] = '⦭', ['&angmsdag;'] = '⦮', ['&angmsdah;'] = '⦯', ['&bemptyv;'] = '⦰', ['&demptyv;'] = '⦱', ['&cemptyv;'] = '⦲', ['&raemptyv;'] = '⦳', ['&laemptyv;'] = '⦴', ['&ohbar;'] = '⦵', ['&omid;'] = '⦶', ['&opar;'] = '⦷', ['&operp;'] = '⦹', ['&olcross;'] = '⦻', ['&odsold;'] = '⦼', ['&olcir;'] = '⦾', ['&ofcir;'] = '⦿', ['&olt;'] = '⧀', ['&ogt;'] = '⧁', ['&cirscir;'] = '⧂', ['&cirE;'] = '⧃', ['&solb;'] = '⧄', ['&bsolb;'] = '⧅', ['&boxbox;'] = '⧉', ['&trisb;'] = '⧍', ['&rtriltri;'] = '⧎', ['&LeftTriangleBar;'] = '⧏', ['&NotLeftTriangleBar;'] = '⧏̸', ['&RightTriangleBar;'] = '⧐', ['&NotRightTriangleBar;'] = '⧐̸', ['&iinfin;'] = '⧜', ['&infintie;'] = '⧝', ['&nvinfin;'] = '⧞', ['&eparsl;'] = '⧣', ['&smeparsl;'] = '⧤', ['&eqvparsl;'] = '⧥', ['&blacklozenge;'] = '⧫', ['&lozf;'] = '⧫', ['&RuleDelayed;'] = '⧴', ['&dsol;'] = '⧶', ['&bigodot;'] = '⨀', ['&xodot;'] = '⨀', ['&bigoplus;'] = '⨁', ['&xoplus;'] = '⨁', ['&bigotimes;'] = '⨂', ['&xotime;'] = '⨂', ['&biguplus;'] = '⨄', ['&xuplus;'] = '⨄', ['&bigsqcup;'] = '⨆', ['&xsqcup;'] = '⨆', ['&iiiint;'] = '⨌', ['&qint;'] = '⨌', ['&fpartint;'] = '⨍', ['&cirfnint;'] = '⨐', ['&awint;'] = '⨑', ['&rppolint;'] = '⨒', ['&scpolint;'] = '⨓', ['&npolint;'] = '⨔', ['&pointint;'] = '⨕', ['&quatint;'] = '⨖', ['&intlarhk;'] = '⨗', ['&pluscir;'] = '⨢', ['&plusacir;'] = '⨣', ['&simplus;'] = '⨤', ['&plusdu;'] = '⨥', ['&plussim;'] = '⨦', ['&plustwo;'] = '⨧', 
['&mcomma;'] = '⨩', ['&minusdu;'] = '⨪', ['&loplus;'] = '⨭', ['&roplus;'] = '⨮', ['&Cross;'] = '⨯', ['&timesd;'] = '⨰', ['&timesbar;'] = '⨱', ['&smashp;'] = '⨳', ['&lotimes;'] = '⨴', ['&rotimes;'] = '⨵', ['&otimesas;'] = '⨶', ['&Otimes;'] = '⨷', ['&odiv;'] = '⨸', ['&triplus;'] = '⨹', ['&triminus;'] = '⨺', ['&tritime;'] = '⨻', ['&intprod;'] = '⨼', ['&iprod;'] = '⨼', ['&amalg;'] = '⨿', ['&capdot;'] = '⩀', ['&ncup;'] = '⩂', ['&ncap;'] = '⩃', ['&capand;'] = '⩄', ['&cupor;'] = '⩅', ['&cupcap;'] = '⩆', ['&capcup;'] = '⩇', ['&cupbrcap;'] = '⩈', ['&capbrcup;'] = '⩉', ['&cupcup;'] = '⩊', ['&capcap;'] = '⩋', ['&ccups;'] = '⩌', ['&ccaps;'] = '⩍', ['&ccupssm;'] = '⩐', ['&And;'] = '⩓', ['&Or;'] = '⩔', ['&andand;'] = '⩕', ['&oror;'] = '⩖', ['&orslope;'] = '⩗', ['&andslope;'] = '⩘', ['&andv;'] = '⩚', ['&orv;'] = '⩛', ['&andd;'] = '⩜', ['&ord;'] = '⩝', ['&wedbar;'] = '⩟', ['&sdote;'] = '⩦', ['&simdot;'] = '⩪', ['&congdot;'] = '⩭', ['&ncongdot;'] = '⩭̸', ['&easter;'] = '⩮', ['&apacir;'] = '⩯', ['&apE;'] = '⩰', ['&napE;'] = '⩰̸', ['&eplus;'] = '⩱', ['&pluse;'] = '⩲', ['&Esim;'] = '⩳', ['&Colone;'] = '⩴', ['&Equal;'] = '⩵', ['&ddotseq;'] = '⩷', ['&eDDot;'] = '⩷', ['&equivDD;'] = '⩸', ['&ltcir;'] = '⩹', ['&gtcir;'] = '⩺', ['&ltquest;'] = '⩻', ['&gtquest;'] = '⩼', ['&LessSlantEqual;'] = '⩽', ['&leqslant;'] = '⩽', ['&les;'] = '⩽', ['&nleqslant;'] = '⩽̸', ['&nles;'] = '⩽̸', ['&NotLessSlantEqual;'] = '⩽̸', ['&GreaterSlantEqual;'] = '⩾', ['&geqslant;'] = '⩾', ['&ges;'] = '⩾', ['&ngeqslant;'] = '⩾̸', ['&nges;'] = '⩾̸', ['&NotGreaterSlantEqual;'] = '⩾̸', ['&lesdot;'] = '⩿', ['&gesdot;'] = '⪀', ['&lesdoto;'] = '⪁', ['&gesdoto;'] = '⪂', ['&lesdotor;'] = '⪃', ['&gesdotol;'] = '⪄', ['&lap;'] = '⪅', ['&lessapprox;'] = '⪅', ['&gap;'] = '⪆', ['&gtrapprox;'] = '⪆', ['&lne;'] = '⪇', ['&lneq;'] = '⪇', ['&gne;'] = '⪈', ['&gneq;'] = '⪈', ['&lnap;'] = '⪉', ['&lnapprox;'] = '⪉', ['&gnap;'] = '⪊', ['&gnapprox;'] = '⪊', ['&lEg;'] = '⪋', ['&lesseqqgtr;'] = '⪋', ['&gEl;'] = '⪌', ['&gtreqqless;'] = '⪌', ['&lsime;'] = '⪍', ['&gsime;'] = '⪎', ['&lsimg;'] = '⪏', ['&gsiml;'] = '⪐', ['&lgE;'] = '⪑', ['&glE;'] = '⪒', ['&lesges;'] = '⪓', ['&gesles;'] = '⪔', ['&els;'] = '⪕', ['&eqslantless;'] = '⪕', ['&egs;'] = '⪖', ['&eqslantgtr;'] = '⪖', 
['&elsdot;'] = '⪗', ['&egsdot;'] = '⪘', ['&el;'] = '⪙', ['&eg;'] = '⪚', ['&siml;'] = '⪝', ['&simg;'] = '⪞', ['&simlE;'] = '⪟', ['&simgE;'] = '⪠', ['&LessLess;'] = '⪡', ['&NotNestedLessLess;'] = '⪡̸', ['&GreaterGreater;'] = '⪢', ['&NotNestedGreaterGreater;'] = '⪢̸', ['&glj;'] = '⪤', ['&gla;'] = '⪥', ['&ltcc;'] = '⪦', ['&gtcc;'] = '⪧', ['&lescc;'] = '⪨', ['&gescc;'] = '⪩', ['&smt;'] = '⪪', ['&lat;'] = '⪫', ['&smte;'] = '⪬', ['&smtes;'] = '⪬︀', ['&late;'] = '⪭', ['&lates;'] = '⪭︀', ['&bumpE;'] = '⪮', ['&PrecedesEqual;'] = '⪯', ['&pre;'] = '⪯', ['&preceq;'] = '⪯', ['&NotPrecedesEqual;'] = '⪯̸', ['&npre;'] = '⪯̸', ['&npreceq;'] = '⪯̸', ['&SucceedsEqual;'] = '⪰', ['&sce;'] = '⪰', ['&succeq;'] = '⪰', ['&NotSucceedsEqual;'] = '⪰̸', ['&nsce;'] = '⪰̸', ['&nsucceq;'] = '⪰̸', ['&prE;'] = '⪳', ['&scE;'] = '⪴', ['&precneqq;'] = '⪵', ['&prnE;'] = '⪵', ['&scnE;'] = '⪶', ['&succneqq;'] = '⪶', ['&prap;'] = '⪷', ['&precapprox;'] = '⪷', ['&scap;'] = '⪸', ['&succapprox;'] = '⪸', ['&precnapprox;'] = '⪹', ['&prnap;'] = '⪹', ['&scnap;'] = '⪺', ['&succnapprox;'] = '⪺', ['&Pr;'] = '⪻', ['&Sc;'] = '⪼', ['&subdot;'] = '⪽', ['&supdot;'] = '⪾', ['&subplus;'] = '⪿', ['&supplus;'] = '⫀', ['&submult;'] = '⫁', ['&supmult;'] = '⫂', ['&subedot;'] = '⫃', ['&supedot;'] = '⫄', ['&subE;'] = '⫅', ['&subseteqq;'] = '⫅', ['&nsubE;'] = '⫅̸', ['&nsubseteqq;'] = '⫅̸', ['&supE;'] = '⫆', ['&supseteqq;'] = '⫆', ['&nsupE;'] = '⫆̸', ['&nsupseteqq;'] = '⫆̸', ['&subsim;'] = '⫇', ['&supsim;'] = '⫈', ['&subnE;'] = '⫋', ['&subsetneqq;'] = '⫋', ['&varsubsetneqq;'] = '⫋︀', ['&vsubnE;'] = '⫋︀', ['&supnE;'] = '⫌', ['&supsetneqq;'] = '⫌', ['&varsupsetneqq;'] = '⫌︀', ['&vsupnE;'] = '⫌︀', ['&csub;'] = '⫏', ['&csup;'] = '⫐', ['&csube;'] = '⫑', ['&csupe;'] = '⫒', ['&subsup;'] = '⫓', ['&supsub;'] = '⫔', ['&subsub;'] = '⫕', ['&supsup;'] = '⫖', ['&suphsub;'] = '⫗', ['&supdsub;'] = '⫘', ['&forkv;'] = '⫙', ['&topfork;'] = '⫚', ['&mlcp;'] = '⫛', ['&Dashv;'] = '⫤', ['&DoubleLeftTee;'] = '⫤', ['&Vdashl;'] = '⫦', ['&Barv;'] = '⫧', ['&vBar;'] = '⫨', ['&vBarv;'] = '⫩', ['&Vbar;'] = '⫫', ['&Not;'] = '⫬', ['&bNot;'] = '⫭', ['&rnmid;'] = '⫮', ['&cirmid;'] = '⫯', ['&midcir;'] = '⫰', ['&topcir;'] = '⫱', ['&nhpar;'] = '⫲', ['&parsim;'] = '⫳', ['&parsl;'] = '⫽', ['&nparsl;'] = '⫽⃥', ['&fflig;'] = 'ff', 
['&filig;'] = 'fi', ['&fllig;'] = 'fl', ['&ffilig;'] = 'ffi', ['&ffllig;'] = 'ffl', ['&Ascr;'] = '𝒜', ['&Cscr;'] = '𝒞', ['&Dscr;'] = '𝒟', ['&Gscr;'] = '𝒢', ['&Jscr;'] = '𝒥', ['&Kscr;'] = '𝒦', ['&Nscr;'] = '𝒩', ['&Oscr;'] = '𝒪', ['&Pscr;'] = '𝒫', ['&Qscr;'] = '𝒬', ['&Sscr;'] = '𝒮', ['&Tscr;'] = '𝒯', ['&Uscr;'] = '𝒰', ['&Vscr;'] = '𝒱', ['&Wscr;'] = '𝒲', ['&Xscr;'] = '𝒳', ['&Yscr;'] = '𝒴', ['&Zscr;'] = '𝒵', ['&ascr;'] = '𝒶', ['&bscr;'] = '𝒷', ['&cscr;'] = '𝒸', ['&dscr;'] = '𝒹', ['&fscr;'] = '𝒻', ['&hscr;'] = '𝒽', ['&iscr;'] = '𝒾', ['&jscr;'] = '𝒿', ['&kscr;'] = '𝓀', ['&lscr;'] = '𝓁', ['&mscr;'] = '𝓂', ['&nscr;'] = '𝓃', ['&pscr;'] = '𝓅', ['&qscr;'] = '𝓆', ['&rscr;'] = '𝓇', ['&sscr;'] = '𝓈', ['&tscr;'] = '𝓉', ['&uscr;'] = '𝓊', ['&vscr;'] = '𝓋', ['&wscr;'] = '𝓌', ['&xscr;'] = '𝓍', ['&yscr;'] = '𝓎', ['&zscr;'] = '𝓏', ['&Afr;'] = '𝔄', ['&Bfr;'] = '𝔅', ['&Dfr;'] = '𝔇', ['&Efr;'] = '𝔈', ['&Ffr;'] = '𝔉', ['&Gfr;'] = '𝔊', ['&Jfr;'] = '𝔍', ['&Kfr;'] = '𝔎', ['&Lfr;'] = '𝔏', ['&Mfr;'] = '𝔐', ['&Nfr;'] = '𝔑', ['&Ofr;'] = '𝔒', ['&Pfr;'] = '𝔓', ['&Qfr;'] = '𝔔', ['&Sfr;'] = '𝔖', ['&Tfr;'] = '𝔗', ['&Ufr;'] = '𝔘', ['&Vfr;'] = '𝔙', ['&Wfr;'] = '𝔚', ['&Xfr;'] = '𝔛', ['&Yfr;'] = '𝔜', ['&afr;'] = '𝔞', ['&bfr;'] = '𝔟', ['&cfr;'] = '𝔠', ['&dfr;'] = '𝔡', ['&efr;'] = '𝔢', ['&ffr;'] = '𝔣', ['&gfr;'] = '𝔤', ['&hfr;'] = '𝔥', ['&ifr;'] = '𝔦', ['&jfr;'] = '𝔧', ['&kfr;'] = '𝔨', ['&lfr;'] = '𝔩', ['&mfr;'] = '𝔪', ['&nfr;'] = '𝔫', ['&ofr;'] = '𝔬', ['&pfr;'] = '𝔭', ['&qfr;'] = '𝔮', ['&rfr;'] = '𝔯', ['&sfr;'] = '𝔰', ['&tfr;'] = '𝔱', ['&ufr;'] = '𝔲', ['&vfr;'] = '𝔳', ['&wfr;'] = '𝔴', ['&xfr;'] = '𝔵', ['&yfr;'] = '𝔶', ['&zfr;'] = '𝔷', ['&Aopf;'] = '𝔸', ['&Bopf;'] = '𝔹', ['&Dopf;'] = '𝔻', ['&Eopf;'] = '𝔼', ['&Fopf;'] = '𝔽', ['&Gopf;'] = '𝔾', ['&Iopf;'] = '𝕀', ['&Jopf;'] = '𝕁', ['&Kopf;'] = '𝕂', ['&Lopf;'] = '𝕃', ['&Mopf;'] = '𝕄', ['&Oopf;'] = '𝕆', ['&Sopf;'] = '𝕊', ['&Topf;'] = '𝕋', ['&Uopf;'] = '𝕌', ['&Vopf;'] = '𝕍', ['&Wopf;'] = '𝕎', ['&Xopf;'] = '𝕏', 
['&Yopf;'] = '𝕐', ['&aopf;'] = '𝕒', ['&bopf;'] = '𝕓', ['&copf;'] = '𝕔', ['&dopf;'] = '𝕕', ['&eopf;'] = '𝕖', ['&fopf;'] = '𝕗', ['&gopf;'] = '𝕘', ['&hopf;'] = '𝕙', ['&iopf;'] = '𝕚', ['&jopf;'] = '𝕛', ['&kopf;'] = '𝕜', ['&lopf;'] = '𝕝', ['&mopf;'] = '𝕞', ['&nopf;'] = '𝕟', ['&oopf;'] = '𝕠', ['&popf;'] = '𝕡', ['&qopf;'] = '𝕢', ['&ropf;'] = '𝕣', ['&sopf;'] = '𝕤', ['&topf;'] = '𝕥', ['&uopf;'] = '𝕦', ['&vopf;'] = '𝕧', ['&wopf;'] = '𝕨', ['&xopf;'] = '𝕩', ['&yopf;'] = '𝕪', ['&zopf;'] = '𝕫', ['&#32;'] = ' ', ['&#33;'] = '!', ['&#34;'] = '"', ['&#35;'] = '#', ['&#36;'] = '$', ['&#37;'] = '%%', ['&#38;'] = '&', ['&#39;'] = "'", ['&#40;'] = '(', ['&#41;'] = ')', ['&#42;'] = '*', ['&#43;'] = '+', ['&#44;'] = ',', ['&#45;'] = '-', ['&#46;'] = '.', ['&#47;'] = '/', ['&#160;'] = ' ', ['&#338;'] = 'Œ', ['&#339;'] = 'œ', ['&#352;'] = 'Š', ['&#353;'] = 'š', ['&#376;'] = 'Ÿ', ['&#402;'] = 'ƒ', ['&#8211;'] = '–', ['&#8212;'] = '—', ['&#8216;'] = '‘', ['&#8217;'] = '’', ['&#8218;'] = '‚', ['&#8220;'] = '“', ['&#8221;'] = '”', ['&#8222;'] = '„', ['&#8224;'] = '†', ['&#8225;'] = '‡', ['&#8226;'] = '•', ['&#8230;'] = '…', ['&#8240;'] = '‰', ['&#8364;'] = '€', ['&#8482;'] = '™', ['&AMP;'] = '&', ['&AMP'] = '&', ['&amp;'] = '&', ['&amp'] = '&', 
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waaren
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Re: lodash escape / unescape function

Post by waaren »

papoo wrote: ↑Monday 30 March 2020 22:23 all the html caracters and the replacement
Thx.

same approach. I am quite surprised that even with these 2271 strings to evaluate the time to do so is below 0.07 second on my NUC and just 0.1 second on RPI-4.
Please keep us informed if you ever find a quicker method in Lua.

Code: Select all

do

local conversionTable = { ['&#039;'] = "'" , ['&#034;'] = '"', ['&Tab;'] = ' ', ['&NewLine;'] = ' ', ['&excl;'] = '!', ['&QUOT;'] = '"', ['&QUOT'] = '"', ['&quot;'] = '"', ['&quot'] = '"', ['&num;'] = '#', ['&dollar;'] = '$', ['&percnt;'] = '%%', ['&apos;'] = "'", ['&lpar;'] = '(', ['&rpar;'] = ')', ['&ast;'] = '*', ['&midast;'] = '*', ['&plus;'] = '+', ['&comma;'] = ',', ['&period;'] = '.', ['&sol;'] = '/', ['&colon;'] = ':', ['&semi;'] = ';', ['&LT;'] = '<', ['&LT'] = '<', ['&lt;'] = '<', ['&lt'] = '<', ['&nvlt;'] = '<⃒', ['&equals;'] = '=', ['&bne;'] = '=⃥', ['&GT;'] = '>', ['&GT'] = '>', ['&gt;'] = '>', ['&gt'] = '>', ['&nvgt;'] = '>⃒', ['&quest;'] = '?', ['&commat;'] = '@', ['&lbrack;'] = '[', ['&lsqb;'] = '[', ['&bsol;'] = '\\', ['&rbrack;'] = ']', ['&rsqb;'] = ']', ['&Hat;'] = '^', ['&UnderBar;'] = '_', ['&lowbar;'] = '_', ['&DiacriticalGrave;'] = '`', ['&grave;'] = '`', ['&fjlig;'] = 'fj', ['&lbrace;'] = '{', ['&lcub;'] = '{', ['&VerticalLine;'] = '|', ['&verbar;'] = '|', ['&vert;'] = '|', ['&rbrace;'] = '}', ['&rcub;'] = '}', ['&NonBreakingSpace;'] = ' ', ['&nbsp;'] = ' ', ['&nbsp'] = ' ', ['&iexcl;'] = '¡', ['&iexcl'] = '¡', ['&cent;'] = '¢', ['&cent'] = '¢', ['&pound;'] = '£', ['&pound'] = '£', ['&curren;'] = '¤', ['&curren'] = '¤', ['&yen;'] = '¥', ['&yen'] = '¥', ['&brvbar;'] = '¦', ['&brvbar'] = '¦', ['&sect;'] = '§', ['&sect'] = '§', ['&Dot;'] = '¨', ['&DoubleDot;'] = '¨', ['&die;'] = '¨', ['&uml;'] = '¨', ['&uml'] = '¨', ['&COPY;'] = '©', ['&COPY'] = '©', ['&copy;'] = '©', ['&copy'] = '©', ['&ordf;'] = 'ª', ['&ordf'] = 'ª', ['&laquo;'] = '«', ['&laquo'] = '«', ['&not;'] = '¬', ['&not'] = '¬', ['&shy;'] = '­', ['&shy'] = '­', ['&REG;'] = '®', ['&REG'] = '®', ['&circledR;'] = '®', ['&reg;'] = '®', ['&reg'] = '®', ['&macr;'] = '¯', ['&macr'] = '¯', ['&strns;'] = '¯', ['&deg;'] = '°', ['&deg'] = '°', ['&PlusMinus;'] = '±', ['&plusmn;'] = '±', ['&plusmn'] = '±', ['&pm;'] = '±', ['&sup2;'] = '²', ['&sup2'] = '²', ['&sup3;'] = '³', ['&sup3'] = '³', ['&DiacriticalAcute;'] = '´', ['&acute;'] = '´', ['&acute'] = '´', ['&micro;'] = 'µ', ['&micro'] = 'µ', ['&para;'] = '¶', ['&para'] = '¶', ['&CenterDot;'] = '·', ['&centerdot;'] = '·', ['&middot;'] = '·', ['&middot'] = '·', ['&Cedilla;'] = '¸', ['&cedil;'] = '¸', ['&cedil'] = '¸', ['&sup1;'] = '¹', ['&sup1'] = '¹', ['&ordm;'] = 'º', ['&ordm'] = 'º', ['&raquo;'] = '»', ['&raquo'] = '»', ['&frac14;'] = '¼', ['&frac14'] = '¼', ['&frac12;'] = '½', ['&frac12'] = '½', ['&half;'] = '½', ['&frac34;'] = '¾', ['&frac34'] = '¾', ['&iquest;'] = '¿', ['&iquest'] = '¿', ['&Agrave;'] = 'À', ['&Agrave'] = 'À', ['&Aacute;'] = 'Á', ['&Aacute'] = 'Á', ['&Acirc;'] = 'Â', ['&Acirc'] = 'Â', ['&Atilde;'] = 'Ã', ['&Atilde'] = 'Ã', ['&Auml;'] = 'Ä', ['&Auml'] = 'Ä', ['&Aring;'] = 'Å', ['&Aring'] = 'Å', ['&angst;'] = 'Å', ['&AElig;'] = 'Æ', ['&AElig'] = 'Æ', ['&Ccedil;'] = 'Ç', ['&Ccedil'] = 'Ç', ['&Egrave;'] = 'È', ['&Egrave'] = 'È', ['&Eacute;'] = 'É', ['&Eacute'] = 'É', ['&Ecirc;'] = 'Ê', ['&Ecirc'] = 'Ê', ['&Euml;'] = 'Ë', ['&Euml'] = 'Ë', ['&Igrave;'] = 'Ì', ['&Igrave'] = 'Ì', ['&Iacute;'] = 'Í', ['&Iacute'] = 'Í', ['&Icirc;'] = 'Î', ['&Icirc'] = 'Î', ['&Iuml;'] = 'Ï', ['&Iuml'] = 'Ï', ['&ETH;'] = 'Ð', ['&ETH'] = 'Ð', ['&Ntilde;'] = 'Ñ', ['&Ntilde'] = 'Ñ', ['&Ograve;'] = 'Ò', ['&Ograve'] = 'Ò', ['&Oacute;'] = 'Ó', ['&Oacute'] = 'Ó', ['&Ocirc;'] = 'Ô', ['&Ocirc'] = 'Ô', ['&Otilde;'] = 'Õ', ['&Otilde'] = 'Õ', ['&Ouml;'] = 'Ö', ['&Ouml'] = 'Ö', ['&times;'] = '×', ['&times'] = '×', ['&Oslash;'] = 'Ø', ['&Oslash'] = 'Ø', ['&Ugrave;'] = 'Ù', ['&Ugrave'] = 'Ù', ['&Uacute;'] = 'Ú', ['&Uacute'] = 'Ú', ['&Ucirc;'] = 'Û', ['&Ucirc'] = 'Û', ['&Uuml;'] = 'Ü', ['&Uuml'] = 'Ü', ['&Yacute;'] = 'Ý', ['&Yacute'] = 'Ý', ['&THORN;'] = 'Þ', ['&THORN'] = 'Þ', ['&szlig;'] = 'ß', ['&szlig'] = 'ß', ['&agrave;'] = 'à', ['&agrave'] = 'à', ['&aacute;'] = 'á', ['&aacute'] = 'á', ['&acirc;'] = 'â', ['&acirc'] = 'â', ['&atilde;'] = 'ã', ['&atilde'] = 'ã', ['&auml;'] = 'ä', ['&auml'] = 'ä', ['&aring;'] = 'å', ['&aring'] = 'å', ['&aelig;'] = 'æ', ['&aelig'] = 'æ', ['&ccedil;'] = 'ç', ['&ccedil'] = 'ç', ['&egrave;'] = 'è', ['&egrave'] = 'è', ['&eacute;'] = 'é', ['&eacute'] = 'é', ['&ecirc;'] = 'ê', ['&ecirc'] = 'ê', ['&euml;'] = 'ë', ['&euml'] = 'ë', ['&igrave;'] = 'ì', ['&igrave'] = 'ì', ['&iacute;'] = 'í', ['&iacute'] = 'í', ['&icirc;'] = 'î', ['&icirc'] = 'î', ['&iuml;'] = 'ï', ['&iuml'] = 'ï', ['&eth;'] = 'ð', ['&eth'] = 'ð', ['&ntilde;'] = 'ñ', ['&ntilde'] = 'ñ', ['&ograve;'] = 'ò', ['&ograve'] = 'ò', ['&oacute;'] = 'ó', ['&oacute'] = 'ó', ['&ocirc;'] = 'ô', ['&ocirc'] = 'ô', ['&otilde;'] = 'õ', ['&otilde'] = 'õ', ['&ouml;'] = 'ö', ['&ouml'] = 'ö', ['&div;'] = '÷', ['&divide;'] = '÷', ['&divide'] = '÷', ['&oslash;'] = 'ø', ['&oslash'] = 'ø', ['&ugrave;'] = 'ù', ['&ugrave'] = 'ù', ['&uacute;'] = 'ú', ['&uacute'] = 'ú', ['&ucirc;'] = 'û', ['&ucirc'] = 'û', ['&uuml;'] = 'ü', ['&uuml'] = 'ü', ['&yacute;'] = 'ý', ['&yacute'] = 'ý', ['&thorn;'] = 'þ', ['&thorn'] = 'þ', ['&yuml;'] = 'ÿ', ['&yuml'] = 'ÿ', ['&Amacr;'] = 'Ā', ['&amacr;'] = 'ā', ['&Abreve;'] = 'Ă', ['&abreve;'] = 'ă', ['&Aogon;'] = 'Ą', ['&aogon;'] = 'ą', ['&Cacute;'] = 'Ć', ['&cacute;'] = 'ć', ['&Ccirc;'] = 'Ĉ', ['&ccirc;'] = 'ĉ', ['&Cdot;'] = 'Ċ', ['&cdot;'] = 'ċ', ['&Ccaron;'] = 'Č', ['&ccaron;'] = 'č', ['&Dcaron;'] = 'Ď', ['&dcaron;'] = 'ď', ['&Dstrok;'] = 'Đ', ['&dstrok;'] = 'đ', ['&Emacr;'] = 'Ē', ['&emacr;'] = 'ē', ['&Edot;'] = 'Ė', ['&edot;'] = 'ė', ['&Eogon;'] = 'Ę', ['&eogon;'] = 'ę', ['&Ecaron;'] = 'Ě', ['&ecaron;'] = 'ě', ['&Gcirc;'] = 'Ĝ', ['&gcirc;'] = 'ĝ', ['&Gbreve;'] = 'Ğ', ['&gbreve;'] = 'ğ', ['&Gdot;'] = 'Ġ', ['&gdot;'] = 'ġ', ['&Gcedil;'] = 'Ģ', ['&Hcirc;'] = 'Ĥ', ['&hcirc;'] = 'ĥ', ['&Hstrok;'] = 'Ħ', ['&hstrok;'] = 'ħ', ['&Itilde;'] = 'Ĩ', ['&itilde;'] = 'ĩ', ['&Imacr;'] = 'Ī', ['&imacr;'] = 'ī', ['&Iogon;'] = 'Į', ['&iogon;'] = 'į', ['&Idot;'] = 'İ', ['&imath;'] = 'ı', ['&inodot;'] = 'ı', ['&IJlig;'] = 'IJ', ['&ijlig;'] = 'ij', ['&Jcirc;'] = 'Ĵ', ['&jcirc;'] = 'ĵ', ['&Kcedil;'] = 'Ķ', ['&kcedil;'] = 'ķ', ['&kgreen;'] = 'ĸ', ['&Lacute;'] = 'Ĺ', ['&lacute;'] = 'ĺ', ['&Lcedil;'] = 'Ļ', ['&lcedil;'] = 'ļ', ['&Lcaron;'] = 'Ľ', ['&lcaron;'] = 'ľ', ['&Lmidot;'] = 'Ŀ', ['&lmidot;'] = 'ŀ', ['&Lstrok;'] = 'Ł', ['&lstrok;'] = 'ł', ['&Nacute;'] = 'Ń', ['&nacute;'] = 'ń', ['&Ncedil;'] = 'Ņ', ['&ncedil;'] = 'ņ', ['&Ncaron;'] = 'Ň', ['&ncaron;'] = 'ň', ['&napos;'] = 'ʼn', ['&ENG;'] = 'Ŋ', ['&eng;'] = 'ŋ', ['&Omacr;'] = 'Ō', ['&omacr;'] = 'ō', ['&Odblac;'] = 'Ő', ['&odblac;'] = 'ő', ['&OElig;'] = 'Œ', ['&oelig;'] = 'œ', ['&Racute;'] = 'Ŕ', ['&racute;'] = 'ŕ', ['&Rcedil;'] = 'Ŗ', ['&rcedil;'] = 'ŗ', ['&Rcaron;'] = 'Ř', ['&rcaron;'] = 'ř', ['&Sacute;'] = 'Ś', ['&sacute;'] = 'ś', ['&Scirc;'] = 'Ŝ', ['&scirc;'] = 'ŝ', ['&Scedil;'] = 'Ş', ['&scedil;'] = 'ş', ['&Scaron;'] = 'Š', ['&scaron;'] = 'š', ['&Tcedil;'] = 'Ţ', ['&tcedil;'] = 'ţ', ['&Tcaron;'] = 'Ť', ['&tcaron;'] = 'ť', ['&Tstrok;'] = 'Ŧ', ['&tstrok;'] = 'ŧ', ['&Utilde;'] = 'Ũ', ['&utilde;'] = 'ũ', ['&Umacr;'] = 'Ū', ['&umacr;'] = 'ū', ['&Ubreve;'] = 'Ŭ', ['&ubreve;'] = 'ŭ', ['&Uring;'] = 'Ů', ['&uring;'] = 'ů', ['&Udblac;'] = 'Ű', ['&udblac;'] = 'ű', ['&Uogon;'] = 'Ų', ['&uogon;'] = 'ų', ['&Wcirc;'] = 'Ŵ', ['&wcirc;'] = 'ŵ', ['&Ycirc;'] = 'Ŷ', ['&ycirc;'] = 'ŷ', ['&Yuml;'] = 'Ÿ', ['&Zacute;'] = 'Ź', ['&zacute;'] = 'ź', ['&Zdot;'] = 'Ż', ['&zdot;'] = 'ż', ['&Zcaron;'] = 'Ž', ['&zcaron;'] = 'ž', ['&fnof;'] = 'ƒ', ['&imped;'] = 'Ƶ', ['&gacute;'] = 'ǵ', ['&jmath;'] = 'ȷ', ['&circ;'] = 'ˆ', ['&Hacek;'] = 'ˇ', ['&caron;'] = 'ˇ', ['&Breve;'] = '˘', ['&breve;'] = '˘', ['&DiacriticalDot;'] = '˙', ['&dot;'] = '˙', ['&ring;'] = '˚', ['&ogon;'] = '˛', ['&DiacriticalTilde;'] = '˜', ['&tilde;'] = '˜', ['&DiacriticalDoubleAcute;'] = '˝', ['&dblac;'] = '˝', ['&DownBreve;'] = '̑', ['&Alpha;'] = 'Α', ['&Beta;'] = 'Β', ['&Gamma;'] = 'Γ', ['&Delta;'] = 'Δ', ['&Epsilon;'] = 'Ε', ['&Zeta;'] = 'Ζ', ['&Eta;'] = 'Η', ['&Theta;'] = 'Θ', ['&Iota;'] = 'Ι', ['&Kappa;'] = 'Κ', ['&Lambda;'] = 'Λ', ['&Mu;'] = 'Μ', ['&Nu;'] = 'Ν', ['&Xi;'] = 'Ξ', ['&Omicron;'] = 'Ο', ['&Pi;'] = 'Π', ['&Rho;'] = 'Ρ', ['&Sigma;'] = 'Σ', ['&Tau;'] = 'Τ', ['&Upsilon;'] = 'Υ', ['&Phi;'] = 'Φ', ['&Chi;'] = 'Χ', ['&Psi;'] = 'Ψ', ['&Omega;'] = 'Ω', ['&ohm;'] = 'Ω', ['&alpha;'] = 'α', ['&beta;'] = 'β', ['&gamma;'] = 'γ', ['&delta;'] = 'δ', ['&epsi;'] = 'ε', ['&epsilon;'] = 'ε', ['&zeta;'] = 'ζ', ['&eta;'] = 'η', ['&theta;'] = 'θ', ['&iota;'] = 'ι', ['&kappa;'] = 'κ', ['&lambda;'] = 'λ', ['&mu;'] = 'μ', ['&nu;'] = 'ν', ['&xi;'] = 'ξ', ['&omicron;'] = 'ο', ['&pi;'] = 'π', ['&rho;'] = 'ρ', ['&sigmaf;'] = 'ς', ['&sigmav;'] = 'ς', ['&varsigma;'] = 'ς', ['&sigma;'] = 'σ', ['&tau;'] = 'τ', ['&upsi;'] = 'υ', ['&upsilon;'] = 'υ', ['&phi;'] = 'φ', ['&chi;'] = 'χ', ['&psi;'] = 'ψ', ['&omega;'] = 'ω', ['&thetasym;'] = 'ϑ', ['&thetav;'] = 'ϑ', ['&vartheta;'] = 'ϑ', ['&Upsi;'] = 'ϒ', ['&upsih;'] = 'ϒ', ['&phiv;'] = 'ϕ', ['&straightphi;'] = 'ϕ', ['&varphi;'] = 'ϕ', ['&piv;'] = 'ϖ', ['&varpi;'] = 'ϖ', ['&Gammad;'] = 'Ϝ', ['&digamma;'] = 'ϝ', ['&gammad;'] = 'ϝ', ['&kappav;'] = 'ϰ', ['&varkappa;'] = 'ϰ', ['&rhov;'] = 'ϱ', ['&varrho;'] = 'ϱ', ['&epsiv;'] = 'ϵ', ['&straightepsilon;'] = 'ϵ', ['&varepsilon;'] = 'ϵ', ['&backepsilon;'] = '϶', ['&bepsi;'] = '϶', ['&IOcy;'] = 'Ё', ['&DJcy;'] = 'Ђ', ['&GJcy;'] = 'Ѓ', ['&Jukcy;'] = 'Є', ['&DScy;'] = 'Ѕ', ['&Iukcy;'] = 'І', ['&YIcy;'] = 'Ї', ['&Jsercy;'] = 'Ј', ['&LJcy;'] = 'Љ', ['&NJcy;'] = 'Њ', ['&TSHcy;'] = 'Ћ', ['&KJcy;'] = 'Ќ', ['&Ubrcy;'] = 'Ў', ['&DZcy;'] = 'Џ', ['&Acy;'] = 'А', ['&Bcy;'] = 'Б', ['&Vcy;'] = 'В', ['&Gcy;'] = 'Г', ['&Dcy;'] = 'Д', ['&IEcy;'] = 'Е', ['&ZHcy;'] = 'Ж', ['&Zcy;'] = 'З', ['&Icy;'] = 'И', ['&Jcy;'] = 'Й', ['&Kcy;'] = 'К', ['&Lcy;'] = 'Л', ['&Mcy;'] = 'М', ['&Ncy;'] = 'Н', ['&Ocy;'] = 'О', ['&Pcy;'] = 'П', ['&Rcy;'] = 'Р', ['&Scy;'] = 'С', ['&Tcy;'] = 'Т', ['&Ucy;'] = 'У', ['&Fcy;'] = 'Ф', ['&KHcy;'] = 'Х', ['&TScy;'] = 'Ц', ['&CHcy;'] = 'Ч', ['&SHcy;'] = 'Ш', ['&SHCHcy;'] = 'Щ', ['&HARDcy;'] = 'Ъ', ['&Ycy;'] = 'Ы', ['&SOFTcy;'] = 'Ь', ['&Ecy;'] = 'Э', ['&YUcy;'] = 'Ю', ['&YAcy;'] = 'Я', ['&acy;'] = 'а', ['&bcy;'] = 'б', ['&vcy;'] = 'в', ['&gcy;'] = 'г', ['&dcy;'] = 'д', ['&iecy;'] = 'е', ['&zhcy;'] = 'ж', ['&zcy;'] = 'з', ['&icy;'] = 'и', ['&jcy;'] = 'й', ['&kcy;'] = 'к', ['&lcy;'] = 'л', ['&mcy;'] = 'м', ['&ncy;'] = 'н', ['&ocy;'] = 'о', ['&pcy;'] = 'п', ['&rcy;'] = 'р', ['&scy;'] = 'с', ['&tcy;'] = 'т', ['&ucy;'] = 'у', ['&fcy;'] = 'ф', ['&khcy;'] = 'х', ['&tscy;'] = 'ц', ['&chcy;'] = 'ч', ['&shcy;'] = 'ш', ['&shchcy;'] = 'щ', ['&hardcy;'] = 'ъ', ['&ycy;'] = 'ы', ['&softcy;'] = 'ь', ['&ecy;'] = 'э', ['&yucy;'] = 'ю', ['&yacy;'] = 'я', ['&iocy;'] = 'ё', ['&djcy;'] = 'ђ', ['&gjcy;'] = 'ѓ', ['&jukcy;'] = 'є', ['&dscy;'] = 'ѕ', ['&iukcy;'] = 'і', ['&yicy;'] = 'ї', ['&jsercy;'] = 'ј', ['&ljcy;'] = 'љ', ['&njcy;'] = 'њ', ['&tshcy;'] = 'ћ', ['&kjcy;'] = 'ќ', ['&ubrcy;'] = 'ў', ['&dzcy;'] = 'џ', ['&ensp;'] = ' ', ['&emsp;'] = ' ', ['&emsp13;'] = ' ', ['&emsp14;'] = ' ', ['&numsp;'] = ' ', ['&puncsp;'] = ' ', ['&ThinSpace;'] = ' ', ['&thinsp;'] = ' ', ['&VeryThinSpace;'] = ' ', ['&hairsp;'] = ' ', ['&NegativeMediumSpace;'] = '​', ['&NegativeThickSpace;'] = '​', ['&NegativeThinSpace;'] = '​', ['&NegativeVeryThinSpace;'] = '​', ['&ZeroWidthSpace;'] = '​', ['&zwnj;'] = '‌', ['&zwj;'] = '‍', ['&lrm;'] = '‎', ['&rlm;'] = '‏', ['&dash;'] = '‐', ['&hyphen;'] = '‐', ['&ndash;'] = '–', ['&mdash;'] = '—', ['&horbar;'] = '―', ['&Verbar;'] = '‖', ['&Vert;'] = '‖', ['&OpenCurlyQuote;'] = '‘', ['&lsquo;'] = '‘', ['&CloseCurlyQuote;'] = '’', ['&rsquo;'] = '’', ['&rsquor;'] = '’', ['&lsquor;'] = '‚', ['&sbquo;'] = '‚', ['&OpenCurlyDoubleQuote;'] = '“', ['&ldquo;'] = '“', ['&CloseCurlyDoubleQuote;'] = '”', ['&rdquo;'] = '”', ['&rdquor;'] = '”', ['&bdquo;'] = '„', ['&ldquor;'] = '„', ['&dagger;'] = '†', ['&Dagger;'] = '‡', ['&ddagger;'] = '‡', ['&bull;'] = '•', ['&bullet;'] = '•', ['&nldr;'] = '‥', ['&hellip;'] = '…', ['&mldr;'] = '…', ['&permil;'] = '‰', ['&pertenk;'] = '‱', ['&prime;'] = '′', ['&Prime;'] = '″', ['&tprime;'] = '‴', ['&backprime;'] = '‵', ['&bprime;'] = '‵', ['&lsaquo;'] = '‹', ['&rsaquo;'] = '›', ['&OverBar;'] = '‾', ['&oline;'] = '‾', ['&caret;'] = '⁁', ['&hybull;'] = '⁃', ['&frasl;'] = '⁄', ['&bsemi;'] = '⁏', ['&qprime;'] = '⁗', ['&MediumSpace;'] = ' ', ['&ThickSpace;'] = '  ', ['&NoBreak;'] = '⁠', ['&ApplyFunction;'] = '⁡', ['&af;'] = '⁡', ['&InvisibleTimes;'] = '⁢', ['&it;'] = '⁢', ['&InvisibleComma;'] = '⁣', ['&ic;'] = '⁣', ['&euro;'] = '€', ['&TripleDot;'] = '⃛', ['&tdot;'] = '⃛', ['&DotDot;'] = '⃜', ['&Copf;'] = 'ℂ', ['&complexes;'] = 'ℂ', ['&incare;'] = '℅', ['&gscr;'] = 'ℊ', ['&HilbertSpace;'] = 'ℋ', ['&Hscr;'] = 'ℋ', ['&hamilt;'] = 'ℋ', ['&Hfr;'] = 'ℌ', ['&Poincareplane;'] = 'ℌ', ['&Hopf;'] = 'ℍ', ['&quaternions;'] = 'ℍ', ['&planckh;'] = 'ℎ', ['&hbar;'] = 'ℏ', ['&hslash;'] = 'ℏ', ['&planck;'] = 'ℏ', ['&plankv;'] = 'ℏ', ['&Iscr;'] = 'ℐ', ['&imagline;'] = 'ℐ', ['&Ifr;'] = 'ℑ', ['&Im;'] = 'ℑ', ['&image;'] = 'ℑ', ['&imagpart;'] = 'ℑ', ['&Laplacetrf;'] = 'ℒ', ['&Lscr;'] = 'ℒ', ['&lagran;'] = 'ℒ', ['&ell;'] = 'ℓ', ['&Nopf;'] = 'ℕ', ['&naturals;'] = 'ℕ', ['&numero;'] = '№', ['&copysr;'] = '℗', ['&weierp;'] = '℘', ['&wp;'] = '℘', ['&Popf;'] = 'ℙ', ['&primes;'] = 'ℙ', ['&Qopf;'] = 'ℚ', ['&rationals;'] = 'ℚ', ['&Rscr;'] = 'ℛ', ['&realine;'] = 'ℛ', ['&Re;'] = 'ℜ', ['&Rfr;'] = 'ℜ', ['&real;'] = 'ℜ', ['&realpart;'] = 'ℜ', ['&Ropf;'] = 'ℝ', ['&reals;'] = 'ℝ', ['&rx;'] = '℞', ['&TRADE;'] = '™', ['&trade;'] = '™', ['&Zopf;'] = 'ℤ', ['&integers;'] = 'ℤ', ['&mho;'] = '℧', ['&Zfr;'] = 'ℨ', ['&zeetrf;'] = 'ℨ', ['&iiota;'] = '℩', ['&Bernoullis;'] = 'ℬ', ['&Bscr;'] = 'ℬ', ['&bernou;'] = 'ℬ', ['&Cayleys;'] = 'ℭ', ['&Cfr;'] = 'ℭ', ['&escr;'] = 'ℯ', ['&Escr;'] = 'ℰ', ['&expectation;'] = 'ℰ', ['&Fouriertrf;'] = 'ℱ', ['&Fscr;'] = 'ℱ', ['&Mellintrf;'] = 'ℳ', ['&Mscr;'] = 'ℳ', ['&phmmat;'] = 'ℳ', ['&order;'] = 'ℴ', ['&orderof;'] = 'ℴ', ['&oscr;'] = 'ℴ', ['&alefsym;'] = 'ℵ', ['&aleph;'] = 'ℵ', ['&beth;'] = 'ℶ', ['&gimel;'] = 'ℷ', ['&daleth;'] = 'ℸ', ['&CapitalDifferentialD;'] = 'ⅅ', ['&DD;'] = 'ⅅ', ['&DifferentialD;'] = 'ⅆ', ['&dd;'] = 'ⅆ', ['&ExponentialE;'] = 'ⅇ', ['&ee;'] = 'ⅇ', ['&exponentiale;'] = 'ⅇ', ['&ImaginaryI;'] = 'ⅈ', ['&ii;'] = 'ⅈ', ['&frac13;'] = '⅓', ['&frac23;'] = '⅔', ['&frac15;'] = '⅕', ['&frac25;'] = '⅖', ['&frac35;'] = '⅗', ['&frac45;'] = '⅘', ['&frac16;'] = '⅙', ['&frac56;'] = '⅚', ['&frac18;'] = '⅛', ['&frac38;'] = '⅜', ['&frac58;'] = '⅝', ['&frac78;'] = '⅞', ['&LeftArrow;'] = '←', ['&ShortLeftArrow;'] = '←', ['&larr;'] = '←', ['&leftarrow;'] = '←', ['&slarr;'] = '←', ['&ShortUpArrow;'] = '↑', ['&UpArrow;'] = '↑', ['&uarr;'] = '↑', ['&uparrow;'] = '↑', ['&RightArrow;'] = '→', ['&ShortRightArrow;'] = '→', ['&rarr;'] = '→', ['&rightarrow;'] = '→', ['&srarr;'] = '→', ['&DownArrow;'] = '↓', ['&ShortDownArrow;'] = '↓', ['&darr;'] = '↓', ['&downarrow;'] = '↓', ['&LeftRightArrow;'] = '↔', ['&harr;'] = '↔', ['&leftrightarrow;'] = '↔', ['&UpDownArrow;'] = '↕', ['&updownarrow;'] = '↕', ['&varr;'] = '↕', ['&UpperLeftArrow;'] = '↖', ['&nwarr;'] = '↖', ['&nwarrow;'] = '↖', ['&UpperRightArrow;'] = '↗', ['&nearr;'] = '↗', ['&nearrow;'] = '↗', ['&LowerRightArrow;'] = '↘', ['&searr;'] = '↘', ['&searrow;'] = '↘', ['&LowerLeftArrow;'] = '↙', ['&swarr;'] = '↙', ['&swarrow;'] = '↙', ['&nlarr;'] = '↚', ['&nleftarrow;'] = '↚', ['&nrarr;'] = '↛', ['&nrightarrow;'] = '↛', ['&rarrw;'] = '↝', ['&rightsquigarrow;'] = '↝', ['&nrarrw;'] = '↝̸', ['&Larr;'] = '↞', ['&twoheadleftarrow;'] = '↞', ['&Uarr;'] = '↟', ['&Rarr;'] = '↠', ['&twoheadrightarrow;'] = '↠', ['&Darr;'] = '↡', ['&larrtl;'] = '↢', ['&leftarrowtail;'] = '↢', ['&rarrtl;'] = '↣', ['&rightarrowtail;'] = '↣', ['&LeftTeeArrow;'] = '↤', ['&mapstoleft;'] = '↤', ['&UpTeeArrow;'] = '↥', ['&mapstoup;'] = '↥', ['&RightTeeArrow;'] = '↦', ['&map;'] = '↦', ['&mapsto;'] = '↦', ['&DownTeeArrow;'] = '↧', ['&mapstodown;'] = '↧', ['&hookleftarrow;'] = '↩', ['&larrhk;'] = '↩', ['&hookrightarrow;'] = '↪', ['&rarrhk;'] = '↪', ['&larrlp;'] = '↫', ['&looparrowleft;'] = '↫', ['&looparrowright;'] = '↬', ['&rarrlp;'] = '↬', ['&harrw;'] = '↭', ['&leftrightsquigarrow;'] = '↭', ['&nharr;'] = '↮', ['&nleftrightarrow;'] = '↮', ['&Lsh;'] = '↰', ['&lsh;'] = '↰', ['&Rsh;'] = '↱', ['&rsh;'] = '↱', ['&ldsh;'] = '↲', ['&rdsh;'] = '↳', ['&crarr;'] = '↵', ['&cularr;'] = '↶', ['&curvearrowleft;'] = '↶', ['&curarr;'] = '↷', ['&curvearrowright;'] = '↷', ['&circlearrowleft;'] = '↺', ['&olarr;'] = '↺', ['&circlearrowright;'] = '↻', ['&orarr;'] = '↻', ['&LeftVector;'] = '↼', ['&leftharpoonup;'] = '↼', ['&lharu;'] = '↼', ['&DownLeftVector;'] = '↽', ['&leftharpoondown;'] = '↽', ['&lhard;'] = '↽', ['&RightUpVector;'] = '↾', ['&uharr;'] = '↾', ['&upharpoonright;'] = '↾', ['&LeftUpVector;'] = '↿', ['&uharl;'] = '↿', ['&upharpoonleft;'] = '↿', ['&RightVector;'] = '⇀', ['&rharu;'] = '⇀', ['&rightharpoonup;'] = '⇀', ['&DownRightVector;'] = '⇁', ['&rhard;'] = '⇁', ['&rightharpoondown;'] = '⇁', ['&RightDownVector;'] = '⇂', ['&dharr;'] = '⇂', ['&downharpoonright;'] = '⇂', ['&LeftDownVector;'] = '⇃', ['&dharl;'] = '⇃', ['&downharpoonleft;'] = '⇃', ['&RightArrowLeftArrow;'] = '⇄', ['&rightleftarrows;'] = '⇄', ['&rlarr;'] = '⇄', ['&UpArrowDownArrow;'] = '⇅', ['&udarr;'] = '⇅', ['&LeftArrowRightArrow;'] = '⇆', ['&leftrightarrows;'] = '⇆', ['&lrarr;'] = '⇆', ['&leftleftarrows;'] = '⇇', ['&llarr;'] = '⇇', ['&upuparrows;'] = '⇈', ['&uuarr;'] = '⇈', ['&rightrightarrows;'] = '⇉', ['&rrarr;'] = '⇉', ['&ddarr;'] = '⇊', ['&downdownarrows;'] = '⇊', ['&ReverseEquilibrium;'] = '⇋', ['&leftrightharpoons;'] = '⇋', ['&lrhar;'] = '⇋', ['&Equilibrium;'] = '⇌', ['&rightleftharpoons;'] = '⇌', ['&rlhar;'] = '⇌', ['&nLeftarrow;'] = '⇍', ['&nlArr;'] = '⇍', ['&nLeftrightarrow;'] = '⇎', ['&nhArr;'] = '⇎', ['&nRightarrow;'] = '⇏', ['&nrArr;'] = '⇏', ['&DoubleLeftArrow;'] = '⇐', ['&Leftarrow;'] = '⇐', ['&lArr;'] = '⇐', ['&DoubleUpArrow;'] = '⇑', ['&Uparrow;'] = '⇑', ['&uArr;'] = '⇑', ['&DoubleRightArrow;'] = '⇒', ['&Implies;'] = '⇒', ['&Rightarrow;'] = '⇒', ['&rArr;'] = '⇒', ['&DoubleDownArrow;'] = '⇓', ['&Downarrow;'] = '⇓', ['&dArr;'] = '⇓', ['&DoubleLeftRightArrow;'] = '⇔', ['&Leftrightarrow;'] = '⇔', ['&hArr;'] = '⇔', ['&iff;'] = '⇔', ['&DoubleUpDownArrow;'] = '⇕', ['&Updownarrow;'] = '⇕', ['&vArr;'] = '⇕', ['&nwArr;'] = '⇖', ['&neArr;'] = '⇗', ['&seArr;'] = '⇘', ['&swArr;'] = '⇙', ['&Lleftarrow;'] = '⇚', ['&lAarr;'] = '⇚', ['&Rrightarrow;'] = '⇛', ['&rAarr;'] = '⇛', ['&zigrarr;'] = '⇝', ['&LeftArrowBar;'] = '⇤', ['&larrb;'] = '⇤', ['&RightArrowBar;'] = '⇥', ['&rarrb;'] = '⇥', ['&DownArrowUpArrow;'] = '⇵', ['&duarr;'] = '⇵', ['&loarr;'] = '⇽', ['&roarr;'] = '⇾', ['&hoarr;'] = '⇿', ['&ForAll;'] = '∀', ['&forall;'] = '∀', ['&comp;'] = '∁', ['&complement;'] = '∁', ['&PartialD;'] = '∂', ['&part;'] = '∂', ['&npart;'] = '∂̸', ['&Exists;'] = '∃', ['&exist;'] = '∃', ['&NotExists;'] = '∄', ['&nexist;'] = '∄', ['&nexists;'] = '∄', ['&empty;'] = '∅', ['&emptyset;'] = '∅', ['&emptyv;'] = '∅', ['&varnothing;'] = '∅', ['&Del;'] = '∇', ['&nabla;'] = '∇', ['&Element;'] = '∈', ['&in;'] = '∈', ['&isin;'] = '∈', ['&isinv;'] = '∈', ['&NotElement;'] = '∉', ['&notin;'] = '∉', ['&notinva;'] = '∉', ['&ReverseElement;'] = '∋', ['&SuchThat;'] = '∋', ['&ni;'] = '∋', ['&niv;'] = '∋', ['&NotReverseElement;'] = '∌', ['&notni;'] = '∌', ['&notniva;'] = '∌', ['&Product;'] = '∏', ['&prod;'] = '∏', ['&Coproduct;'] = '∐', ['&coprod;'] = '∐', ['&Sum;'] = '∑', ['&sum;'] = '∑', ['&minus;'] = '−', ['&MinusPlus;'] = '∓', ['&mnplus;'] = '∓', ['&mp;'] = '∓', ['&dotplus;'] = '∔', ['&plusdo;'] = '∔', ['&Backslash;'] = '∖', ['&setminus;'] = '∖', ['&setmn;'] = '∖', ['&smallsetminus;'] = '∖', ['&ssetmn;'] = '∖', ['&lowast;'] = '∗', ['&SmallCircle;'] = '∘', ['&compfn;'] = '∘', ['&Sqrt;'] = '√', ['&radic;'] = '√', ['&Proportional;'] = '∝', ['&prop;'] = '∝', ['&propto;'] = '∝', ['&varpropto;'] = '∝', ['&vprop;'] = '∝', ['&infin;'] = '∞', ['&angrt;'] = '∟', ['&ang;'] = '∠', ['&angle;'] = '∠', ['&nang;'] = '∠⃒', ['&angmsd;'] = '∡', ['&measuredangle;'] = '∡', ['&angsph;'] = '∢', ['&VerticalBar;'] = '∣', ['&mid;'] = '∣', ['&shortmid;'] = '∣', ['&smid;'] = '∣', ['&NotVerticalBar;'] = '∤', ['&nmid;'] = '∤', ['&nshortmid;'] = '∤', ['&nsmid;'] = '∤', ['&DoubleVerticalBar;'] = '∥', ['&par;'] = '∥', ['&parallel;'] = '∥', ['&shortparallel;'] = '∥', ['&spar;'] = '∥', ['&NotDoubleVerticalBar;'] = '∦', ['&npar;'] = '∦', ['&nparallel;'] = '∦', ['&nshortparallel;'] = '∦', ['&nspar;'] = '∦', ['&and;'] = '∧', ['&wedge;'] = '∧', ['&or;'] = '∨', ['&vee;'] = '∨', ['&cap;'] = '∩', ['&caps;'] = '∩︀', ['&cup;'] = '∪', ['&cups;'] = '∪︀', ['&Integral;'] = '∫', ['&int;'] = '∫', ['&Int;'] = '∬', ['&iiint;'] = '∭', ['&tint;'] = '∭', ['&ContourIntegral;'] = '∮', ['&conint;'] = '∮', ['&oint;'] = '∮', ['&Conint;'] = '∯', ['&DoubleContourIntegral;'] = '∯', ['&Cconint;'] = '∰', ['&cwint;'] = '∱', ['&ClockwiseContourIntegral;'] = '∲', ['&cwconint;'] = '∲', ['&CounterClockwiseContourIntegral;'] = '∳', ['&awconint;'] = '∳', ['&Therefore;'] = '∴', ['&there4;'] = '∴', ['&therefore;'] = '∴', ['&Because;'] = '∵', ['&becaus;'] = '∵', ['&because;'] = '∵', ['&ratio;'] = '∶', ['&Colon;'] = '∷', ['&Proportion;'] = '∷', ['&dotminus;'] = '∸', ['&minusd;'] = '∸', ['&mDDot;'] = '∺', ['&homtht;'] = '∻', ['&Tilde;'] = '∼', ['&sim;'] = '∼', ['&thicksim;'] = '∼', ['&thksim;'] = '∼', ['&nvsim;'] = '∼⃒', ['&backsim;'] = '∽', ['&bsim;'] = '∽', ['&race;'] = '∽̱', ['&ac;'] = '∾', ['&mstpos;'] = '∾', ['&acE;'] = '∾̳', ['&acd;'] = '∿', ['&VerticalTilde;'] = '≀', ['&wr;'] = '≀', ['&wreath;'] = '≀', ['&NotTilde;'] = '≁', ['&nsim;'] = '≁', ['&EqualTilde;'] = '≂', ['&eqsim;'] = '≂', ['&esim;'] = '≂', ['&nesim;'] = '≂̸', ['&NotEqualTilde;'] = '≂̸', ['&TildeEqual;'] = '≃', ['&sime;'] = '≃', ['&simeq;'] = '≃', ['&NotTildeEqual;'] = '≄', ['&nsime;'] = '≄', ['&nsimeq;'] = '≄', ['&TildeFullEqual;'] = '≅', ['&cong;'] = '≅', ['&simne;'] = '≆', ['&NotTildeFullEqual;'] = '≇', ['&ncong;'] = '≇', ['&TildeTilde;'] = '≈', ['&ap;'] = '≈', ['&approx;'] = '≈', ['&asymp;'] = '≈', ['&thickapprox;'] = '≈', ['&thkap;'] = '≈', ['&NotTildeTilde;'] = '≉', ['&nap;'] = '≉', ['&napprox;'] = '≉', ['&ape;'] = '≊', ['&approxeq;'] = '≊', ['&apid;'] = '≋', ['&napid;'] = '≋̸', ['&backcong;'] = '≌', ['&bcong;'] = '≌', ['&CupCap;'] = '≍', ['&asympeq;'] = '≍', ['&nvap;'] = '≍⃒', ['&Bumpeq;'] = '≎', ['&HumpDownHump;'] = '≎', ['&bump;'] = '≎', ['&nbump;'] = '≎̸', ['&NotHumpDownHump;'] = '≎̸', ['&HumpEqual;'] = '≏', ['&bumpe;'] = '≏', ['&bumpeq;'] = '≏', ['&nbumpe;'] = '≏̸', ['&NotHumpEqual;'] = '≏̸', ['&DotEqual;'] = '≐', ['&doteq;'] = '≐', ['&esdot;'] = '≐', ['&nedot;'] = '≐̸', ['&doteqdot;'] = '≑', ['&eDot;'] = '≑', ['&efDot;'] = '≒', ['&fallingdotseq;'] = '≒', ['&erDot;'] = '≓', ['&risingdotseq;'] = '≓', ['&Assign;'] = '≔', ['&colone;'] = '≔', ['&coloneq;'] = '≔', ['&ecolon;'] = '≕', ['&eqcolon;'] = '≕', ['&ecir;'] = '≖', ['&eqcirc;'] = '≖', ['&circeq;'] = '≗', ['&cire;'] = '≗', ['&wedgeq;'] = '≙', ['&veeeq;'] = '≚', ['&triangleq;'] = '≜', ['&trie;'] = '≜', ['&equest;'] = '≟', ['&questeq;'] = '≟', ['&NotEqual;'] = '≠', ['&ne;'] = '≠', ['&Congruent;'] = '≡', ['&equiv;'] = '≡', ['&bnequiv;'] = '≡⃥', ['&NotCongruent;'] = '≢', ['&nequiv;'] = '≢', ['&le;'] = '≤', ['&leq;'] = '≤', ['&nvle;'] = '≤⃒', ['&GreaterEqual;'] = '≥', ['&ge;'] = '≥', ['&geq;'] = '≥', ['&nvge;'] = '≥⃒', ['&LessFullEqual;'] = '≦', ['&lE;'] = '≦', ['&leqq;'] = '≦', ['&nlE;'] = '≦̸', ['&nleqq;'] = '≦̸', ['&GreaterFullEqual;'] = '≧', ['&gE;'] = '≧', ['&geqq;'] = '≧', ['&ngE;'] = '≧̸', ['&ngeqq;'] = '≧̸', ['&NotGreaterFullEqual;'] = '≧̸', ['&lnE;'] = '≨', ['&lneqq;'] = '≨', ['&lvertneqq;'] = '≨︀', ['&lvnE;'] = '≨︀', ['&gnE;'] = '≩', ['&gneqq;'] = '≩', ['&gvertneqq;'] = '≩︀', ['&gvnE;'] = '≩︀', ['&Lt;'] = '≪', ['&NestedLessLess;'] = '≪', ['&ll;'] = '≪', ['&nLtv;'] = '≪̸', ['&NotLessLess;'] = '≪̸', ['&nLt;'] = '≪⃒', ['&Gt;'] = '≫', ['&NestedGreaterGreater;'] = '≫', ['&gg;'] = '≫', ['&nGtv;'] = '≫̸', ['&NotGreaterGreater;'] = '≫̸', ['&nGt;'] = '≫⃒', ['&between;'] = '≬', ['&twixt;'] = '≬', ['&NotCupCap;'] = '≭', ['&NotLess;'] = '≮', ['&nless;'] = '≮', ['&nlt;'] = '≮', ['&NotGreater;'] = '≯', ['&ngt;'] = '≯', ['&ngtr;'] = '≯', ['&NotLessEqual;'] = '≰', ['&nle;'] = '≰', ['&nleq;'] = '≰', ['&NotGreaterEqual;'] = '≱', ['&nge;'] = '≱', ['&ngeq;'] = '≱', ['&LessTilde;'] = '≲', ['&lesssim;'] = '≲', ['&lsim;'] = '≲', ['&GreaterTilde;'] = '≳', ['&gsim;'] = '≳', ['&gtrsim;'] = '≳', ['&NotLessTilde;'] = '≴', ['&nlsim;'] = '≴', ['&NotGreaterTilde;'] = '≵', ['&ngsim;'] = '≵', ['&LessGreater;'] = '≶', ['&lessgtr;'] = '≶', ['&lg;'] = '≶', ['&GreaterLess;'] = '≷', ['&gl;'] = '≷', ['&gtrless;'] = '≷', ['&NotLessGreater;'] = '≸', ['&ntlg;'] = '≸', ['&NotGreaterLess;'] = '≹', ['&ntgl;'] = '≹', ['&Precedes;'] = '≺', ['&pr;'] = '≺', ['&prec;'] = '≺', ['&Succeeds;'] = '≻', ['&sc;'] = '≻', ['&succ;'] = '≻', ['&PrecedesSlantEqual;'] = '≼', ['&prcue;'] = '≼', ['&preccurlyeq;'] = '≼', ['&SucceedsSlantEqual;'] = '≽', ['&sccue;'] = '≽', ['&succcurlyeq;'] = '≽', ['&PrecedesTilde;'] = '≾', ['&precsim;'] = '≾', ['&prsim;'] = '≾', ['&SucceedsTilde;'] = '≿', ['&scsim;'] = '≿', ['&succsim;'] = '≿', ['&NotSucceedsTilde;'] = '≿̸', ['&NotPrecedes;'] = '⊀', ['&npr;'] = '⊀', ['&nprec;'] = '⊀', ['&NotSucceeds;'] = '⊁', ['&nsc;'] = '⊁', ['&nsucc;'] = '⊁', ['&sub;'] = '⊂', ['&subset;'] = '⊂', ['&NotSubset;'] = '⊂⃒', ['&nsubset;'] = '⊂⃒', ['&vnsub;'] = '⊂⃒', ['&Superset;'] = '⊃', ['&sup;'] = '⊃', ['&supset;'] = '⊃', ['&NotSuperset;'] = '⊃⃒', ['&nsupset;'] = '⊃⃒', ['&vnsup;'] = '⊃⃒', ['&nsub;'] = '⊄', ['&nsup;'] = '⊅', ['&SubsetEqual;'] = '⊆', ['&sube;'] = '⊆', ['&subseteq;'] = '⊆', ['&SupersetEqual;'] = '⊇', ['&supe;'] = '⊇', ['&supseteq;'] = '⊇', ['&NotSubsetEqual;'] = '⊈', ['&nsube;'] = '⊈', ['&nsubseteq;'] = '⊈', ['&NotSupersetEqual;'] = '⊉', ['&nsupe;'] = '⊉', ['&nsupseteq;'] = '⊉', ['&subne;'] = '⊊', ['&subsetneq;'] = '⊊', ['&varsubsetneq;'] = '⊊︀', ['&vsubne;'] = '⊊︀', ['&supne;'] = '⊋', ['&supsetneq;'] = '⊋', ['&varsupsetneq;'] = '⊋︀', ['&vsupne;'] = '⊋︀', ['&cupdot;'] = '⊍', ['&UnionPlus;'] = '⊎', ['&uplus;'] = '⊎', ['&SquareSubset;'] = '⊏', ['&sqsub;'] = '⊏', ['&sqsubset;'] = '⊏', ['&NotSquareSubset;'] = '⊏̸', ['&SquareSuperset;'] = '⊐', ['&sqsup;'] = '⊐', ['&sqsupset;'] = '⊐', ['&NotSquareSuperset;'] = '⊐̸', ['&SquareSubsetEqual;'] = '⊑', ['&sqsube;'] = '⊑', ['&sqsubseteq;'] = '⊑', ['&SquareSupersetEqual;'] = '⊒', ['&sqsupe;'] = '⊒', ['&sqsupseteq;'] = '⊒', ['&SquareIntersection;'] = '⊓', ['&sqcap;'] = '⊓', ['&sqcaps;'] = '⊓︀', ['&SquareUnion;'] = '⊔', ['&sqcup;'] = '⊔', ['&sqcups;'] = '⊔︀', ['&CirclePlus;'] = '⊕', ['&oplus;'] = '⊕', ['&CircleMinus;'] = '⊖', ['&ominus;'] = '⊖', ['&CircleTimes;'] = '⊗', ['&otimes;'] = '⊗', ['&osol;'] = '⊘', ['&CircleDot;'] = '⊙', ['&odot;'] = '⊙', ['&circledcirc;'] = '⊚', ['&ocir;'] = '⊚', ['&circledast;'] = '⊛', ['&oast;'] = '⊛', ['&circleddash;'] = '⊝', ['&odash;'] = '⊝', ['&boxplus;'] = '⊞', ['&plusb;'] = '⊞', ['&boxminus;'] = '⊟', ['&minusb;'] = '⊟', ['&boxtimes;'] = '⊠', ['&timesb;'] = '⊠', ['&dotsquare;'] = '⊡', ['&sdotb;'] = '⊡', ['&RightTee;'] = '⊢', ['&vdash;'] = '⊢', ['&LeftTee;'] = '⊣', ['&dashv;'] = '⊣', ['&DownTee;'] = '⊤', ['&top;'] = '⊤', ['&UpTee;'] = '⊥', ['&bot;'] = '⊥', ['&bottom;'] = '⊥', ['&perp;'] = '⊥', ['&models;'] = '⊧', ['&DoubleRightTee;'] = '⊨', ['&vDash;'] = '⊨', ['&Vdash;'] = '⊩', ['&Vvdash;'] = '⊪', ['&VDash;'] = '⊫', ['&nvdash;'] = '⊬', ['&nvDash;'] = '⊭', ['&nVdash;'] = '⊮', ['&nVDash;'] = '⊯', ['&prurel;'] = '⊰', ['&LeftTriangle;'] = '⊲', ['&vartriangleleft;'] = '⊲', ['&vltri;'] = '⊲', ['&RightTriangle;'] = '⊳', ['&vartriangleright;'] = '⊳', ['&vrtri;'] = '⊳', ['&LeftTriangleEqual;'] = '⊴', ['&ltrie;'] = '⊴', ['&trianglelefteq;'] = '⊴', ['&nvltrie;'] = '⊴⃒', ['&RightTriangleEqual;'] = '⊵', ['&rtrie;'] = '⊵', ['&trianglerighteq;'] = '⊵', ['&nvrtrie;'] = '⊵⃒', ['&origof;'] = '⊶', ['&imof;'] = '⊷', ['&multimap;'] = '⊸', ['&mumap;'] = '⊸', ['&hercon;'] = '⊹', ['&intcal;'] = '⊺', ['&intercal;'] = '⊺', ['&veebar;'] = '⊻', ['&barvee;'] = '⊽', ['&angrtvb;'] = '⊾', ['&lrtri;'] = '⊿', ['&Wedge;'] = '⋀', ['&bigwedge;'] = '⋀', ['&xwedge;'] = '⋀', ['&Vee;'] = '⋁', ['&bigvee;'] = '⋁', ['&xvee;'] = '⋁', ['&Intersection;'] = '⋂', ['&bigcap;'] = '⋂', ['&xcap;'] = '⋂', ['&Union;'] = '⋃', ['&bigcup;'] = '⋃', ['&xcup;'] = '⋃', ['&Diamond;'] = '⋄', ['&diam;'] = '⋄', ['&diamond;'] = '⋄', ['&sdot;'] = '⋅', ['&Star;'] = '⋆', ['&sstarf;'] = '⋆', ['&divideontimes;'] = '⋇', ['&divonx;'] = '⋇', ['&bowtie;'] = '⋈', ['&ltimes;'] = '⋉', ['&rtimes;'] = '⋊', ['&leftthreetimes;'] = '⋋', ['&lthree;'] = '⋋', ['&rightthreetimes;'] = '⋌', ['&rthree;'] = '⋌', ['&backsimeq;'] = '⋍', ['&bsime;'] = '⋍', ['&curlyvee;'] = '⋎', ['&cuvee;'] = '⋎', ['&curlywedge;'] = '⋏', ['&cuwed;'] = '⋏', ['&Sub;'] = '⋐', ['&Subset;'] = '⋐', ['&Sup;'] = '⋑', ['&Supset;'] = '⋑', ['&Cap;'] = '⋒', ['&Cup;'] = '⋓', ['&fork;'] = '⋔', ['&pitchfork;'] = '⋔', ['&epar;'] = '⋕', ['&lessdot;'] = '⋖', ['&ltdot;'] = '⋖', ['&gtdot;'] = '⋗', ['&gtrdot;'] = '⋗', ['&Ll;'] = '⋘', ['&nLl;'] = '⋘̸', ['&Gg;'] = '⋙', ['&ggg;'] = '⋙', ['&nGg;'] = '⋙̸', ['&LessEqualGreater;'] = '⋚', ['&leg;'] = '⋚', ['&lesseqgtr;'] = '⋚', ['&lesg;'] = '⋚︀', ['&GreaterEqualLess;'] = '⋛', ['&gel;'] = '⋛', ['&gtreqless;'] = '⋛', ['&gesl;'] = '⋛︀', ['&cuepr;'] = '⋞', ['&curlyeqprec;'] = '⋞', ['&cuesc;'] = '⋟', ['&curlyeqsucc;'] = '⋟', ['&NotPrecedesSlantEqual;'] = '⋠', ['&nprcue;'] = '⋠', ['&NotSucceedsSlantEqual;'] = '⋡', ['&nsccue;'] = '⋡', ['&NotSquareSubsetEqual;'] = '⋢', ['&nsqsube;'] = '⋢', ['&NotSquareSupersetEqual;'] = '⋣', ['&nsqsupe;'] = '⋣', ['&lnsim;'] = '⋦', ['&gnsim;'] = '⋧', ['&precnsim;'] = '⋨', ['&prnsim;'] = '⋨', ['&scnsim;'] = '⋩', ['&succnsim;'] = '⋩', ['&NotLeftTriangle;'] = '⋪', ['&nltri;'] = '⋪', ['&ntriangleleft;'] = '⋪', ['&NotRightTriangle;'] = '⋫', ['&nrtri;'] = '⋫', ['&ntriangleright;'] = '⋫', ['&NotLeftTriangleEqual;'] = '⋬', ['&nltrie;'] = '⋬', ['&ntrianglelefteq;'] = '⋬', ['&NotRightTriangleEqual;'] = '⋭', ['&nrtrie;'] = '⋭', ['&ntrianglerighteq;'] = '⋭', ['&vellip;'] = '⋮', ['&ctdot;'] = '⋯', ['&utdot;'] = '⋰', ['&dtdot;'] = '⋱', ['&disin;'] = '⋲', ['&isinsv;'] = '⋳', ['&isins;'] = '⋴', ['&isindot;'] = '⋵', ['&notindot;'] = '⋵̸', ['&notinvc;'] = '⋶', ['&notinvb;'] = '⋷', ['&isinE;'] = '⋹', ['&notinE;'] = '⋹̸', ['&nisd;'] = '⋺', ['&xnis;'] = '⋻', ['&nis;'] = '⋼', ['&notnivc;'] = '⋽', ['&notnivb;'] = '⋾', ['&barwed;'] = '⌅', ['&barwedge;'] = '⌅', ['&Barwed;'] = '⌆', ['&doublebarwedge;'] = '⌆', ['&LeftCeiling;'] = '⌈', ['&lceil;'] = '⌈', ['&RightCeiling;'] = '⌉', ['&rceil;'] = '⌉', ['&LeftFloor;'] = '⌊', ['&lfloor;'] = '⌊', ['&RightFloor;'] = '⌋', ['&rfloor;'] = '⌋', ['&drcrop;'] = '⌌', ['&dlcrop;'] = '⌍', ['&urcrop;'] = '⌎', ['&ulcrop;'] = '⌏', ['&bnot;'] = '⌐', ['&profline;'] = '⌒', ['&profsurf;'] = '⌓', ['&telrec;'] = '⌕', ['&target;'] = '⌖', ['&ulcorn;'] = '⌜', ['&ulcorner;'] = '⌜', ['&urcorn;'] = '⌝', ['&urcorner;'] = '⌝', ['&dlcorn;'] = '⌞', ['&llcorner;'] = '⌞', ['&drcorn;'] = '⌟', ['&lrcorner;'] = '⌟', ['&frown;'] = '⌢', ['&sfrown;'] = '⌢', ['&smile;'] = '⌣', ['&ssmile;'] = '⌣', ['&cylcty;'] = '⌭', ['&profalar;'] = '⌮', ['&topbot;'] = '⌶', ['&ovbar;'] = '⌽', ['&solbar;'] = '⌿', ['&angzarr;'] = '⍼', ['&lmoust;'] = '⎰', ['&lmoustache;'] = '⎰', ['&rmoust;'] = '⎱', ['&rmoustache;'] = '⎱', ['&OverBracket;'] = '⎴', ['&tbrk;'] = '⎴', ['&UnderBracket;'] = '⎵', ['&bbrk;'] = '⎵', ['&bbrktbrk;'] = '⎶', ['&OverParenthesis;'] = '⏜', ['&UnderParenthesis;'] = '⏝', ['&OverBrace;'] = '⏞', ['&UnderBrace;'] = '⏟', ['&trpezium;'] = '⏢', ['&elinters;'] = '⏧', ['&blank;'] = '␣', ['&circledS;'] = 'Ⓢ', ['&oS;'] = 'Ⓢ', ['&HorizontalLine;'] = '─', ['&boxh;'] = '─', ['&boxv;'] = '│', ['&boxdr;'] = '┌', ['&boxdl;'] = '┐', ['&boxur;'] = '└', ['&boxul;'] = '┘', ['&boxvr;'] = '├', ['&boxvl;'] = '┤', ['&boxhd;'] = '┬', ['&boxhu;'] = '┴', ['&boxvh;'] = '┼', ['&boxH;'] = '═', ['&boxV;'] = '║', ['&boxdR;'] = '╒', ['&boxDr;'] = '╓', ['&boxDR;'] = '╔', ['&boxdL;'] = '╕', ['&boxDl;'] = '╖', ['&boxDL;'] = '╗', ['&boxuR;'] = '╘', ['&boxUr;'] = '╙', ['&boxUR;'] = '╚', ['&boxuL;'] = '╛', ['&boxUl;'] = '╜', ['&boxUL;'] = '╝', ['&boxvR;'] = '╞', ['&boxVr;'] = '╟', ['&boxVR;'] = '╠', ['&boxvL;'] = '╡', ['&boxVl;'] = '╢', ['&boxVL;'] = '╣', ['&boxHd;'] = '╤', ['&boxhD;'] = '╥', ['&boxHD;'] = '╦', ['&boxHu;'] = '╧', ['&boxhU;'] = '╨', ['&boxHU;'] = '╩', ['&boxvH;'] = '╪', ['&boxVh;'] = '╫', ['&boxVH;'] = '╬', ['&uhblk;'] = '▀', ['&lhblk;'] = '▄', ['&block;'] = '█', ['&blk14;'] = '░', ['&blk12;'] = '▒', ['&blk34;'] = '▓', ['&Square;'] = '□', ['&squ;'] = '□', ['&square;'] = '□', ['&FilledVerySmallSquare;'] = '▪', ['&blacksquare;'] = '▪', ['&squarf;'] = '▪', ['&squf;'] = '▪', ['&EmptyVerySmallSquare;'] = '▫', ['&rect;'] = '▭', ['&marker;'] = '▮', ['&fltns;'] = '▱', ['&bigtriangleup;'] = '△', ['&xutri;'] = '△', ['&blacktriangle;'] = '▴', ['&utrif;'] = '▴', ['&triangle;'] = '▵', ['&utri;'] = '▵', ['&blacktriangleright;'] = '▸', ['&rtrif;'] = '▸', ['&rtri;'] = '▹', ['&triangleright;'] = '▹', ['&bigtriangledown;'] = '▽', ['&xdtri;'] = '▽', ['&blacktriangledown;'] = '▾', ['&dtrif;'] = '▾', ['&dtri;'] = '▿', ['&triangledown;'] = '▿', ['&blacktriangleleft;'] = '◂', ['&ltrif;'] = '◂', ['&ltri;'] = '◃', ['&triangleleft;'] = '◃', ['&loz;'] = '◊', ['&lozenge;'] = '◊', ['&cir;'] = '○', ['&tridot;'] = '◬', ['&bigcirc;'] = '◯', ['&xcirc;'] = '◯', ['&ultri;'] = '◸', ['&urtri;'] = '◹', ['&lltri;'] = '◺', ['&EmptySmallSquare;'] = '◻', ['&FilledSmallSquare;'] = '◼', ['&bigstar;'] = '★', ['&starf;'] = '★', ['&star;'] = '☆', ['&phone;'] = '☎', ['&female;'] = '♀', ['&male;'] = '♂', ['&spades;'] = '♠', ['&spadesuit;'] = '♠', ['&clubs;'] = '♣', ['&clubsuit;'] = '♣', ['&hearts;'] = '♥', ['&heartsuit;'] = '♥', ['&diamondsuit;'] = '♦', ['&diams;'] = '♦', ['&sung;'] = '♪', ['&flat;'] = '♭', ['&natur;'] = '♮', ['&natural;'] = '♮', ['&sharp;'] = '♯', ['&check;'] = '✓', ['&checkmark;'] = '✓', ['&cross;'] = '✗', ['&malt;'] = '✠', ['&maltese;'] = '✠', ['&sext;'] = '✶', ['&VerticalSeparator;'] = '❘', ['&lbbrk;'] = '❲', ['&rbbrk;'] = '❳', ['&bsolhsub;'] = '⟈', ['&suphsol;'] = '⟉', ['&LeftDoubleBracket;'] = '⟦', ['&lobrk;'] = '⟦', ['&RightDoubleBracket;'] = '⟧', ['&robrk;'] = '⟧', ['&LeftAngleBracket;'] = '⟨', ['&lang;'] = '⟨', ['&langle;'] = '⟨', ['&RightAngleBracket;'] = '⟩', ['&rang;'] = '⟩', ['&rangle;'] = '⟩', ['&Lang;'] = '⟪', ['&Rang;'] = '⟫', ['&loang;'] = '⟬', ['&roang;'] = '⟭', ['&LongLeftArrow;'] = '⟵', ['&longleftarrow;'] = '⟵', ['&xlarr;'] = '⟵', ['&LongRightArrow;'] = '⟶', ['&longrightarrow;'] = '⟶', ['&xrarr;'] = '⟶', ['&LongLeftRightArrow;'] = '⟷', ['&longleftrightarrow;'] = '⟷', ['&xharr;'] = '⟷', ['&DoubleLongLeftArrow;'] = '⟸', ['&Longleftarrow;'] = '⟸', ['&xlArr;'] = '⟸', ['&DoubleLongRightArrow;'] = '⟹', ['&Longrightarrow;'] = '⟹', ['&xrArr;'] = '⟹', ['&DoubleLongLeftRightArrow;'] = '⟺', ['&Longleftrightarrow;'] = '⟺', ['&xhArr;'] = '⟺', ['&longmapsto;'] = '⟼', ['&xmap;'] = '⟼', ['&dzigrarr;'] = '⟿', ['&nvlArr;'] = '⤂', ['&nvrArr;'] = '⤃', ['&nvHarr;'] = '⤄', ['&Map;'] = '⤅', ['&lbarr;'] = '⤌', ['&bkarow;'] = '⤍', ['&rbarr;'] = '⤍', ['&lBarr;'] = '⤎', ['&dbkarow;'] = '⤏', ['&rBarr;'] = '⤏', ['&RBarr;'] = '⤐', ['&drbkarow;'] = '⤐', ['&DDotrahd;'] = '⤑', ['&UpArrowBar;'] = '⤒', ['&DownArrowBar;'] = '⤓', ['&Rarrtl;'] = '⤖', ['&latail;'] = '⤙', ['&ratail;'] = '⤚', ['&lAtail;'] = '⤛', ['&rAtail;'] = '⤜', ['&larrfs;'] = '⤝', ['&rarrfs;'] = '⤞', ['&larrbfs;'] = '⤟', ['&rarrbfs;'] = '⤠', ['&nwarhk;'] = '⤣', ['&nearhk;'] = '⤤', ['&hksearow;'] = '⤥', ['&searhk;'] = '⤥', ['&hkswarow;'] = '⤦', ['&swarhk;'] = '⤦', ['&nwnear;'] = '⤧', ['&nesear;'] = '⤨', ['&toea;'] = '⤨', ['&seswar;'] = '⤩', ['&tosa;'] = '⤩', ['&swnwar;'] = '⤪', ['&rarrc;'] = '⤳', ['&nrarrc;'] = '⤳̸', ['&cudarrr;'] = '⤵', ['&ldca;'] = '⤶', ['&rdca;'] = '⤷', ['&cudarrl;'] = '⤸', ['&larrpl;'] = '⤹', ['&curarrm;'] = '⤼', ['&cularrp;'] = '⤽', ['&rarrpl;'] = '⥅', ['&harrcir;'] = '⥈', ['&Uarrocir;'] = '⥉', ['&lurdshar;'] = '⥊', ['&ldrushar;'] = '⥋', ['&LeftRightVector;'] = '⥎', ['&RightUpDownVector;'] = '⥏', ['&DownLeftRightVector;'] = '⥐', ['&LeftUpDownVector;'] = '⥑', ['&LeftVectorBar;'] = '⥒', ['&RightVectorBar;'] = '⥓', ['&RightUpVectorBar;'] = '⥔', ['&RightDownVectorBar;'] = '⥕', ['&DownLeftVectorBar;'] = '⥖', ['&DownRightVectorBar;'] = '⥗', ['&LeftUpVectorBar;'] = '⥘', ['&LeftDownVectorBar;'] = '⥙', ['&LeftTeeVector;'] = '⥚', ['&RightTeeVector;'] = '⥛', ['&RightUpTeeVector;'] = '⥜', ['&RightDownTeeVector;'] = '⥝', ['&DownLeftTeeVector;'] = '⥞', ['&DownRightTeeVector;'] = '⥟', ['&LeftUpTeeVector;'] = '⥠', ['&LeftDownTeeVector;'] = '⥡', ['&lHar;'] = '⥢', ['&uHar;'] = '⥣', ['&rHar;'] = '⥤', ['&dHar;'] = '⥥', ['&luruhar;'] = '⥦', ['&ldrdhar;'] = '⥧', ['&ruluhar;'] = '⥨', ['&rdldhar;'] = '⥩', ['&lharul;'] = '⥪', ['&llhard;'] = '⥫', ['&rharul;'] = '⥬', ['&lrhard;'] = '⥭', ['&UpEquilibrium;'] = '⥮', ['&udhar;'] = '⥮', ['&ReverseUpEquilibrium;'] = '⥯', ['&duhar;'] = '⥯', ['&RoundImplies;'] = '⥰', ['&erarr;'] = '⥱', ['&simrarr;'] = '⥲', ['&larrsim;'] = '⥳', ['&rarrsim;'] = '⥴', ['&rarrap;'] = '⥵', ['&ltlarr;'] = '⥶', ['&gtrarr;'] = '⥸', ['&subrarr;'] = '⥹', ['&suplarr;'] = '⥻', ['&lfisht;'] = '⥼', ['&rfisht;'] = '⥽', ['&ufisht;'] = '⥾', ['&dfisht;'] = '⥿', ['&lopar;'] = '⦅', ['&ropar;'] = '⦆', ['&lbrke;'] = '⦋', ['&rbrke;'] = '⦌', ['&lbrkslu;'] = '⦍', ['&rbrksld;'] = '⦎', ['&lbrksld;'] = '⦏', ['&rbrkslu;'] = '⦐', ['&langd;'] = '⦑', ['&rangd;'] = '⦒', ['&lparlt;'] = '⦓', ['&rpargt;'] = '⦔', ['&gtlPar;'] = '⦕', ['&ltrPar;'] = '⦖', ['&vzigzag;'] = '⦚', ['&vangrt;'] = '⦜', ['&angrtvbd;'] = '⦝', ['&ange;'] = '⦤', ['&range;'] = '⦥', ['&dwangle;'] = '⦦', ['&uwangle;'] = '⦧', ['&angmsdaa;'] = '⦨', ['&angmsdab;'] = '⦩', ['&angmsdac;'] = '⦪', ['&angmsdad;'] = '⦫', ['&angmsdae;'] = '⦬', ['&angmsdaf;'] = '⦭', ['&angmsdag;'] = '⦮', ['&angmsdah;'] = '⦯', ['&bemptyv;'] = '⦰', ['&demptyv;'] = '⦱', ['&cemptyv;'] = '⦲', ['&raemptyv;'] = '⦳', ['&laemptyv;'] = '⦴', ['&ohbar;'] = '⦵', ['&omid;'] = '⦶', ['&opar;'] = '⦷', ['&operp;'] = '⦹', ['&olcross;'] = '⦻', ['&odsold;'] = '⦼', ['&olcir;'] = '⦾', ['&ofcir;'] = '⦿', ['&olt;'] = '⧀', ['&ogt;'] = '⧁', ['&cirscir;'] = '⧂', ['&cirE;'] = '⧃', ['&solb;'] = '⧄', ['&bsolb;'] = '⧅', ['&boxbox;'] = '⧉', ['&trisb;'] = '⧍', ['&rtriltri;'] = '⧎', ['&LeftTriangleBar;'] = '⧏', ['&NotLeftTriangleBar;'] = '⧏̸', ['&RightTriangleBar;'] = '⧐', ['&NotRightTriangleBar;'] = '⧐̸', ['&iinfin;'] = '⧜', ['&infintie;'] = '⧝', ['&nvinfin;'] = '⧞', ['&eparsl;'] = '⧣', ['&smeparsl;'] = '⧤', ['&eqvparsl;'] = '⧥', ['&blacklozenge;'] = '⧫', ['&lozf;'] = '⧫', ['&RuleDelayed;'] = '⧴', ['&dsol;'] = '⧶', ['&bigodot;'] = '⨀', ['&xodot;'] = '⨀', ['&bigoplus;'] = '⨁', ['&xoplus;'] = '⨁', ['&bigotimes;'] = '⨂', ['&xotime;'] = '⨂', ['&biguplus;'] = '⨄', ['&xuplus;'] = '⨄', ['&bigsqcup;'] = '⨆', ['&xsqcup;'] = '⨆', ['&iiiint;'] = '⨌', ['&qint;'] = '⨌', ['&fpartint;'] = '⨍', ['&cirfnint;'] = '⨐', ['&awint;'] = '⨑', ['&rppolint;'] = '⨒', ['&scpolint;'] = '⨓', ['&npolint;'] = '⨔', ['&pointint;'] = '⨕', ['&quatint;'] = '⨖', ['&intlarhk;'] = '⨗', ['&pluscir;'] = '⨢', ['&plusacir;'] = '⨣', ['&simplus;'] = '⨤', ['&plusdu;'] = '⨥', ['&plussim;'] = '⨦', ['&plustwo;'] = '⨧', ['&mcomma;'] = '⨩', ['&minusdu;'] = '⨪', ['&loplus;'] = '⨭', ['&roplus;'] = '⨮', ['&Cross;'] = '⨯', ['&timesd;'] = '⨰', ['&timesbar;'] = '⨱', ['&smashp;'] = '⨳', ['&lotimes;'] = '⨴', ['&rotimes;'] = '⨵', ['&otimesas;'] = '⨶', ['&Otimes;'] = '⨷', ['&odiv;'] = '⨸', ['&triplus;'] = '⨹', ['&triminus;'] = '⨺', ['&tritime;'] = '⨻', ['&intprod;'] = '⨼', ['&iprod;'] = '⨼', ['&amalg;'] = '⨿', ['&capdot;'] = '⩀', ['&ncup;'] = '⩂', ['&ncap;'] = '⩃', ['&capand;'] = '⩄', ['&cupor;'] = '⩅', ['&cupcap;'] = '⩆', ['&capcup;'] = '⩇', ['&cupbrcap;'] = '⩈', ['&capbrcup;'] = '⩉', ['&cupcup;'] = '⩊', ['&capcap;'] = '⩋', ['&ccups;'] = '⩌', ['&ccaps;'] = '⩍', ['&ccupssm;'] = '⩐', ['&And;'] = '⩓', ['&Or;'] = '⩔', ['&andand;'] = '⩕', ['&oror;'] = '⩖', ['&orslope;'] = '⩗', ['&andslope;'] = '⩘', ['&andv;'] = '⩚', ['&orv;'] = '⩛', ['&andd;'] = '⩜', ['&ord;'] = '⩝', ['&wedbar;'] = '⩟', ['&sdote;'] = '⩦', ['&simdot;'] = '⩪', ['&congdot;'] = '⩭', ['&ncongdot;'] = '⩭̸', ['&easter;'] = '⩮', ['&apacir;'] = '⩯', ['&apE;'] = '⩰', ['&napE;'] = '⩰̸', ['&eplus;'] = '⩱', ['&pluse;'] = '⩲', ['&Esim;'] = '⩳', ['&Colone;'] = '⩴', ['&Equal;'] = '⩵', ['&ddotseq;'] = '⩷', ['&eDDot;'] = '⩷', ['&equivDD;'] = '⩸', ['&ltcir;'] = '⩹', ['&gtcir;'] = '⩺', ['&ltquest;'] = '⩻', ['&gtquest;'] = '⩼', ['&LessSlantEqual;'] = '⩽', ['&leqslant;'] = '⩽', ['&les;'] = '⩽', ['&nleqslant;'] = '⩽̸', ['&nles;'] = '⩽̸', ['&NotLessSlantEqual;'] = '⩽̸', ['&GreaterSlantEqual;'] = '⩾', ['&geqslant;'] = '⩾', ['&ges;'] = '⩾', ['&ngeqslant;'] = '⩾̸', ['&nges;'] = '⩾̸', ['&NotGreaterSlantEqual;'] = '⩾̸', ['&lesdot;'] = '⩿', ['&gesdot;'] = '⪀', ['&lesdoto;'] = '⪁', ['&gesdoto;'] = '⪂', ['&lesdotor;'] = '⪃', ['&gesdotol;'] = '⪄', ['&lap;'] = '⪅', ['&lessapprox;'] = '⪅', ['&gap;'] = '⪆', ['&gtrapprox;'] = '⪆', ['&lne;'] = '⪇', ['&lneq;'] = '⪇', ['&gne;'] = '⪈', ['&gneq;'] = '⪈', ['&lnap;'] = '⪉', ['&lnapprox;'] = '⪉', ['&gnap;'] = '⪊', ['&gnapprox;'] = '⪊', ['&lEg;'] = '⪋', ['&lesseqqgtr;'] = '⪋', ['&gEl;'] = '⪌', ['&gtreqqless;'] = '⪌', ['&lsime;'] = '⪍', ['&gsime;'] = '⪎', ['&lsimg;'] = '⪏', ['&gsiml;'] = '⪐', ['&lgE;'] = '⪑', ['&glE;'] = '⪒', ['&lesges;'] = '⪓', ['&gesles;'] = '⪔', ['&els;'] = '⪕', ['&eqslantless;'] = '⪕', ['&egs;'] = '⪖', ['&eqslantgtr;'] = '⪖', ['&elsdot;'] = '⪗', ['&egsdot;'] = '⪘', ['&el;'] = '⪙', ['&eg;'] = '⪚', ['&siml;'] = '⪝', ['&simg;'] = '⪞', ['&simlE;'] = '⪟', ['&simgE;'] = '⪠', ['&LessLess;'] = '⪡', ['&NotNestedLessLess;'] = '⪡̸', ['&GreaterGreater;'] = '⪢', ['&NotNestedGreaterGreater;'] = '⪢̸', ['&glj;'] = '⪤', ['&gla;'] = '⪥', ['&ltcc;'] = '⪦', ['&gtcc;'] = '⪧', ['&lescc;'] = '⪨', ['&gescc;'] = '⪩', ['&smt;'] = '⪪', ['&lat;'] = '⪫', ['&smte;'] = '⪬', ['&smtes;'] = '⪬︀', ['&late;'] = '⪭', ['&lates;'] = '⪭︀', ['&bumpE;'] = '⪮', ['&PrecedesEqual;'] = '⪯', ['&pre;'] = '⪯', ['&preceq;'] = '⪯', ['&NotPrecedesEqual;'] = '⪯̸', ['&npre;'] = '⪯̸', ['&npreceq;'] = '⪯̸', ['&SucceedsEqual;'] = '⪰', ['&sce;'] = '⪰', ['&succeq;'] = '⪰', ['&NotSucceedsEqual;'] = '⪰̸', ['&nsce;'] = '⪰̸', ['&nsucceq;'] = '⪰̸', ['&prE;'] = '⪳', ['&scE;'] = '⪴', ['&precneqq;'] = '⪵', ['&prnE;'] = '⪵', ['&scnE;'] = '⪶', ['&succneqq;'] = '⪶', ['&prap;'] = '⪷', ['&precapprox;'] = '⪷', ['&scap;'] = '⪸', ['&succapprox;'] = '⪸', ['&precnapprox;'] = '⪹', ['&prnap;'] = '⪹', ['&scnap;'] = '⪺', ['&succnapprox;'] = '⪺', ['&Pr;'] = '⪻', ['&Sc;'] = '⪼', ['&subdot;'] = '⪽', ['&supdot;'] = '⪾', ['&subplus;'] = '⪿', ['&supplus;'] = '⫀', ['&submult;'] = '⫁', ['&supmult;'] = '⫂', ['&subedot;'] = '⫃', ['&supedot;'] = '⫄', ['&subE;'] = '⫅', ['&subseteqq;'] = '⫅', ['&nsubE;'] = '⫅̸', ['&nsubseteqq;'] = '⫅̸', ['&supE;'] = '⫆', ['&supseteqq;'] = '⫆', ['&nsupE;'] = '⫆̸', ['&nsupseteqq;'] = '⫆̸', ['&subsim;'] = '⫇', ['&supsim;'] = '⫈', ['&subnE;'] = '⫋', ['&subsetneqq;'] = '⫋', ['&varsubsetneqq;'] = '⫋︀', ['&vsubnE;'] = '⫋︀', ['&supnE;'] = '⫌', ['&supsetneqq;'] = '⫌', ['&varsupsetneqq;'] = '⫌︀', ['&vsupnE;'] = '⫌︀', ['&csub;'] = '⫏', ['&csup;'] = '⫐', ['&csube;'] = '⫑', ['&csupe;'] = '⫒', ['&subsup;'] = '⫓', ['&supsub;'] = '⫔', ['&subsub;'] = '⫕', ['&supsup;'] = '⫖', ['&suphsub;'] = '⫗', ['&supdsub;'] = '⫘', ['&forkv;'] = '⫙', ['&topfork;'] = '⫚', ['&mlcp;'] = '⫛', ['&Dashv;'] = '⫤', ['&DoubleLeftTee;'] = '⫤', ['&Vdashl;'] = '⫦', ['&Barv;'] = '⫧', ['&vBar;'] = '⫨', ['&vBarv;'] = '⫩', ['&Vbar;'] = '⫫', ['&Not;'] = '⫬', ['&bNot;'] = '⫭', ['&rnmid;'] = '⫮', ['&cirmid;'] = '⫯', ['&midcir;'] = '⫰', ['&topcir;'] = '⫱', ['&nhpar;'] = '⫲', ['&parsim;'] = '⫳', ['&parsl;'] = '⫽', ['&nparsl;'] = '⫽⃥', ['&fflig;'] = 'ff', ['&filig;'] = 'fi', ['&fllig;'] = 'fl', ['&ffilig;'] = 'ffi', ['&ffllig;'] = 'ffl', ['&Ascr;'] = '𝒜', ['&Cscr;'] = '𝒞', ['&Dscr;'] = '𝒟', ['&Gscr;'] = '𝒢', ['&Jscr;'] = '𝒥', ['&Kscr;'] = '𝒦', ['&Nscr;'] = '𝒩', ['&Oscr;'] = '𝒪', ['&Pscr;'] = '𝒫', ['&Qscr;'] = '𝒬', ['&Sscr;'] = '𝒮', ['&Tscr;'] = '𝒯', ['&Uscr;'] = '𝒰', ['&Vscr;'] = '𝒱', ['&Wscr;'] = '𝒲', ['&Xscr;'] = '𝒳', ['&Yscr;'] = '𝒴', ['&Zscr;'] = '𝒵', ['&ascr;'] = '𝒶', ['&bscr;'] = '𝒷', ['&cscr;'] = '𝒸', ['&dscr;'] = '𝒹', ['&fscr;'] = '𝒻', ['&hscr;'] = '𝒽', ['&iscr;'] = '𝒾', ['&jscr;'] = '𝒿', ['&kscr;'] = '𝓀', ['&lscr;'] = '𝓁', ['&mscr;'] = '𝓂', ['&nscr;'] = '𝓃', ['&pscr;'] = '𝓅', ['&qscr;'] = '𝓆', ['&rscr;'] = '𝓇', ['&sscr;'] = '𝓈', ['&tscr;'] = '𝓉', ['&uscr;'] = '𝓊', ['&vscr;'] = '𝓋', ['&wscr;'] = '𝓌', ['&xscr;'] = '𝓍', ['&yscr;'] = '𝓎', ['&zscr;'] = '𝓏', ['&Afr;'] = '𝔄', ['&Bfr;'] = '𝔅', ['&Dfr;'] = '𝔇', ['&Efr;'] = '𝔈', ['&Ffr;'] = '𝔉', ['&Gfr;'] = '𝔊', ['&Jfr;'] = '𝔍', ['&Kfr;'] = '𝔎', ['&Lfr;'] = '𝔏', ['&Mfr;'] = '𝔐', ['&Nfr;'] = '𝔑', ['&Ofr;'] = '𝔒', ['&Pfr;'] = '𝔓', ['&Qfr;'] = '𝔔', ['&Sfr;'] = '𝔖', ['&Tfr;'] = '𝔗', ['&Ufr;'] = '𝔘', ['&Vfr;'] = '𝔙', ['&Wfr;'] = '𝔚', ['&Xfr;'] = '𝔛', ['&Yfr;'] = '𝔜', ['&afr;'] = '𝔞', ['&bfr;'] = '𝔟', ['&cfr;'] = '𝔠', ['&dfr;'] = '𝔡', ['&efr;'] = '𝔢', ['&ffr;'] = '𝔣', ['&gfr;'] = '𝔤', ['&hfr;'] = '𝔥', ['&ifr;'] = '𝔦', ['&jfr;'] = '𝔧', ['&kfr;'] = '𝔨', ['&lfr;'] = '𝔩', ['&mfr;'] = '𝔪', ['&nfr;'] = '𝔫', ['&ofr;'] = '𝔬', ['&pfr;'] = '𝔭', ['&qfr;'] = '𝔮', ['&rfr;'] = '𝔯', ['&sfr;'] = '𝔰', ['&tfr;'] = '𝔱', ['&ufr;'] = '𝔲', ['&vfr;'] = '𝔳', ['&wfr;'] = '𝔴', ['&xfr;'] = '𝔵', ['&yfr;'] = '𝔶', ['&zfr;'] = '𝔷', ['&Aopf;'] = '𝔸', ['&Bopf;'] = '𝔹', ['&Dopf;'] = '𝔻', ['&Eopf;'] = '𝔼', ['&Fopf;'] = '𝔽', ['&Gopf;'] = '𝔾', ['&Iopf;'] = '𝕀', ['&Jopf;'] = '𝕁', ['&Kopf;'] = '𝕂', ['&Lopf;'] = '𝕃', ['&Mopf;'] = '𝕄', ['&Oopf;'] = '𝕆', ['&Sopf;'] = '𝕊', ['&Topf;'] = '𝕋', ['&Uopf;'] = '𝕌', ['&Vopf;'] = '𝕍', ['&Wopf;'] = '𝕎', ['&Xopf;'] = '𝕏', ['&Yopf;'] = '𝕐', ['&aopf;'] = '𝕒', ['&bopf;'] = '𝕓', ['&copf;'] = '𝕔', ['&dopf;'] = '𝕕', ['&eopf;'] = '𝕖', ['&fopf;'] = '𝕗', ['&gopf;'] = '𝕘', ['&hopf;'] = '𝕙', ['&iopf;'] = '𝕚', ['&jopf;'] = '𝕛', ['&kopf;'] = '𝕜', ['&lopf;'] = '𝕝', ['&mopf;'] = '𝕞', ['&nopf;'] = '𝕟', ['&oopf;'] = '𝕠', ['&popf;'] = '𝕡', ['&qopf;'] = '𝕢', ['&ropf;'] = '𝕣', ['&sopf;'] = '𝕤', ['&topf;'] = '𝕥', ['&uopf;'] = '𝕦', ['&vopf;'] = '𝕧', ['&wopf;'] = '𝕨', ['&xopf;'] = '𝕩', ['&yopf;'] = '𝕪', ['&zopf;'] = '𝕫', ['&#32;'] = ' ', ['&#33;'] = '!', ['&#34;'] = '"', ['&#35;'] = '#', ['&#36;'] = '$', ['&#37;'] = '%%', ['&#38;'] = '&', ['&#39;'] = "'", ['&#40;'] = '(', ['&#41;'] = ')', ['&#42;'] = '*', ['&#43;'] = '+', ['&#44;'] = ',', ['&#45;'] = '-', ['&#46;'] = '.', ['&#47;'] = '/', ['&#160;'] = ' ', ['&#338;'] = 'Œ', ['&#339;'] = 'œ', ['&#352;'] = 'Š', ['&#353;'] = 'š', ['&#376;'] = 'Ÿ', ['&#402;'] = 'ƒ', ['&#8211;'] = '–', ['&#8212;'] = '—', ['&#8216;'] = '‘', ['&#8217;'] = '’', ['&#8218;'] = '‚', ['&#8220;'] = '“', ['&#8221;'] = '”', ['&#8222;'] = '„', ['&#8224;'] = '†', ['&#8225;'] = '‡', ['&#8226;'] = '•', ['&#8230;'] = '…', ['&#8240;'] = '‰', ['&#8364;'] = '€', ['&#8482;'] = '™', ['&AMP;'] = '&', ['&AMP'] = '&', ['&amp;'] = '&', ['&amp'] = '&', }



local escapedText = "Pas tout de suite, évidemment, et encore : jeudi Vénus entre en Gémeaux, un signe ami, et va y rester jusqu&#039;au mois d&#039;août avec un premier passage du 3 au 15 avril et un deuxième du 10 juin au 11 juillet. Probablement les meilleures périodes de l&#039;année.\nQuoi que vous entrepreniez, cela ne pourra pas aboutir puisque tout est bloqué pour l&#039;instant. A moins que vous ne soyez obligé de vous &#034; écraser &#034;, comme tout le monde, face à une décision qui est très déplaisante. \nNé au début du signe, en décembre, Mars et Saturne peuvent créer du manque, un manque à gagner plus qu&#039;un manque affectif. Il faut réduire votre train de vie. Cela ne doit pas être trop difficile pour vous dans la mesure où le Capricorne a la réputation de savoir se restreindre dans bien des domaines, d&#039;ailleurs vous avez souvent un profil d&#039;ascète... Vous subissez peut-être pour le moment, mais ça ne durera pas.\n D&#039;un côté, avec Mars vous voulez effectuer une opération un peu risquée depuis chez vous, mais on vous dit que vous prenez un risque inutile et on vous met des bâtons dans les roues. Ne vous butez pas, écoutez ce qu&#039;on vous dit et laisser votre intuition vous guider."

local convertText  = escapedText 
local conversionCounter = 0

for code, char in pairs(conversionTable) do 
	convertText = convertText:gsub(code, char )
	conversionCounter = conversionCounter + 1
end

print (convertText)
print ('\n ' .. tostring(conversionCounter) .. ' conversionStrings evaluated' )
end
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papoo
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Re: lodash escape / unescape function  [Solved]

Post by papoo »

waaren wrote: ↑Monday 30 March 2020 23:03
Please keep us informed if you ever find a quicker method in Lua.
no problem
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