module Pdf.Toolbox.Content.TexGlyphList
(
texGlyphList
)
where
import Data.ByteString (ByteString)
import Data.Map (Map)
import qualified Data.Map as Map
texGlyphList :: Map ByteString Char
texGlyphList = Map.fromList
[("Delta", '\x2206')
,("Ifractur", '\x2111')
,("FFsmall", '\xF766')
,("FFIsmall", '\xF766')
,("FFLsmall", '\xF766')
,("FIsmall", '\xF766')
,("FLsmall", '\xF766')
,("Germandbls", '\x0053')
,("Germandblssmall", '\xF773')
,("Ng", '\x014A')
,("Omega", '\x2126')
,("Rfractur", '\x211C')
,("SS", '\x0053')
,("SSsmall", '\xF773')
,("altselector", '\xD802')
,("angbracketleft", '\x27E8')
,("angbracketright", '\x27E9')
,("arrowbothv", '\x2195')
,("arrowdblbothv", '\x21D5')
,("arrowleftbothalf", '\x21BD')
,("arrowlefttophalf", '\x21BC')
,("arrownortheast", '\x2197')
,("arrownorthwest", '\x2196')
,("arrowrightbothalf", '\x21C1')
,("arrowrighttophalf", '\x21C0')
,("arrowsoutheast", '\x2198')
,("arrowsouthwest", '\x2199')
,("ascendercompwordmark", '\xD80A')
,("asteriskcentered", '\x2217')
,("bardbl", '\x2225')
,("capitalcompwordmark", '\xD809')
,("ceilingleft", '\x2308')
,("ceilingright", '\x2309')
,("circlecopyrt", '\x20DD')
,("circledivide", '\x2298')
,("circledot", '\x2299')
,("circleminus", '\x2296')
,("coproduct", '\x2A3F')
,("ct", '\x0063')
,("cwm", '\x200C')
,("dblbracketleft", '\x27E6')
,("dblbracketright", '\x27E7')
,("diamond", '\x2662')
,("diamondmath", '\x22C4')
,("dotlessj", '\x0237')
,("emptyset", '\x2205')
,("emptyslot", '\xD801')
,("epsilon1", '\x03F5')
,("epsiloninv", '\x03F6')
,("equivasymptotic", '\x224D')
,("flat", '\x266D')
,("floorleft", '\x230A')
,("floorright", '\x230B')
,("follows", '\x227B')
,("followsequal", '\x2AB0')
,("followsorcurly", '\x227D')
,("greatermuch", '\x226B')
,("heart", '\x2661')
,("interrobang", '\x203D')
,("interrobangdown", '\x2E18')
,("intersectionsq", '\x2293')
,("latticetop", '\x22A4')
,("lessmuch", '\x226A')
,("longdbls", '\x017F')
,("longsh", '\x017F')
,("longsi", '\x017F')
,("longsl", '\x017F')
,("longst", '\xFB05')
,("lscript", '\x2113')
,("natural", '\x266E')
,("negationslash", '\x0338')
,("ng", '\x014B')
,("owner", '\x220B')
,("pertenthousand", '\x2031')
,("phi", '\x03D5')
,("phi1", '\x03C6')
,("pi1", '\x03D6')
,("precedesequal", '\x2AAF')
,("precedesorcurly", '\x227C')
,("prime", '\x2032')
,("rho1", '\x03F1')
,("ringfitted", '\xD80D')
,("sharp", '\x266F')
,("similarequal", '\x2243')
,("slurabove", '\x2322')
,("slurbelow", '\x2323')
,("st", '\xFB06')
,("star", '\x22C6')
,("subsetsqequal", '\x2291')
,("supersetsqequal", '\x2292')
,("triangle", '\x25B3')
,("triangleinv", '\x25BD')
,("triangleleft", '\x25C1')
,("triangleright", '\x25B7')
,("turnstileleft", '\x22A2')
,("turnstileright", '\x22A3')
,("twelveudash", '\xD80C')
,("unionmulti", '\x228E')
,("unionsq", '\x2294')
,("vector", '\x20D7')
,("visualspace", '\x2423')
,("wreathproduct", '\x2240')
,("Dbar", '\x0110')
,("compwordmark", '\x200C')
,("dbar", '\x0111')
,("rangedash", '\x2013')
,("hyphenchar", '\x002D')
,("punctdash", '\x2014')
,("visiblespace", '\x2423')
,("Yen", '\x00A5')
,("anticlockwise", '\x27F2')
,("arrowparrleftright", '\x21C6')
,("arrowparrrightleft", '\x21C4')
,("arrowtailleft", '\x21A2')
,("arrowtailright", '\x21A3')
,("arrowtripleleft", '\x21DA')
,("arrowtripleright", '\x21DB')
,("between", '\x226C')
,("check", '\x2713')
,("circleR", '\x00AE')
,("circleS", '\x24C8')
,("circleasterisk", '\x229B')
,("circleequal", '\x229C')
,("circlering", '\x229A')
,("clockwise", '\x27F3')
,("complement", '\x2201')
,("curlyleft", '\x21AB')
,("curlyright", '\x21AC')
,("dblarrowdwn", '\x21CA')
,("dblarrowheadleft", '\x219E')
,("dblarrowheadright", '\x21A0')
,("dblarrowup", '\x21C8')
,("defines", '\x225C')
,("diamondsolid", '\x2666')
,("difference", '\x224F')
,("dotplus", '\x2214')
,("downfall", '\x22CE')
,("equaldotleftright", '\x2252')
,("equaldotrightleft", '\x2253')
,("equalorfollows", '\x22DF')
,("equalorgreater", '\x2A96')
,("equalorless", '\x2A95')
,("equalorprecedes", '\x22DE')
,("equalsdots", '\x2251')
,("followsorequal", '\x227F')
,("forces", '\x22A9')
,("forcesbar", '\x22AA')
,("fork", '\x22D4')
,("frown", '\x2322')
,("geomequivalent", '\x224E')
,("greaterdbleqlless", '\x2A8C')
,("greaterdblequal", '\x2267')
,("greaterlessequal", '\x22DB')
,("greaterorapproxeql", '\x2A86')
,("greaterorequalslant", '\x2A7E')
,("greaterorsimilar", '\x2273')
,("harpoondownleft", '\x21C3')
,("harpoondownright", '\x21C2')
,("harpoonleftright", '\x21CC')
,("harpoonrightleft", '\x21CB')
,("harpoonupleft", '\x21BF')
,("harpoonupright", '\x21BE')
,("intercal", '\x22BA')
,("intersectiondbl", '\x22D2')
,("lessdbleqlgreater", '\x2A8B')
,("lessdblequal", '\x2266')
,("lessequalgreater", '\x22DA')
,("lessorapproxeql", '\x2A85')
,("lessorequalslant", '\x2A7D')
,("lessorsimilar", '\x2272')
,("maltesecross", '\x2720')
,("measuredangle", '\x2221')
,("multimap", '\x22B8')
,("multiopenleft", '\x22CB')
,("multiopenright", '\x22CC')
,("nand", '\x22BC')
,("orunderscore", '\x22BB')
,("perpcorrespond", '\x2A5E')
,("precedesorequal", '\x227E')
,("primereverse", '\x2035')
,("revasymptequal", '\x22CD')
,("revsimilar", '\x223D')
,("rightanglene", '\x231D')
,("rightanglenw", '\x231C')
,("rightanglese", '\x231F')
,("rightanglesw", '\x231E')
,("ringinequal", '\x2256')
,("satisfies", '\x22A8')
,("shiftleft", '\x21B0')
,("shiftright", '\x21B1')
,("smile", '\x2323')
,("sphericalangle", '\x2222')
,("square", '\x25A1')
,("squaredot", '\x22A1')
,("squareimage", '\x228F')
,("squareminus", '\x229F')
,("squaremultiply", '\x22A0')
,("squareoriginal", '\x2290')
,("squareplus", '\x229E')
,("squaresolid", '\x25A0')
,("squiggleleftright", '\x21AD')
,("squiggleright", '\x21DD')
,("subsetdbl", '\x22D0')
,("subsetdblequal", '\x2AC5')
,("supersetdbl", '\x22D1')
,("supersetdblequal", '\x2AC6')
,("triangledownsld", '\x25BC')
,("triangleleftequal", '\x22B4')
,("triangleleftsld", '\x25C0')
,("trianglerightequal", '\x22B5')
,("trianglerightsld", '\x25B6')
,("trianglesolid", '\x25B2')
,("uniondbl", '\x22D3')
,("uprise", '\x22CF')
,("Digamma", '\x1D7CB')
,("Finv", '\x2132')
,("Gmir", '\x2141')
,("Omegainv", '\x2127')
,("approxorequal", '\x224A')
,("archleftdown", '\x21B6')
,("archrightdown", '\x21B7')
,("beth", '\x2136')
,("daleth", '\x2138')
,("dividemultiply", '\x22C7')
,("downslope", '\x29F9')
,("equalorsimilar", '\x2242')
,("follownotdbleqv", '\x2ABA')
,("follownotslnteql", '\x2AB6')
,("followornoteqvlnt", '\x22E9')
,("greaterdot", '\x22D7')
,("greaternotdblequal", '\x2A8A')
,("greaternotequal", '\x2A88')
,("greaterornotdbleql", '\x2269')
,("greaterornotequal", '\x2269')
,("integerdivide", '\x2216')
,("lessdot", '\x22D6')
,("lessnotdblequal", '\x2A89')
,("lessnotequal", '\x2A87')
,("lessornotdbleql", '\x2268')
,("lessornotequal", '\x2268')
,("multicloseleft", '\x22C9')
,("multicloseright", '\x22CA')
,("notapproxequal", '\x2247')
,("notarrowboth", '\x21AE')
,("notarrowleft", '\x219A')
,("notarrowright", '\x219B')
,("notbar", '\x2224')
,("notdblarrowboth", '\x21CE')
,("notdblarrowleft", '\x21CD')
,("notdblarrowright", '\x21CF')
,("notexistential", '\x2204')
,("notfollows", '\x2281')
,("notfollowsoreql", '\x2AB0')
,("notforces", '\x22AE')
,("notforcesextra", '\x22AF')
,("notgreaterdblequal", '\x2267')
,("notgreaterequal", '\x2271')
,("notgreaterorslnteql", '\x2A7E')
,("notlessdblequal", '\x2266')
,("notlessequal", '\x2270')
,("notlessorslnteql", '\x2A7D')
,("notprecedesoreql", '\x2AAF')
,("notsatisfies", '\x22AD')
,("notsimilar", '\x2241')
,("notsubseteql", '\x2288')
,("notsubsetordbleql", '\x2AC5')
,("notsubsetoreql", '\x228A')
,("notsuperseteql", '\x2289')
,("notsupersetordbleql", '\x2AC6')
,("notsupersetoreql", '\x228B')
,("nottriangeqlleft", '\x22EC')
,("nottriangeqlright", '\x22ED')
,("nottriangleleft", '\x22EA')
,("nottriangleright", '\x22EB')
,("notturnstile", '\x22AC')
,("planckover2pi", '\x210F')
,("planckover2pi1", '\x210F')
,("precedenotdbleqv", '\x2AB9')
,("precedenotslnteql", '\x2AB5')
,("precedeornoteqvlnt", '\x22E8')
,("subsetnoteql", '\x228A')
,("subsetornotdbleql", '\x2ACB')
,("supersetnoteql", '\x228B')
,("supersetornotdbleql", '\x2ACC')
,("upslope", '\x29F8')
]