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-rw-r--r--jni/ruby/lib/rdoc/markdown/entities.rb2131
-rw-r--r--jni/ruby/lib/rdoc/markdown/literals_1_9.rb420
2 files changed, 2551 insertions, 0 deletions
diff --git a/jni/ruby/lib/rdoc/markdown/entities.rb b/jni/ruby/lib/rdoc/markdown/entities.rb
new file mode 100644
index 0000000..0661aba
--- /dev/null
+++ b/jni/ruby/lib/rdoc/markdown/entities.rb
@@ -0,0 +1,2131 @@
+##
+# HTML entity name map for RDoc::Markdown
+
+RDoc::Markdown::HTML_ENTITIES = {
+ "AElig" => [0x000C6],
+ "AMP" => [0x00026],
+ "Aacute" => [0x000C1],
+ "Abreve" => [0x00102],
+ "Acirc" => [0x000C2],
+ "Acy" => [0x00410],
+ "Afr" => [0x1D504],
+ "Agrave" => [0x000C0],
+ "Alpha" => [0x00391],
+ "Amacr" => [0x00100],
+ "And" => [0x02A53],
+ "Aogon" => [0x00104],
+ "Aopf" => [0x1D538],
+ "ApplyFunction" => [0x02061],
+ "Aring" => [0x000C5],
+ "Ascr" => [0x1D49C],
+ "Assign" => [0x02254],
+ "Atilde" => [0x000C3],
+ "Auml" => [0x000C4],
+ "Backslash" => [0x02216],
+ "Barv" => [0x02AE7],
+ "Barwed" => [0x02306],
+ "Bcy" => [0x00411],
+ "Because" => [0x02235],
+ "Bernoullis" => [0x0212C],
+ "Beta" => [0x00392],
+ "Bfr" => [0x1D505],
+ "Bopf" => [0x1D539],
+ "Breve" => [0x002D8],
+ "Bscr" => [0x0212C],
+ "Bumpeq" => [0x0224E],
+ "CHcy" => [0x00427],
+ "COPY" => [0x000A9],
+ "Cacute" => [0x00106],
+ "Cap" => [0x022D2],
+ "CapitalDifferentialD" => [0x02145],
+ "Cayleys" => [0x0212D],
+ "Ccaron" => [0x0010C],
+ "Ccedil" => [0x000C7],
+ "Ccirc" => [0x00108],
+ "Cconint" => [0x02230],
+ "Cdot" => [0x0010A],
+ "Cedilla" => [0x000B8],
+ "CenterDot" => [0x000B7],
+ "Cfr" => [0x0212D],
+ "Chi" => [0x003A7],
+ "CircleDot" => [0x02299],
+ "CircleMinus" => [0x02296],
+ "CirclePlus" => [0x02295],
+ "CircleTimes" => [0x02297],
+ "ClockwiseContourIntegral" => [0x02232],
+ "CloseCurlyDoubleQuote" => [0x0201D],
+ "CloseCurlyQuote" => [0x02019],
+ "Colon" => [0x02237],
+ "Colone" => [0x02A74],
+ "Congruent" => [0x02261],
+ "Conint" => [0x0222F],
+ "ContourIntegral" => [0x0222E],
+ "Copf" => [0x02102],
+ "Coproduct" => [0x02210],
+ "CounterClockwiseContourIntegral" => [0x02233],
+ "Cross" => [0x02A2F],
+ "Cscr" => [0x1D49E],
+ "Cup" => [0x022D3],
+ "CupCap" => [0x0224D],
+ "DD" => [0x02145],
+ "DDotrahd" => [0x02911],
+ "DJcy" => [0x00402],
+ "DScy" => [0x00405],
+ "DZcy" => [0x0040F],
+ "Dagger" => [0x02021],
+ "Darr" => [0x021A1],
+ "Dashv" => [0x02AE4],
+ "Dcaron" => [0x0010E],
+ "Dcy" => [0x00414],
+ "Del" => [0x02207],
+ "Delta" => [0x00394],
+ "Dfr" => [0x1D507],
+ "DiacriticalAcute" => [0x000B4],
+ "DiacriticalDot" => [0x002D9],
+ "DiacriticalDoubleAcute" => [0x002DD],
+ "DiacriticalGrave" => [0x00060],
+ "DiacriticalTilde" => [0x002DC],
+ "Diamond" => [0x022C4],
+ "DifferentialD" => [0x02146],
+ "Dopf" => [0x1D53B],
+ "Dot" => [0x000A8],
+ "DotDot" => [0x020DC],
+ "DotEqual" => [0x02250],
+ "DoubleContourIntegral" => [0x0222F],
+ "DoubleDot" => [0x000A8],
+ "DoubleDownArrow" => [0x021D3],
+ "DoubleLeftArrow" => [0x021D0],
+ "DoubleLeftRightArrow" => [0x021D4],
+ "DoubleLeftTee" => [0x02AE4],
+ "DoubleLongLeftArrow" => [0x027F8],
+ "DoubleLongLeftRightArrow" => [0x027FA],
+ "DoubleLongRightArrow" => [0x027F9],
+ "DoubleRightArrow" => [0x021D2],
+ "DoubleRightTee" => [0x022A8],
+ "DoubleUpArrow" => [0x021D1],
+ "DoubleUpDownArrow" => [0x021D5],
+ "DoubleVerticalBar" => [0x02225],
+ "DownArrow" => [0x02193],
+ "DownArrowBar" => [0x02913],
+ "DownArrowUpArrow" => [0x021F5],
+ "DownBreve" => [0x00311],
+ "DownLeftRightVector" => [0x02950],
+ "DownLeftTeeVector" => [0x0295E],
+ "DownLeftVector" => [0x021BD],
+ "DownLeftVectorBar" => [0x02956],
+ "DownRightTeeVector" => [0x0295F],
+ "DownRightVector" => [0x021C1],
+ "DownRightVectorBar" => [0x02957],
+ "DownTee" => [0x022A4],
+ "DownTeeArrow" => [0x021A7],
+ "Downarrow" => [0x021D3],
+ "Dscr" => [0x1D49F],
+ "Dstrok" => [0x00110],
+ "ENG" => [0x0014A],
+ "ETH" => [0x000D0],
+ "Eacute" => [0x000C9],
+ "Ecaron" => [0x0011A],
+ "Ecirc" => [0x000CA],
+ "Ecy" => [0x0042D],
+ "Edot" => [0x00116],
+ "Efr" => [0x1D508],
+ "Egrave" => [0x000C8],
+ "Element" => [0x02208],
+ "Emacr" => [0x00112],
+ "EmptySmallSquare" => [0x025FB],
+ "EmptyVerySmallSquare" => [0x025AB],
+ "Eogon" => [0x00118],
+ "Eopf" => [0x1D53C],
+ "Epsilon" => [0x00395],
+ "Equal" => [0x02A75],
+ "EqualTilde" => [0x02242],
+ "Equilibrium" => [0x021CC],
+ "Escr" => [0x02130],
+ "Esim" => [0x02A73],
+ "Eta" => [0x00397],
+ "Euml" => [0x000CB],
+ "Exists" => [0x02203],
+ "ExponentialE" => [0x02147],
+ "Fcy" => [0x00424],
+ "Ffr" => [0x1D509],
+ "FilledSmallSquare" => [0x025FC],
+ "FilledVerySmallSquare" => [0x025AA],
+ "Fopf" => [0x1D53D],
+ "ForAll" => [0x02200],
+ "Fouriertrf" => [0x02131],
+ "Fscr" => [0x02131],
+ "GJcy" => [0x00403],
+ "GT" => [0x0003E],
+ "Gamma" => [0x00393],
+ "Gammad" => [0x003DC],
+ "Gbreve" => [0x0011E],
+ "Gcedil" => [0x00122],
+ "Gcirc" => [0x0011C],
+ "Gcy" => [0x00413],
+ "Gdot" => [0x00120],
+ "Gfr" => [0x1D50A],
+ "Gg" => [0x022D9],
+ "Gopf" => [0x1D53E],
+ "GreaterEqual" => [0x02265],
+ "GreaterEqualLess" => [0x022DB],
+ "GreaterFullEqual" => [0x02267],
+ "GreaterGreater" => [0x02AA2],
+ "GreaterLess" => [0x02277],
+ "GreaterSlantEqual" => [0x02A7E],
+ "GreaterTilde" => [0x02273],
+ "Gscr" => [0x1D4A2],
+ "Gt" => [0x0226B],
+ "HARDcy" => [0x0042A],
+ "Hacek" => [0x002C7],
+ "Hat" => [0x0005E],
+ "Hcirc" => [0x00124],
+ "Hfr" => [0x0210C],
+ "HilbertSpace" => [0x0210B],
+ "Hopf" => [0x0210D],
+ "HorizontalLine" => [0x02500],
+ "Hscr" => [0x0210B],
+ "Hstrok" => [0x00126],
+ "HumpDownHump" => [0x0224E],
+ "HumpEqual" => [0x0224F],
+ "IEcy" => [0x00415],
+ "IJlig" => [0x00132],
+ "IOcy" => [0x00401],
+ "Iacute" => [0x000CD],
+ "Icirc" => [0x000CE],
+ "Icy" => [0x00418],
+ "Idot" => [0x00130],
+ "Ifr" => [0x02111],
+ "Igrave" => [0x000CC],
+ "Im" => [0x02111],
+ "Imacr" => [0x0012A],
+ "ImaginaryI" => [0x02148],
+ "Implies" => [0x021D2],
+ "Int" => [0x0222C],
+ "Integral" => [0x0222B],
+ "Intersection" => [0x022C2],
+ "InvisibleComma" => [0x02063],
+ "InvisibleTimes" => [0x02062],
+ "Iogon" => [0x0012E],
+ "Iopf" => [0x1D540],
+ "Iota" => [0x00399],
+ "Iscr" => [0x02110],
+ "Itilde" => [0x00128],
+ "Iukcy" => [0x00406],
+ "Iuml" => [0x000CF],
+ "Jcirc" => [0x00134],
+ "Jcy" => [0x00419],
+ "Jfr" => [0x1D50D],
+ "Jopf" => [0x1D541],
+ "Jscr" => [0x1D4A5],
+ "Jsercy" => [0x00408],
+ "Jukcy" => [0x00404],
+ "KHcy" => [0x00425],
+ "KJcy" => [0x0040C],
+ "Kappa" => [0x0039A],
+ "Kcedil" => [0x00136],
+ "Kcy" => [0x0041A],
+ "Kfr" => [0x1D50E],
+ "Kopf" => [0x1D542],
+ "Kscr" => [0x1D4A6],
+ "LJcy" => [0x00409],
+ "LT" => [0x0003C],
+ "Lacute" => [0x00139],
+ "Lambda" => [0x0039B],
+ "Lang" => [0x027EA],
+ "Laplacetrf" => [0x02112],
+ "Larr" => [0x0219E],
+ "Lcaron" => [0x0013D],
+ "Lcedil" => [0x0013B],
+ "Lcy" => [0x0041B],
+ "LeftAngleBracket" => [0x027E8],
+ "LeftArrow" => [0x02190],
+ "LeftArrowBar" => [0x021E4],
+ "LeftArrowRightArrow" => [0x021C6],
+ "LeftCeiling" => [0x02308],
+ "LeftDoubleBracket" => [0x027E6],
+ "LeftDownTeeVector" => [0x02961],
+ "LeftDownVector" => [0x021C3],
+ "LeftDownVectorBar" => [0x02959],
+ "LeftFloor" => [0x0230A],
+ "LeftRightArrow" => [0x02194],
+ "LeftRightVector" => [0x0294E],
+ "LeftTee" => [0x022A3],
+ "LeftTeeArrow" => [0x021A4],
+ "LeftTeeVector" => [0x0295A],
+ "LeftTriangle" => [0x022B2],
+ "LeftTriangleBar" => [0x029CF],
+ "LeftTriangleEqual" => [0x022B4],
+ "LeftUpDownVector" => [0x02951],
+ "LeftUpTeeVector" => [0x02960],
+ "LeftUpVector" => [0x021BF],
+ "LeftUpVectorBar" => [0x02958],
+ "LeftVector" => [0x021BC],
+ "LeftVectorBar" => [0x02952],
+ "Leftarrow" => [0x021D0],
+ "Leftrightarrow" => [0x021D4],
+ "LessEqualGreater" => [0x022DA],
+ "LessFullEqual" => [0x02266],
+ "LessGreater" => [0x02276],
+ "LessLess" => [0x02AA1],
+ "LessSlantEqual" => [0x02A7D],
+ "LessTilde" => [0x02272],
+ "Lfr" => [0x1D50F],
+ "Ll" => [0x022D8],
+ "Lleftarrow" => [0x021DA],
+ "Lmidot" => [0x0013F],
+ "LongLeftArrow" => [0x027F5],
+ "LongLeftRightArrow" => [0x027F7],
+ "LongRightArrow" => [0x027F6],
+ "Longleftarrow" => [0x027F8],
+ "Longleftrightarrow" => [0x027FA],
+ "Longrightarrow" => [0x027F9],
+ "Lopf" => [0x1D543],
+ "LowerLeftArrow" => [0x02199],
+ "LowerRightArrow" => [0x02198],
+ "Lscr" => [0x02112],
+ "Lsh" => [0x021B0],
+ "Lstrok" => [0x00141],
+ "Lt" => [0x0226A],
+ "Map" => [0x02905],
+ "Mcy" => [0x0041C],
+ "MediumSpace" => [0x0205F],
+ "Mellintrf" => [0x02133],
+ "Mfr" => [0x1D510],
+ "MinusPlus" => [0x02213],
+ "Mopf" => [0x1D544],
+ "Mscr" => [0x02133],
+ "Mu" => [0x0039C],
+ "NJcy" => [0x0040A],
+ "Nacute" => [0x00143],
+ "Ncaron" => [0x00147],
+ "Ncedil" => [0x00145],
+ "Ncy" => [0x0041D],
+ "NegativeMediumSpace" => [0x0200B],
+ "NegativeThickSpace" => [0x0200B],
+ "NegativeThinSpace" => [0x0200B],
+ "NegativeVeryThinSpace" => [0x0200B],
+ "NestedGreaterGreater" => [0x0226B],
+ "NestedLessLess" => [0x0226A],
+ "NewLine" => [0x0000A],
+ "Nfr" => [0x1D511],
+ "NoBreak" => [0x02060],
+ "NonBreakingSpace" => [0x000A0],
+ "Nopf" => [0x02115],
+ "Not" => [0x02AEC],
+ "NotCongruent" => [0x02262],
+ "NotCupCap" => [0x0226D],
+ "NotDoubleVerticalBar" => [0x02226],
+ "NotElement" => [0x02209],
+ "NotEqual" => [0x02260],
+ "NotEqualTilde" => [0x02242, 0x00338],
+ "NotExists" => [0x02204],
+ "NotGreater" => [0x0226F],
+ "NotGreaterEqual" => [0x02271],
+ "NotGreaterFullEqual" => [0x02267, 0x00338],
+ "NotGreaterGreater" => [0x0226B, 0x00338],
+ "NotGreaterLess" => [0x02279],
+ "NotGreaterSlantEqual" => [0x02A7E, 0x00338],
+ "NotGreaterTilde" => [0x02275],
+ "NotHumpDownHump" => [0x0224E, 0x00338],
+ "NotHumpEqual" => [0x0224F, 0x00338],
+ "NotLeftTriangle" => [0x022EA],
+ "NotLeftTriangleBar" => [0x029CF, 0x00338],
+ "NotLeftTriangleEqual" => [0x022EC],
+ "NotLess" => [0x0226E],
+ "NotLessEqual" => [0x02270],
+ "NotLessGreater" => [0x02278],
+ "NotLessLess" => [0x0226A, 0x00338],
+ "NotLessSlantEqual" => [0x02A7D, 0x00338],
+ "NotLessTilde" => [0x02274],
+ "NotNestedGreaterGreater" => [0x02AA2, 0x00338],
+ "NotNestedLessLess" => [0x02AA1, 0x00338],
+ "NotPrecedes" => [0x02280],
+ "NotPrecedesEqual" => [0x02AAF, 0x00338],
+ "NotPrecedesSlantEqual" => [0x022E0],
+ "NotReverseElement" => [0x0220C],
+ "NotRightTriangle" => [0x022EB],
+ "NotRightTriangleBar" => [0x029D0, 0x00338],
+ "NotRightTriangleEqual" => [0x022ED],
+ "NotSquareSubset" => [0x0228F, 0x00338],
+ "NotSquareSubsetEqual" => [0x022E2],
+ "NotSquareSuperset" => [0x02290, 0x00338],
+ "NotSquareSupersetEqual" => [0x022E3],
+ "NotSubset" => [0x02282, 0x020D2],
+ "NotSubsetEqual" => [0x02288],
+ "NotSucceeds" => [0x02281],
+ "NotSucceedsEqual" => [0x02AB0, 0x00338],
+ "NotSucceedsSlantEqual" => [0x022E1],
+ "NotSucceedsTilde" => [0x0227F, 0x00338],
+ "NotSuperset" => [0x02283, 0x020D2],
+ "NotSupersetEqual" => [0x02289],
+ "NotTilde" => [0x02241],
+ "NotTildeEqual" => [0x02244],
+ "NotTildeFullEqual" => [0x02247],
+ "NotTildeTilde" => [0x02249],
+ "NotVerticalBar" => [0x02224],
+ "Nscr" => [0x1D4A9],
+ "Ntilde" => [0x000D1],
+ "Nu" => [0x0039D],
+ "OElig" => [0x00152],
+ "Oacute" => [0x000D3],
+ "Ocirc" => [0x000D4],
+ "Ocy" => [0x0041E],
+ "Odblac" => [0x00150],
+ "Ofr" => [0x1D512],
+ "Ograve" => [0x000D2],
+ "Omacr" => [0x0014C],
+ "Omega" => [0x003A9],
+ "Omicron" => [0x0039F],
+ "Oopf" => [0x1D546],
+ "OpenCurlyDoubleQuote" => [0x0201C],
+ "OpenCurlyQuote" => [0x02018],
+ "Or" => [0x02A54],
+ "Oscr" => [0x1D4AA],
+ "Oslash" => [0x000D8],
+ "Otilde" => [0x000D5],
+ "Otimes" => [0x02A37],
+ "Ouml" => [0x000D6],
+ "OverBar" => [0x0203E],
+ "OverBrace" => [0x023DE],
+ "OverBracket" => [0x023B4],
+ "OverParenthesis" => [0x023DC],
+ "PartialD" => [0x02202],
+ "Pcy" => [0x0041F],
+ "Pfr" => [0x1D513],
+ "Phi" => [0x003A6],
+ "Pi" => [0x003A0],
+ "PlusMinus" => [0x000B1],
+ "Poincareplane" => [0x0210C],
+ "Popf" => [0x02119],
+ "Pr" => [0x02ABB],
+ "Precedes" => [0x0227A],
+ "PrecedesEqual" => [0x02AAF],
+ "PrecedesSlantEqual" => [0x0227C],
+ "PrecedesTilde" => [0x0227E],
+ "Prime" => [0x02033],
+ "Product" => [0x0220F],
+ "Proportion" => [0x02237],
+ "Proportional" => [0x0221D],
+ "Pscr" => [0x1D4AB],
+ "Psi" => [0x003A8],
+ "QUOT" => [0x00022],
+ "Qfr" => [0x1D514],
+ "Qopf" => [0x0211A],
+ "Qscr" => [0x1D4AC],
+ "RBarr" => [0x02910],
+ "REG" => [0x000AE],
+ "Racute" => [0x00154],
+ "Rang" => [0x027EB],
+ "Rarr" => [0x021A0],
+ "Rarrtl" => [0x02916],
+ "Rcaron" => [0x00158],
+ "Rcedil" => [0x00156],
+ "Rcy" => [0x00420],
+ "Re" => [0x0211C],
+ "ReverseElement" => [0x0220B],
+ "ReverseEquilibrium" => [0x021CB],
+ "ReverseUpEquilibrium" => [0x0296F],
+ "Rfr" => [0x0211C],
+ "Rho" => [0x003A1],
+ "RightAngleBracket" => [0x027E9],
+ "RightArrow" => [0x02192],
+ "RightArrowBar" => [0x021E5],
+ "RightArrowLeftArrow" => [0x021C4],
+ "RightCeiling" => [0x02309],
+ "RightDoubleBracket" => [0x027E7],
+ "RightDownTeeVector" => [0x0295D],
+ "RightDownVector" => [0x021C2],
+ "RightDownVectorBar" => [0x02955],
+ "RightFloor" => [0x0230B],
+ "RightTee" => [0x022A2],
+ "RightTeeArrow" => [0x021A6],
+ "RightTeeVector" => [0x0295B],
+ "RightTriangle" => [0x022B3],
+ "RightTriangleBar" => [0x029D0],
+ "RightTriangleEqual" => [0x022B5],
+ "RightUpDownVector" => [0x0294F],
+ "RightUpTeeVector" => [0x0295C],
+ "RightUpVector" => [0x021BE],
+ "RightUpVectorBar" => [0x02954],
+ "RightVector" => [0x021C0],
+ "RightVectorBar" => [0x02953],
+ "Rightarrow" => [0x021D2],
+ "Ropf" => [0x0211D],
+ "RoundImplies" => [0x02970],
+ "Rrightarrow" => [0x021DB],
+ "Rscr" => [0x0211B],
+ "Rsh" => [0x021B1],
+ "RuleDelayed" => [0x029F4],
+ "SHCHcy" => [0x00429],
+ "SHcy" => [0x00428],
+ "SOFTcy" => [0x0042C],
+ "Sacute" => [0x0015A],
+ "Sc" => [0x02ABC],
+ "Scaron" => [0x00160],
+ "Scedil" => [0x0015E],
+ "Scirc" => [0x0015C],
+ "Scy" => [0x00421],
+ "Sfr" => [0x1D516],
+ "ShortDownArrow" => [0x02193],
+ "ShortLeftArrow" => [0x02190],
+ "ShortRightArrow" => [0x02192],
+ "ShortUpArrow" => [0x02191],
+ "Sigma" => [0x003A3],
+ "SmallCircle" => [0x02218],
+ "Sopf" => [0x1D54A],
+ "Sqrt" => [0x0221A],
+ "Square" => [0x025A1],
+ "SquareIntersection" => [0x02293],
+ "SquareSubset" => [0x0228F],
+ "SquareSubsetEqual" => [0x02291],
+ "SquareSuperset" => [0x02290],
+ "SquareSupersetEqual" => [0x02292],
+ "SquareUnion" => [0x02294],
+ "Sscr" => [0x1D4AE],
+ "Star" => [0x022C6],
+ "Sub" => [0x022D0],
+ "Subset" => [0x022D0],
+ "SubsetEqual" => [0x02286],
+ "Succeeds" => [0x0227B],
+ "SucceedsEqual" => [0x02AB0],
+ "SucceedsSlantEqual" => [0x0227D],
+ "SucceedsTilde" => [0x0227F],
+ "SuchThat" => [0x0220B],
+ "Sum" => [0x02211],
+ "Sup" => [0x022D1],
+ "Superset" => [0x02283],
+ "SupersetEqual" => [0x02287],
+ "Supset" => [0x022D1],
+ "THORN" => [0x000DE],
+ "TRADE" => [0x02122],
+ "TSHcy" => [0x0040B],
+ "TScy" => [0x00426],
+ "Tab" => [0x00009],
+ "Tau" => [0x003A4],
+ "Tcaron" => [0x00164],
+ "Tcedil" => [0x00162],
+ "Tcy" => [0x00422],
+ "Tfr" => [0x1D517],
+ "Therefore" => [0x02234],
+ "Theta" => [0x00398],
+ "ThickSpace" => [0x0205F, 0x0200A],
+ "ThinSpace" => [0x02009],
+ "Tilde" => [0x0223C],
+ "TildeEqual" => [0x02243],
+ "TildeFullEqual" => [0x02245],
+ "TildeTilde" => [0x02248],
+ "Topf" => [0x1D54B],
+ "TripleDot" => [0x020DB],
+ "Tscr" => [0x1D4AF],
+ "Tstrok" => [0x00166],
+ "Uacute" => [0x000DA],
+ "Uarr" => [0x0219F],
+ "Uarrocir" => [0x02949],
+ "Ubrcy" => [0x0040E],
+ "Ubreve" => [0x0016C],
+ "Ucirc" => [0x000DB],
+ "Ucy" => [0x00423],
+ "Udblac" => [0x00170],
+ "Ufr" => [0x1D518],
+ "Ugrave" => [0x000D9],
+ "Umacr" => [0x0016A],
+ "UnderBar" => [0x0005F],
+ "UnderBrace" => [0x023DF],
+ "UnderBracket" => [0x023B5],
+ "UnderParenthesis" => [0x023DD],
+ "Union" => [0x022C3],
+ "UnionPlus" => [0x0228E],
+ "Uogon" => [0x00172],
+ "Uopf" => [0x1D54C],
+ "UpArrow" => [0x02191],
+ "UpArrowBar" => [0x02912],
+ "UpArrowDownArrow" => [0x021C5],
+ "UpDownArrow" => [0x02195],
+ "UpEquilibrium" => [0x0296E],
+ "UpTee" => [0x022A5],
+ "UpTeeArrow" => [0x021A5],
+ "Uparrow" => [0x021D1],
+ "Updownarrow" => [0x021D5],
+ "UpperLeftArrow" => [0x02196],
+ "UpperRightArrow" => [0x02197],
+ "Upsi" => [0x003D2],
+ "Upsilon" => [0x003A5],
+ "Uring" => [0x0016E],
+ "Uscr" => [0x1D4B0],
+ "Utilde" => [0x00168],
+ "Uuml" => [0x000DC],
+ "VDash" => [0x022AB],
+ "Vbar" => [0x02AEB],
+ "Vcy" => [0x00412],
+ "Vdash" => [0x022A9],
+ "Vdashl" => [0x02AE6],
+ "Vee" => [0x022C1],
+ "Verbar" => [0x02016],
+ "Vert" => [0x02016],
+ "VerticalBar" => [0x02223],
+ "VerticalLine" => [0x0007C],
+ "VerticalSeparator" => [0x02758],
+ "VerticalTilde" => [0x02240],
+ "VeryThinSpace" => [0x0200A],
+ "Vfr" => [0x1D519],
+ "Vopf" => [0x1D54D],
+ "Vscr" => [0x1D4B1],
+ "Vvdash" => [0x022AA],
+ "Wcirc" => [0x00174],
+ "Wedge" => [0x022C0],
+ "Wfr" => [0x1D51A],
+ "Wopf" => [0x1D54E],
+ "Wscr" => [0x1D4B2],
+ "Xfr" => [0x1D51B],
+ "Xi" => [0x0039E],
+ "Xopf" => [0x1D54F],
+ "Xscr" => [0x1D4B3],
+ "YAcy" => [0x0042F],
+ "YIcy" => [0x00407],
+ "YUcy" => [0x0042E],
+ "Yacute" => [0x000DD],
+ "Ycirc" => [0x00176],
+ "Ycy" => [0x0042B],
+ "Yfr" => [0x1D51C],
+ "Yopf" => [0x1D550],
+ "Yscr" => [0x1D4B4],
+ "Yuml" => [0x00178],
+ "ZHcy" => [0x00416],
+ "Zacute" => [0x00179],
+ "Zcaron" => [0x0017D],
+ "Zcy" => [0x00417],
+ "Zdot" => [0x0017B],
+ "ZeroWidthSpace" => [0x0200B],
+ "Zeta" => [0x00396],
+ "Zfr" => [0x02128],
+ "Zopf" => [0x02124],
+ "Zscr" => [0x1D4B5],
+ "aacute" => [0x000E1],
+ "abreve" => [0x00103],
+ "ac" => [0x0223E],
+ "acE" => [0x0223E, 0x00333],
+ "acd" => [0x0223F],
+ "acirc" => [0x000E2],
+ "acute" => [0x000B4],
+ "acy" => [0x00430],
+ "aelig" => [0x000E6],
+ "af" => [0x02061],
+ "afr" => [0x1D51E],
+ "agrave" => [0x000E0],
+ "alefsym" => [0x02135],
+ "aleph" => [0x02135],
+ "alpha" => [0x003B1],
+ "amacr" => [0x00101],
+ "amalg" => [0x02A3F],
+ "amp" => [0x00026],
+ "and" => [0x02227],
+ "andand" => [0x02A55],
+ "andd" => [0x02A5C],
+ "andslope" => [0x02A58],
+ "andv" => [0x02A5A],
+ "ang" => [0x02220],
+ "ange" => [0x029A4],
+ "angle" => [0x02220],
+ "angmsd" => [0x02221],
+ "angmsdaa" => [0x029A8],
+ "angmsdab" => [0x029A9],
+ "angmsdac" => [0x029AA],
+ "angmsdad" => [0x029AB],
+ "angmsdae" => [0x029AC],
+ "angmsdaf" => [0x029AD],
+ "angmsdag" => [0x029AE],
+ "angmsdah" => [0x029AF],
+ "angrt" => [0x0221F],
+ "angrtvb" => [0x022BE],
+ "angrtvbd" => [0x0299D],
+ "angsph" => [0x02222],
+ "angst" => [0x000C5],
+ "angzarr" => [0x0237C],
+ "aogon" => [0x00105],
+ "aopf" => [0x1D552],
+ "ap" => [0x02248],
+ "apE" => [0x02A70],
+ "apacir" => [0x02A6F],
+ "ape" => [0x0224A],
+ "apid" => [0x0224B],
+ "apos" => [0x00027],
+ "approx" => [0x02248],
+ "approxeq" => [0x0224A],
+ "aring" => [0x000E5],
+ "ascr" => [0x1D4B6],
+ "ast" => [0x0002A],
+ "asymp" => [0x02248],
+ "asympeq" => [0x0224D],
+ "atilde" => [0x000E3],
+ "auml" => [0x000E4],
+ "awconint" => [0x02233],
+ "awint" => [0x02A11],
+ "bNot" => [0x02AED],
+ "backcong" => [0x0224C],
+ "backepsilon" => [0x003F6],
+ "backprime" => [0x02035],
+ "backsim" => [0x0223D],
+ "backsimeq" => [0x022CD],
+ "barvee" => [0x022BD],
+ "barwed" => [0x02305],
+ "barwedge" => [0x02305],
+ "bbrk" => [0x023B5],
+ "bbrktbrk" => [0x023B6],
+ "bcong" => [0x0224C],
+ "bcy" => [0x00431],
+ "bdquo" => [0x0201E],
+ "becaus" => [0x02235],
+ "because" => [0x02235],
+ "bemptyv" => [0x029B0],
+ "bepsi" => [0x003F6],
+ "bernou" => [0x0212C],
+ "beta" => [0x003B2],
+ "beth" => [0x02136],
+ "between" => [0x0226C],
+ "bfr" => [0x1D51F],
+ "bigcap" => [0x022C2],
+ "bigcirc" => [0x025EF],
+ "bigcup" => [0x022C3],
+ "bigodot" => [0x02A00],
+ "bigoplus" => [0x02A01],
+ "bigotimes" => [0x02A02],
+ "bigsqcup" => [0x02A06],
+ "bigstar" => [0x02605],
+ "bigtriangledown" => [0x025BD],
+ "bigtriangleup" => [0x025B3],
+ "biguplus" => [0x02A04],
+ "bigvee" => [0x022C1],
+ "bigwedge" => [0x022C0],
+ "bkarow" => [0x0290D],
+ "blacklozenge" => [0x029EB],
+ "blacksquare" => [0x025AA],
+ "blacktriangle" => [0x025B4],
+ "blacktriangledown" => [0x025BE],
+ "blacktriangleleft" => [0x025C2],
+ "blacktriangleright" => [0x025B8],
+ "blank" => [0x02423],
+ "blk12" => [0x02592],
+ "blk14" => [0x02591],
+ "blk34" => [0x02593],
+ "block" => [0x02588],
+ "bne" => [0x0003D, 0x020E5],
+ "bnequiv" => [0x02261, 0x020E5],
+ "bnot" => [0x02310],
+ "bopf" => [0x1D553],
+ "bot" => [0x022A5],
+ "bottom" => [0x022A5],
+ "bowtie" => [0x022C8],
+ "boxDL" => [0x02557],
+ "boxDR" => [0x02554],
+ "boxDl" => [0x02556],
+ "boxDr" => [0x02553],
+ "boxH" => [0x02550],
+ "boxHD" => [0x02566],
+ "boxHU" => [0x02569],
+ "boxHd" => [0x02564],
+ "boxHu" => [0x02567],
+ "boxUL" => [0x0255D],
+ "boxUR" => [0x0255A],
+ "boxUl" => [0x0255C],
+ "boxUr" => [0x02559],
+ "boxV" => [0x02551],
+ "boxVH" => [0x0256C],
+ "boxVL" => [0x02563],
+ "boxVR" => [0x02560],
+ "boxVh" => [0x0256B],
+ "boxVl" => [0x02562],
+ "boxVr" => [0x0255F],
+ "boxbox" => [0x029C9],
+ "boxdL" => [0x02555],
+ "boxdR" => [0x02552],
+ "boxdl" => [0x02510],
+ "boxdr" => [0x0250C],
+ "boxh" => [0x02500],
+ "boxhD" => [0x02565],
+ "boxhU" => [0x02568],
+ "boxhd" => [0x0252C],
+ "boxhu" => [0x02534],
+ "boxminus" => [0x0229F],
+ "boxplus" => [0x0229E],
+ "boxtimes" => [0x022A0],
+ "boxuL" => [0x0255B],
+ "boxuR" => [0x02558],
+ "boxul" => [0x02518],
+ "boxur" => [0x02514],
+ "boxv" => [0x02502],
+ "boxvH" => [0x0256A],
+ "boxvL" => [0x02561],
+ "boxvR" => [0x0255E],
+ "boxvh" => [0x0253C],
+ "boxvl" => [0x02524],
+ "boxvr" => [0x0251C],
+ "bprime" => [0x02035],
+ "breve" => [0x002D8],
+ "brvbar" => [0x000A6],
+ "bscr" => [0x1D4B7],
+ "bsemi" => [0x0204F],
+ "bsim" => [0x0223D],
+ "bsime" => [0x022CD],
+ "bsol" => [0x0005C],
+ "bsolb" => [0x029C5],
+ "bsolhsub" => [0x027C8],
+ "bull" => [0x02022],
+ "bullet" => [0x02022],
+ "bump" => [0x0224E],
+ "bumpE" => [0x02AAE],
+ "bumpe" => [0x0224F],
+ "bumpeq" => [0x0224F],
+ "cacute" => [0x00107],
+ "cap" => [0x02229],
+ "capand" => [0x02A44],
+ "capbrcup" => [0x02A49],
+ "capcap" => [0x02A4B],
+ "capcup" => [0x02A47],
+ "capdot" => [0x02A40],
+ "caps" => [0x02229, 0x0FE00],
+ "caret" => [0x02041],
+ "caron" => [0x002C7],
+ "ccaps" => [0x02A4D],
+ "ccaron" => [0x0010D],
+ "ccedil" => [0x000E7],
+ "ccirc" => [0x00109],
+ "ccups" => [0x02A4C],
+ "ccupssm" => [0x02A50],
+ "cdot" => [0x0010B],
+ "cedil" => [0x000B8],
+ "cemptyv" => [0x029B2],
+ "cent" => [0x000A2],
+ "centerdot" => [0x000B7],
+ "cfr" => [0x1D520],
+ "chcy" => [0x00447],
+ "check" => [0x02713],
+ "checkmark" => [0x02713],
+ "chi" => [0x003C7],
+ "cir" => [0x025CB],
+ "cirE" => [0x029C3],
+ "circ" => [0x002C6],
+ "circeq" => [0x02257],
+ "circlearrowleft" => [0x021BA],
+ "circlearrowright" => [0x021BB],
+ "circledR" => [0x000AE],
+ "circledS" => [0x024C8],
+ "circledast" => [0x0229B],
+ "circledcirc" => [0x0229A],
+ "circleddash" => [0x0229D],
+ "cire" => [0x02257],
+ "cirfnint" => [0x02A10],
+ "cirmid" => [0x02AEF],
+ "cirscir" => [0x029C2],
+ "clubs" => [0x02663],
+ "clubsuit" => [0x02663],
+ "colon" => [0x0003A],
+ "colone" => [0x02254],
+ "coloneq" => [0x02254],
+ "comma" => [0x0002C],
+ "commat" => [0x00040],
+ "comp" => [0x02201],
+ "compfn" => [0x02218],
+ "complement" => [0x02201],
+ "complexes" => [0x02102],
+ "cong" => [0x02245],
+ "congdot" => [0x02A6D],
+ "conint" => [0x0222E],
+ "copf" => [0x1D554],
+ "coprod" => [0x02210],
+ "copy" => [0x000A9],
+ "copysr" => [0x02117],
+ "crarr" => [0x021B5],
+ "cross" => [0x02717],
+ "cscr" => [0x1D4B8],
+ "csub" => [0x02ACF],
+ "csube" => [0x02AD1],
+ "csup" => [0x02AD0],
+ "csupe" => [0x02AD2],
+ "ctdot" => [0x022EF],
+ "cudarrl" => [0x02938],
+ "cudarrr" => [0x02935],
+ "cuepr" => [0x022DE],
+ "cuesc" => [0x022DF],
+ "cularr" => [0x021B6],
+ "cularrp" => [0x0293D],
+ "cup" => [0x0222A],
+ "cupbrcap" => [0x02A48],
+ "cupcap" => [0x02A46],
+ "cupcup" => [0x02A4A],
+ "cupdot" => [0x0228D],
+ "cupor" => [0x02A45],
+ "cups" => [0x0222A, 0x0FE00],
+ "curarr" => [0x021B7],
+ "curarrm" => [0x0293C],
+ "curlyeqprec" => [0x022DE],
+ "curlyeqsucc" => [0x022DF],
+ "curlyvee" => [0x022CE],
+ "curlywedge" => [0x022CF],
+ "curren" => [0x000A4],
+ "curvearrowleft" => [0x021B6],
+ "curvearrowright" => [0x021B7],
+ "cuvee" => [0x022CE],
+ "cuwed" => [0x022CF],
+ "cwconint" => [0x02232],
+ "cwint" => [0x02231],
+ "cylcty" => [0x0232D],
+ "dArr" => [0x021D3],
+ "dHar" => [0x02965],
+ "dagger" => [0x02020],
+ "daleth" => [0x02138],
+ "darr" => [0x02193],
+ "dash" => [0x02010],
+ "dashv" => [0x022A3],
+ "dbkarow" => [0x0290F],
+ "dblac" => [0x002DD],
+ "dcaron" => [0x0010F],
+ "dcy" => [0x00434],
+ "dd" => [0x02146],
+ "ddagger" => [0x02021],
+ "ddarr" => [0x021CA],
+ "ddotseq" => [0x02A77],
+ "deg" => [0x000B0],
+ "delta" => [0x003B4],
+ "demptyv" => [0x029B1],
+ "dfisht" => [0x0297F],
+ "dfr" => [0x1D521],
+ "dharl" => [0x021C3],
+ "dharr" => [0x021C2],
+ "diam" => [0x022C4],
+ "diamond" => [0x022C4],
+ "diamondsuit" => [0x02666],
+ "diams" => [0x02666],
+ "die" => [0x000A8],
+ "digamma" => [0x003DD],
+ "disin" => [0x022F2],
+ "div" => [0x000F7],
+ "divide" => [0x000F7],
+ "divideontimes" => [0x022C7],
+ "divonx" => [0x022C7],
+ "djcy" => [0x00452],
+ "dlcorn" => [0x0231E],
+ "dlcrop" => [0x0230D],
+ "dollar" => [0x00024],
+ "dopf" => [0x1D555],
+ "dot" => [0x002D9],
+ "doteq" => [0x02250],
+ "doteqdot" => [0x02251],
+ "dotminus" => [0x02238],
+ "dotplus" => [0x02214],
+ "dotsquare" => [0x022A1],
+ "doublebarwedge" => [0x02306],
+ "downarrow" => [0x02193],
+ "downdownarrows" => [0x021CA],
+ "downharpoonleft" => [0x021C3],
+ "downharpoonright" => [0x021C2],
+ "drbkarow" => [0x02910],
+ "drcorn" => [0x0231F],
+ "drcrop" => [0x0230C],
+ "dscr" => [0x1D4B9],
+ "dscy" => [0x00455],
+ "dsol" => [0x029F6],
+ "dstrok" => [0x00111],
+ "dtdot" => [0x022F1],
+ "dtri" => [0x025BF],
+ "dtrif" => [0x025BE],
+ "duarr" => [0x021F5],
+ "duhar" => [0x0296F],
+ "dwangle" => [0x029A6],
+ "dzcy" => [0x0045F],
+ "dzigrarr" => [0x027FF],
+ "eDDot" => [0x02A77],
+ "eDot" => [0x02251],
+ "eacute" => [0x000E9],
+ "easter" => [0x02A6E],
+ "ecaron" => [0x0011B],
+ "ecir" => [0x02256],
+ "ecirc" => [0x000EA],
+ "ecolon" => [0x02255],
+ "ecy" => [0x0044D],
+ "edot" => [0x00117],
+ "ee" => [0x02147],
+ "efDot" => [0x02252],
+ "efr" => [0x1D522],
+ "eg" => [0x02A9A],
+ "egrave" => [0x000E8],
+ "egs" => [0x02A96],
+ "egsdot" => [0x02A98],
+ "el" => [0x02A99],
+ "elinters" => [0x023E7],
+ "ell" => [0x02113],
+ "els" => [0x02A95],
+ "elsdot" => [0x02A97],
+ "emacr" => [0x00113],
+ "empty" => [0x02205],
+ "emptyset" => [0x02205],
+ "emptyv" => [0x02205],
+ "emsp" => [0x02003],
+ "emsp13" => [0x02004],
+ "emsp14" => [0x02005],
+ "eng" => [0x0014B],
+ "ensp" => [0x02002],
+ "eogon" => [0x00119],
+ "eopf" => [0x1D556],
+ "epar" => [0x022D5],
+ "eparsl" => [0x029E3],
+ "eplus" => [0x02A71],
+ "epsi" => [0x003B5],
+ "epsilon" => [0x003B5],
+ "epsiv" => [0x003F5],
+ "eqcirc" => [0x02256],
+ "eqcolon" => [0x02255],
+ "eqsim" => [0x02242],
+ "eqslantgtr" => [0x02A96],
+ "eqslantless" => [0x02A95],
+ "equals" => [0x0003D],
+ "equest" => [0x0225F],
+ "equiv" => [0x02261],
+ "equivDD" => [0x02A78],
+ "eqvparsl" => [0x029E5],
+ "erDot" => [0x02253],
+ "erarr" => [0x02971],
+ "escr" => [0x0212F],
+ "esdot" => [0x02250],
+ "esim" => [0x02242],
+ "eta" => [0x003B7],
+ "eth" => [0x000F0],
+ "euml" => [0x000EB],
+ "euro" => [0x020AC],
+ "excl" => [0x00021],
+ "exist" => [0x02203],
+ "expectation" => [0x02130],
+ "exponentiale" => [0x02147],
+ "fallingdotseq" => [0x02252],
+ "fcy" => [0x00444],
+ "female" => [0x02640],
+ "ffilig" => [0x0FB03],
+ "fflig" => [0x0FB00],
+ "ffllig" => [0x0FB04],
+ "ffr" => [0x1D523],
+ "filig" => [0x0FB01],
+ "fjlig" => [0x00066, 0x0006A],
+ "flat" => [0x0266D],
+ "fllig" => [0x0FB02],
+ "fltns" => [0x025B1],
+ "fnof" => [0x00192],
+ "fopf" => [0x1D557],
+ "forall" => [0x02200],
+ "fork" => [0x022D4],
+ "forkv" => [0x02AD9],
+ "fpartint" => [0x02A0D],
+ "frac12" => [0x000BD],
+ "frac13" => [0x02153],
+ "frac14" => [0x000BC],
+ "frac15" => [0x02155],
+ "frac16" => [0x02159],
+ "frac18" => [0x0215B],
+ "frac23" => [0x02154],
+ "frac25" => [0x02156],
+ "frac34" => [0x000BE],
+ "frac35" => [0x02157],
+ "frac38" => [0x0215C],
+ "frac45" => [0x02158],
+ "frac56" => [0x0215A],
+ "frac58" => [0x0215D],
+ "frac78" => [0x0215E],
+ "frasl" => [0x02044],
+ "frown" => [0x02322],
+ "fscr" => [0x1D4BB],
+ "gE" => [0x02267],
+ "gEl" => [0x02A8C],
+ "gacute" => [0x001F5],
+ "gamma" => [0x003B3],
+ "gammad" => [0x003DD],
+ "gap" => [0x02A86],
+ "gbreve" => [0x0011F],
+ "gcirc" => [0x0011D],
+ "gcy" => [0x00433],
+ "gdot" => [0x00121],
+ "ge" => [0x02265],
+ "gel" => [0x022DB],
+ "geq" => [0x02265],
+ "geqq" => [0x02267],
+ "geqslant" => [0x02A7E],
+ "ges" => [0x02A7E],
+ "gescc" => [0x02AA9],
+ "gesdot" => [0x02A80],
+ "gesdoto" => [0x02A82],
+ "gesdotol" => [0x02A84],
+ "gesl" => [0x022DB, 0x0FE00],
+ "gesles" => [0x02A94],
+ "gfr" => [0x1D524],
+ "gg" => [0x0226B],
+ "ggg" => [0x022D9],
+ "gimel" => [0x02137],
+ "gjcy" => [0x00453],
+ "gl" => [0x02277],
+ "glE" => [0x02A92],
+ "gla" => [0x02AA5],
+ "glj" => [0x02AA4],
+ "gnE" => [0x02269],
+ "gnap" => [0x02A8A],
+ "gnapprox" => [0x02A8A],
+ "gne" => [0x02A88],
+ "gneq" => [0x02A88],
+ "gneqq" => [0x02269],
+ "gnsim" => [0x022E7],
+ "gopf" => [0x1D558],
+ "grave" => [0x00060],
+ "gscr" => [0x0210A],
+ "gsim" => [0x02273],
+ "gsime" => [0x02A8E],
+ "gsiml" => [0x02A90],
+ "gt" => [0x0003E],
+ "gtcc" => [0x02AA7],
+ "gtcir" => [0x02A7A],
+ "gtdot" => [0x022D7],
+ "gtlPar" => [0x02995],
+ "gtquest" => [0x02A7C],
+ "gtrapprox" => [0x02A86],
+ "gtrarr" => [0x02978],
+ "gtrdot" => [0x022D7],
+ "gtreqless" => [0x022DB],
+ "gtreqqless" => [0x02A8C],
+ "gtrless" => [0x02277],
+ "gtrsim" => [0x02273],
+ "gvertneqq" => [0x02269, 0x0FE00],
+ "gvnE" => [0x02269, 0x0FE00],
+ "hArr" => [0x021D4],
+ "hairsp" => [0x0200A],
+ "half" => [0x000BD],
+ "hamilt" => [0x0210B],
+ "hardcy" => [0x0044A],
+ "harr" => [0x02194],
+ "harrcir" => [0x02948],
+ "harrw" => [0x021AD],
+ "hbar" => [0x0210F],
+ "hcirc" => [0x00125],
+ "hearts" => [0x02665],
+ "heartsuit" => [0x02665],
+ "hellip" => [0x02026],
+ "hercon" => [0x022B9],
+ "hfr" => [0x1D525],
+ "hksearow" => [0x02925],
+ "hkswarow" => [0x02926],
+ "hoarr" => [0x021FF],
+ "homtht" => [0x0223B],
+ "hookleftarrow" => [0x021A9],
+ "hookrightarrow" => [0x021AA],
+ "hopf" => [0x1D559],
+ "horbar" => [0x02015],
+ "hscr" => [0x1D4BD],
+ "hslash" => [0x0210F],
+ "hstrok" => [0x00127],
+ "hybull" => [0x02043],
+ "hyphen" => [0x02010],
+ "iacute" => [0x000ED],
+ "ic" => [0x02063],
+ "icirc" => [0x000EE],
+ "icy" => [0x00438],
+ "iecy" => [0x00435],
+ "iexcl" => [0x000A1],
+ "iff" => [0x021D4],
+ "ifr" => [0x1D526],
+ "igrave" => [0x000EC],
+ "ii" => [0x02148],
+ "iiiint" => [0x02A0C],
+ "iiint" => [0x0222D],
+ "iinfin" => [0x029DC],
+ "iiota" => [0x02129],
+ "ijlig" => [0x00133],
+ "imacr" => [0x0012B],
+ "image" => [0x02111],
+ "imagline" => [0x02110],
+ "imagpart" => [0x02111],
+ "imath" => [0x00131],
+ "imof" => [0x022B7],
+ "imped" => [0x001B5],
+ "in" => [0x02208],
+ "incare" => [0x02105],
+ "infin" => [0x0221E],
+ "infintie" => [0x029DD],
+ "inodot" => [0x00131],
+ "int" => [0x0222B],
+ "intcal" => [0x022BA],
+ "integers" => [0x02124],
+ "intercal" => [0x022BA],
+ "intlarhk" => [0x02A17],
+ "intprod" => [0x02A3C],
+ "iocy" => [0x00451],
+ "iogon" => [0x0012F],
+ "iopf" => [0x1D55A],
+ "iota" => [0x003B9],
+ "iprod" => [0x02A3C],
+ "iquest" => [0x000BF],
+ "iscr" => [0x1D4BE],
+ "isin" => [0x02208],
+ "isinE" => [0x022F9],
+ "isindot" => [0x022F5],
+ "isins" => [0x022F4],
+ "isinsv" => [0x022F3],
+ "isinv" => [0x02208],
+ "it" => [0x02062],
+ "itilde" => [0x00129],
+ "iukcy" => [0x00456],
+ "iuml" => [0x000EF],
+ "jcirc" => [0x00135],
+ "jcy" => [0x00439],
+ "jfr" => [0x1D527],
+ "jmath" => [0x00237],
+ "jopf" => [0x1D55B],
+ "jscr" => [0x1D4BF],
+ "jsercy" => [0x00458],
+ "jukcy" => [0x00454],
+ "kappa" => [0x003BA],
+ "kappav" => [0x003F0],
+ "kcedil" => [0x00137],
+ "kcy" => [0x0043A],
+ "kfr" => [0x1D528],
+ "kgreen" => [0x00138],
+ "khcy" => [0x00445],
+ "kjcy" => [0x0045C],
+ "kopf" => [0x1D55C],
+ "kscr" => [0x1D4C0],
+ "lAarr" => [0x021DA],
+ "lArr" => [0x021D0],
+ "lAtail" => [0x0291B],
+ "lBarr" => [0x0290E],
+ "lE" => [0x02266],
+ "lEg" => [0x02A8B],
+ "lHar" => [0x02962],
+ "lacute" => [0x0013A],
+ "laemptyv" => [0x029B4],
+ "lagran" => [0x02112],
+ "lambda" => [0x003BB],
+ "lang" => [0x027E8],
+ "langd" => [0x02991],
+ "langle" => [0x027E8],
+ "lap" => [0x02A85],
+ "laquo" => [0x000AB],
+ "larr" => [0x02190],
+ "larrb" => [0x021E4],
+ "larrbfs" => [0x0291F],
+ "larrfs" => [0x0291D],
+ "larrhk" => [0x021A9],
+ "larrlp" => [0x021AB],
+ "larrpl" => [0x02939],
+ "larrsim" => [0x02973],
+ "larrtl" => [0x021A2],
+ "lat" => [0x02AAB],
+ "latail" => [0x02919],
+ "late" => [0x02AAD],
+ "lates" => [0x02AAD, 0x0FE00],
+ "lbarr" => [0x0290C],
+ "lbbrk" => [0x02772],
+ "lbrace" => [0x0007B],
+ "lbrack" => [0x0005B],
+ "lbrke" => [0x0298B],
+ "lbrksld" => [0x0298F],
+ "lbrkslu" => [0x0298D],
+ "lcaron" => [0x0013E],
+ "lcedil" => [0x0013C],
+ "lceil" => [0x02308],
+ "lcub" => [0x0007B],
+ "lcy" => [0x0043B],
+ "ldca" => [0x02936],
+ "ldquo" => [0x0201C],
+ "ldquor" => [0x0201E],
+ "ldrdhar" => [0x02967],
+ "ldrushar" => [0x0294B],
+ "ldsh" => [0x021B2],
+ "le" => [0x02264],
+ "leftarrow" => [0x02190],
+ "leftarrowtail" => [0x021A2],
+ "leftharpoondown" => [0x021BD],
+ "leftharpoonup" => [0x021BC],
+ "leftleftarrows" => [0x021C7],
+ "leftrightarrow" => [0x02194],
+ "leftrightarrows" => [0x021C6],
+ "leftrightharpoons" => [0x021CB],
+ "leftrightsquigarrow" => [0x021AD],
+ "leftthreetimes" => [0x022CB],
+ "leg" => [0x022DA],
+ "leq" => [0x02264],
+ "leqq" => [0x02266],
+ "leqslant" => [0x02A7D],
+ "les" => [0x02A7D],
+ "lescc" => [0x02AA8],
+ "lesdot" => [0x02A7F],
+ "lesdoto" => [0x02A81],
+ "lesdotor" => [0x02A83],
+ "lesg" => [0x022DA, 0x0FE00],
+ "lesges" => [0x02A93],
+ "lessapprox" => [0x02A85],
+ "lessdot" => [0x022D6],
+ "lesseqgtr" => [0x022DA],
+ "lesseqqgtr" => [0x02A8B],
+ "lessgtr" => [0x02276],
+ "lesssim" => [0x02272],
+ "lfisht" => [0x0297C],
+ "lfloor" => [0x0230A],
+ "lfr" => [0x1D529],
+ "lg" => [0x02276],
+ "lgE" => [0x02A91],
+ "lhard" => [0x021BD],
+ "lharu" => [0x021BC],
+ "lharul" => [0x0296A],
+ "lhblk" => [0x02584],
+ "ljcy" => [0x00459],
+ "ll" => [0x0226A],
+ "llarr" => [0x021C7],
+ "llcorner" => [0x0231E],
+ "llhard" => [0x0296B],
+ "lltri" => [0x025FA],
+ "lmidot" => [0x00140],
+ "lmoust" => [0x023B0],
+ "lmoustache" => [0x023B0],
+ "lnE" => [0x02268],
+ "lnap" => [0x02A89],
+ "lnapprox" => [0x02A89],
+ "lne" => [0x02A87],
+ "lneq" => [0x02A87],
+ "lneqq" => [0x02268],
+ "lnsim" => [0x022E6],
+ "loang" => [0x027EC],
+ "loarr" => [0x021FD],
+ "lobrk" => [0x027E6],
+ "longleftarrow" => [0x027F5],
+ "longleftrightarrow" => [0x027F7],
+ "longmapsto" => [0x027FC],
+ "longrightarrow" => [0x027F6],
+ "looparrowleft" => [0x021AB],
+ "looparrowright" => [0x021AC],
+ "lopar" => [0x02985],
+ "lopf" => [0x1D55D],
+ "loplus" => [0x02A2D],
+ "lotimes" => [0x02A34],
+ "lowast" => [0x02217],
+ "lowbar" => [0x0005F],
+ "loz" => [0x025CA],
+ "lozenge" => [0x025CA],
+ "lozf" => [0x029EB],
+ "lpar" => [0x00028],
+ "lparlt" => [0x02993],
+ "lrarr" => [0x021C6],
+ "lrcorner" => [0x0231F],
+ "lrhar" => [0x021CB],
+ "lrhard" => [0x0296D],
+ "lrm" => [0x0200E],
+ "lrtri" => [0x022BF],
+ "lsaquo" => [0x02039],
+ "lscr" => [0x1D4C1],
+ "lsh" => [0x021B0],
+ "lsim" => [0x02272],
+ "lsime" => [0x02A8D],
+ "lsimg" => [0x02A8F],
+ "lsqb" => [0x0005B],
+ "lsquo" => [0x02018],
+ "lsquor" => [0x0201A],
+ "lstrok" => [0x00142],
+ "lt" => [0x0003C],
+ "ltcc" => [0x02AA6],
+ "ltcir" => [0x02A79],
+ "ltdot" => [0x022D6],
+ "lthree" => [0x022CB],
+ "ltimes" => [0x022C9],
+ "ltlarr" => [0x02976],
+ "ltquest" => [0x02A7B],
+ "ltrPar" => [0x02996],
+ "ltri" => [0x025C3],
+ "ltrie" => [0x022B4],
+ "ltrif" => [0x025C2],
+ "lurdshar" => [0x0294A],
+ "luruhar" => [0x02966],
+ "lvertneqq" => [0x02268, 0x0FE00],
+ "lvnE" => [0x02268, 0x0FE00],
+ "mDDot" => [0x0223A],
+ "macr" => [0x000AF],
+ "male" => [0x02642],
+ "malt" => [0x02720],
+ "maltese" => [0x02720],
+ "map" => [0x021A6],
+ "mapsto" => [0x021A6],
+ "mapstodown" => [0x021A7],
+ "mapstoleft" => [0x021A4],
+ "mapstoup" => [0x021A5],
+ "marker" => [0x025AE],
+ "mcomma" => [0x02A29],
+ "mcy" => [0x0043C],
+ "mdash" => [0x02014],
+ "measuredangle" => [0x02221],
+ "mfr" => [0x1D52A],
+ "mho" => [0x02127],
+ "micro" => [0x000B5],
+ "mid" => [0x02223],
+ "midast" => [0x0002A],
+ "midcir" => [0x02AF0],
+ "middot" => [0x000B7],
+ "minus" => [0x02212],
+ "minusb" => [0x0229F],
+ "minusd" => [0x02238],
+ "minusdu" => [0x02A2A],
+ "mlcp" => [0x02ADB],
+ "mldr" => [0x02026],
+ "mnplus" => [0x02213],
+ "models" => [0x022A7],
+ "mopf" => [0x1D55E],
+ "mp" => [0x02213],
+ "mscr" => [0x1D4C2],
+ "mstpos" => [0x0223E],
+ "mu" => [0x003BC],
+ "multimap" => [0x022B8],
+ "mumap" => [0x022B8],
+ "nGg" => [0x022D9, 0x00338],
+ "nGt" => [0x0226B, 0x020D2],
+ "nGtv" => [0x0226B, 0x00338],
+ "nLeftarrow" => [0x021CD],
+ "nLeftrightarrow" => [0x021CE],
+ "nLl" => [0x022D8, 0x00338],
+ "nLt" => [0x0226A, 0x020D2],
+ "nLtv" => [0x0226A, 0x00338],
+ "nRightarrow" => [0x021CF],
+ "nVDash" => [0x022AF],
+ "nVdash" => [0x022AE],
+ "nabla" => [0x02207],
+ "nacute" => [0x00144],
+ "nang" => [0x02220, 0x020D2],
+ "nap" => [0x02249],
+ "napE" => [0x02A70, 0x00338],
+ "napid" => [0x0224B, 0x00338],
+ "napos" => [0x00149],
+ "napprox" => [0x02249],
+ "natur" => [0x0266E],
+ "natural" => [0x0266E],
+ "naturals" => [0x02115],
+ "nbsp" => [0x000A0],
+ "nbump" => [0x0224E, 0x00338],
+ "nbumpe" => [0x0224F, 0x00338],
+ "ncap" => [0x02A43],
+ "ncaron" => [0x00148],
+ "ncedil" => [0x00146],
+ "ncong" => [0x02247],
+ "ncongdot" => [0x02A6D, 0x00338],
+ "ncup" => [0x02A42],
+ "ncy" => [0x0043D],
+ "ndash" => [0x02013],
+ "ne" => [0x02260],
+ "neArr" => [0x021D7],
+ "nearhk" => [0x02924],
+ "nearr" => [0x02197],
+ "nearrow" => [0x02197],
+ "nedot" => [0x02250, 0x00338],
+ "nequiv" => [0x02262],
+ "nesear" => [0x02928],
+ "nesim" => [0x02242, 0x00338],
+ "nexist" => [0x02204],
+ "nexists" => [0x02204],
+ "nfr" => [0x1D52B],
+ "ngE" => [0x02267, 0x00338],
+ "nge" => [0x02271],
+ "ngeq" => [0x02271],
+ "ngeqq" => [0x02267, 0x00338],
+ "ngeqslant" => [0x02A7E, 0x00338],
+ "nges" => [0x02A7E, 0x00338],
+ "ngsim" => [0x02275],
+ "ngt" => [0x0226F],
+ "ngtr" => [0x0226F],
+ "nhArr" => [0x021CE],
+ "nharr" => [0x021AE],
+ "nhpar" => [0x02AF2],
+ "ni" => [0x0220B],
+ "nis" => [0x022FC],
+ "nisd" => [0x022FA],
+ "niv" => [0x0220B],
+ "njcy" => [0x0045A],
+ "nlArr" => [0x021CD],
+ "nlE" => [0x02266, 0x00338],
+ "nlarr" => [0x0219A],
+ "nldr" => [0x02025],
+ "nle" => [0x02270],
+ "nleftarrow" => [0x0219A],
+ "nleftrightarrow" => [0x021AE],
+ "nleq" => [0x02270],
+ "nleqq" => [0x02266, 0x00338],
+ "nleqslant" => [0x02A7D, 0x00338],
+ "nles" => [0x02A7D, 0x00338],
+ "nless" => [0x0226E],
+ "nlsim" => [0x02274],
+ "nlt" => [0x0226E],
+ "nltri" => [0x022EA],
+ "nltrie" => [0x022EC],
+ "nmid" => [0x02224],
+ "nopf" => [0x1D55F],
+ "not" => [0x000AC],
+ "notin" => [0x02209],
+ "notinE" => [0x022F9, 0x00338],
+ "notindot" => [0x022F5, 0x00338],
+ "notinva" => [0x02209],
+ "notinvb" => [0x022F7],
+ "notinvc" => [0x022F6],
+ "notni" => [0x0220C],
+ "notniva" => [0x0220C],
+ "notnivb" => [0x022FE],
+ "notnivc" => [0x022FD],
+ "npar" => [0x02226],
+ "nparallel" => [0x02226],
+ "nparsl" => [0x02AFD, 0x020E5],
+ "npart" => [0x02202, 0x00338],
+ "npolint" => [0x02A14],
+ "npr" => [0x02280],
+ "nprcue" => [0x022E0],
+ "npre" => [0x02AAF, 0x00338],
+ "nprec" => [0x02280],
+ "npreceq" => [0x02AAF, 0x00338],
+ "nrArr" => [0x021CF],
+ "nrarr" => [0x0219B],
+ "nrarrc" => [0x02933, 0x00338],
+ "nrarrw" => [0x0219D, 0x00338],
+ "nrightarrow" => [0x0219B],
+ "nrtri" => [0x022EB],
+ "nrtrie" => [0x022ED],
+ "nsc" => [0x02281],
+ "nsccue" => [0x022E1],
+ "nsce" => [0x02AB0, 0x00338],
+ "nscr" => [0x1D4C3],
+ "nshortmid" => [0x02224],
+ "nshortparallel" => [0x02226],
+ "nsim" => [0x02241],
+ "nsime" => [0x02244],
+ "nsimeq" => [0x02244],
+ "nsmid" => [0x02224],
+ "nspar" => [0x02226],
+ "nsqsube" => [0x022E2],
+ "nsqsupe" => [0x022E3],
+ "nsub" => [0x02284],
+ "nsubE" => [0x02AC5, 0x00338],
+ "nsube" => [0x02288],
+ "nsubset" => [0x02282, 0x020D2],
+ "nsubseteq" => [0x02288],
+ "nsubseteqq" => [0x02AC5, 0x00338],
+ "nsucc" => [0x02281],
+ "nsucceq" => [0x02AB0, 0x00338],
+ "nsup" => [0x02285],
+ "nsupE" => [0x02AC6, 0x00338],
+ "nsupe" => [0x02289],
+ "nsupset" => [0x02283, 0x020D2],
+ "nsupseteq" => [0x02289],
+ "nsupseteqq" => [0x02AC6, 0x00338],
+ "ntgl" => [0x02279],
+ "ntilde" => [0x000F1],
+ "ntlg" => [0x02278],
+ "ntriangleleft" => [0x022EA],
+ "ntrianglelefteq" => [0x022EC],
+ "ntriangleright" => [0x022EB],
+ "ntrianglerighteq" => [0x022ED],
+ "nu" => [0x003BD],
+ "num" => [0x00023],
+ "numero" => [0x02116],
+ "numsp" => [0x02007],
+ "nvDash" => [0x022AD],
+ "nvHarr" => [0x02904],
+ "nvap" => [0x0224D, 0x020D2],
+ "nvdash" => [0x022AC],
+ "nvge" => [0x02265, 0x020D2],
+ "nvgt" => [0x0003E, 0x020D2],
+ "nvinfin" => [0x029DE],
+ "nvlArr" => [0x02902],
+ "nvle" => [0x02264, 0x020D2],
+ "nvlt" => [0x0003C, 0x020D2],
+ "nvltrie" => [0x022B4, 0x020D2],
+ "nvrArr" => [0x02903],
+ "nvrtrie" => [0x022B5, 0x020D2],
+ "nvsim" => [0x0223C, 0x020D2],
+ "nwArr" => [0x021D6],
+ "nwarhk" => [0x02923],
+ "nwarr" => [0x02196],
+ "nwarrow" => [0x02196],
+ "nwnear" => [0x02927],
+ "oS" => [0x024C8],
+ "oacute" => [0x000F3],
+ "oast" => [0x0229B],
+ "ocir" => [0x0229A],
+ "ocirc" => [0x000F4],
+ "ocy" => [0x0043E],
+ "odash" => [0x0229D],
+ "odblac" => [0x00151],
+ "odiv" => [0x02A38],
+ "odot" => [0x02299],
+ "odsold" => [0x029BC],
+ "oelig" => [0x00153],
+ "ofcir" => [0x029BF],
+ "ofr" => [0x1D52C],
+ "ogon" => [0x002DB],
+ "ograve" => [0x000F2],
+ "ogt" => [0x029C1],
+ "ohbar" => [0x029B5],
+ "ohm" => [0x003A9],
+ "oint" => [0x0222E],
+ "olarr" => [0x021BA],
+ "olcir" => [0x029BE],
+ "olcross" => [0x029BB],
+ "oline" => [0x0203E],
+ "olt" => [0x029C0],
+ "omacr" => [0x0014D],
+ "omega" => [0x003C9],
+ "omicron" => [0x003BF],
+ "omid" => [0x029B6],
+ "ominus" => [0x02296],
+ "oopf" => [0x1D560],
+ "opar" => [0x029B7],
+ "operp" => [0x029B9],
+ "oplus" => [0x02295],
+ "or" => [0x02228],
+ "orarr" => [0x021BB],
+ "ord" => [0x02A5D],
+ "order" => [0x02134],
+ "orderof" => [0x02134],
+ "ordf" => [0x000AA],
+ "ordm" => [0x000BA],
+ "origof" => [0x022B6],
+ "oror" => [0x02A56],
+ "orslope" => [0x02A57],
+ "orv" => [0x02A5B],
+ "oscr" => [0x02134],
+ "oslash" => [0x000F8],
+ "osol" => [0x02298],
+ "otilde" => [0x000F5],
+ "otimes" => [0x02297],
+ "otimesas" => [0x02A36],
+ "ouml" => [0x000F6],
+ "ovbar" => [0x0233D],
+ "par" => [0x02225],
+ "para" => [0x000B6],
+ "parallel" => [0x02225],
+ "parsim" => [0x02AF3],
+ "parsl" => [0x02AFD],
+ "part" => [0x02202],
+ "pcy" => [0x0043F],
+ "percnt" => [0x00025],
+ "period" => [0x0002E],
+ "permil" => [0x02030],
+ "perp" => [0x022A5],
+ "pertenk" => [0x02031],
+ "pfr" => [0x1D52D],
+ "phi" => [0x003C6],
+ "phiv" => [0x003D5],
+ "phmmat" => [0x02133],
+ "phone" => [0x0260E],
+ "pi" => [0x003C0],
+ "pitchfork" => [0x022D4],
+ "piv" => [0x003D6],
+ "planck" => [0x0210F],
+ "planckh" => [0x0210E],
+ "plankv" => [0x0210F],
+ "plus" => [0x0002B],
+ "plusacir" => [0x02A23],
+ "plusb" => [0x0229E],
+ "pluscir" => [0x02A22],
+ "plusdo" => [0x02214],
+ "plusdu" => [0x02A25],
+ "pluse" => [0x02A72],
+ "plusmn" => [0x000B1],
+ "plussim" => [0x02A26],
+ "plustwo" => [0x02A27],
+ "pm" => [0x000B1],
+ "pointint" => [0x02A15],
+ "popf" => [0x1D561],
+ "pound" => [0x000A3],
+ "pr" => [0x0227A],
+ "prE" => [0x02AB3],
+ "prap" => [0x02AB7],
+ "prcue" => [0x0227C],
+ "pre" => [0x02AAF],
+ "prec" => [0x0227A],
+ "precapprox" => [0x02AB7],
+ "preccurlyeq" => [0x0227C],
+ "preceq" => [0x02AAF],
+ "precnapprox" => [0x02AB9],
+ "precneqq" => [0x02AB5],
+ "precnsim" => [0x022E8],
+ "precsim" => [0x0227E],
+ "prime" => [0x02032],
+ "primes" => [0x02119],
+ "prnE" => [0x02AB5],
+ "prnap" => [0x02AB9],
+ "prnsim" => [0x022E8],
+ "prod" => [0x0220F],
+ "profalar" => [0x0232E],
+ "profline" => [0x02312],
+ "profsurf" => [0x02313],
+ "prop" => [0x0221D],
+ "propto" => [0x0221D],
+ "prsim" => [0x0227E],
+ "prurel" => [0x022B0],
+ "pscr" => [0x1D4C5],
+ "psi" => [0x003C8],
+ "puncsp" => [0x02008],
+ "qfr" => [0x1D52E],
+ "qint" => [0x02A0C],
+ "qopf" => [0x1D562],
+ "qprime" => [0x02057],
+ "qscr" => [0x1D4C6],
+ "quaternions" => [0x0210D],
+ "quatint" => [0x02A16],
+ "quest" => [0x0003F],
+ "questeq" => [0x0225F],
+ "quot" => [0x00022],
+ "rAarr" => [0x021DB],
+ "rArr" => [0x021D2],
+ "rAtail" => [0x0291C],
+ "rBarr" => [0x0290F],
+ "rHar" => [0x02964],
+ "race" => [0x0223D, 0x00331],
+ "racute" => [0x00155],
+ "radic" => [0x0221A],
+ "raemptyv" => [0x029B3],
+ "rang" => [0x027E9],
+ "rangd" => [0x02992],
+ "range" => [0x029A5],
+ "rangle" => [0x027E9],
+ "raquo" => [0x000BB],
+ "rarr" => [0x02192],
+ "rarrap" => [0x02975],
+ "rarrb" => [0x021E5],
+ "rarrbfs" => [0x02920],
+ "rarrc" => [0x02933],
+ "rarrfs" => [0x0291E],
+ "rarrhk" => [0x021AA],
+ "rarrlp" => [0x021AC],
+ "rarrpl" => [0x02945],
+ "rarrsim" => [0x02974],
+ "rarrtl" => [0x021A3],
+ "rarrw" => [0x0219D],
+ "ratail" => [0x0291A],
+ "ratio" => [0x02236],
+ "rationals" => [0x0211A],
+ "rbarr" => [0x0290D],
+ "rbbrk" => [0x02773],
+ "rbrace" => [0x0007D],
+ "rbrack" => [0x0005D],
+ "rbrke" => [0x0298C],
+ "rbrksld" => [0x0298E],
+ "rbrkslu" => [0x02990],
+ "rcaron" => [0x00159],
+ "rcedil" => [0x00157],
+ "rceil" => [0x02309],
+ "rcub" => [0x0007D],
+ "rcy" => [0x00440],
+ "rdca" => [0x02937],
+ "rdldhar" => [0x02969],
+ "rdquo" => [0x0201D],
+ "rdquor" => [0x0201D],
+ "rdsh" => [0x021B3],
+ "real" => [0x0211C],
+ "realine" => [0x0211B],
+ "realpart" => [0x0211C],
+ "reals" => [0x0211D],
+ "rect" => [0x025AD],
+ "reg" => [0x000AE],
+ "rfisht" => [0x0297D],
+ "rfloor" => [0x0230B],
+ "rfr" => [0x1D52F],
+ "rhard" => [0x021C1],
+ "rharu" => [0x021C0],
+ "rharul" => [0x0296C],
+ "rho" => [0x003C1],
+ "rhov" => [0x003F1],
+ "rightarrow" => [0x02192],
+ "rightarrowtail" => [0x021A3],
+ "rightharpoondown" => [0x021C1],
+ "rightharpoonup" => [0x021C0],
+ "rightleftarrows" => [0x021C4],
+ "rightleftharpoons" => [0x021CC],
+ "rightrightarrows" => [0x021C9],
+ "rightsquigarrow" => [0x0219D],
+ "rightthreetimes" => [0x022CC],
+ "ring" => [0x002DA],
+ "risingdotseq" => [0x02253],
+ "rlarr" => [0x021C4],
+ "rlhar" => [0x021CC],
+ "rlm" => [0x0200F],
+ "rmoust" => [0x023B1],
+ "rmoustache" => [0x023B1],
+ "rnmid" => [0x02AEE],
+ "roang" => [0x027ED],
+ "roarr" => [0x021FE],
+ "robrk" => [0x027E7],
+ "ropar" => [0x02986],
+ "ropf" => [0x1D563],
+ "roplus" => [0x02A2E],
+ "rotimes" => [0x02A35],
+ "rpar" => [0x00029],
+ "rpargt" => [0x02994],
+ "rppolint" => [0x02A12],
+ "rrarr" => [0x021C9],
+ "rsaquo" => [0x0203A],
+ "rscr" => [0x1D4C7],
+ "rsh" => [0x021B1],
+ "rsqb" => [0x0005D],
+ "rsquo" => [0x02019],
+ "rsquor" => [0x02019],
+ "rthree" => [0x022CC],
+ "rtimes" => [0x022CA],
+ "rtri" => [0x025B9],
+ "rtrie" => [0x022B5],
+ "rtrif" => [0x025B8],
+ "rtriltri" => [0x029CE],
+ "ruluhar" => [0x02968],
+ "rx" => [0x0211E],
+ "sacute" => [0x0015B],
+ "sbquo" => [0x0201A],
+ "sc" => [0x0227B],
+ "scE" => [0x02AB4],
+ "scap" => [0x02AB8],
+ "scaron" => [0x00161],
+ "sccue" => [0x0227D],
+ "sce" => [0x02AB0],
+ "scedil" => [0x0015F],
+ "scirc" => [0x0015D],
+ "scnE" => [0x02AB6],
+ "scnap" => [0x02ABA],
+ "scnsim" => [0x022E9],
+ "scpolint" => [0x02A13],
+ "scsim" => [0x0227F],
+ "scy" => [0x00441],
+ "sdot" => [0x022C5],
+ "sdotb" => [0x022A1],
+ "sdote" => [0x02A66],
+ "seArr" => [0x021D8],
+ "searhk" => [0x02925],
+ "searr" => [0x02198],
+ "searrow" => [0x02198],
+ "sect" => [0x000A7],
+ "semi" => [0x0003B],
+ "seswar" => [0x02929],
+ "setminus" => [0x02216],
+ "setmn" => [0x02216],
+ "sext" => [0x02736],
+ "sfr" => [0x1D530],
+ "sfrown" => [0x02322],
+ "sharp" => [0x0266F],
+ "shchcy" => [0x00449],
+ "shcy" => [0x00448],
+ "shortmid" => [0x02223],
+ "shortparallel" => [0x02225],
+ "shy" => [0x000AD],
+ "sigma" => [0x003C3],
+ "sigmaf" => [0x003C2],
+ "sigmav" => [0x003C2],
+ "sim" => [0x0223C],
+ "simdot" => [0x02A6A],
+ "sime" => [0x02243],
+ "simeq" => [0x02243],
+ "simg" => [0x02A9E],
+ "simgE" => [0x02AA0],
+ "siml" => [0x02A9D],
+ "simlE" => [0x02A9F],
+ "simne" => [0x02246],
+ "simplus" => [0x02A24],
+ "simrarr" => [0x02972],
+ "slarr" => [0x02190],
+ "smallsetminus" => [0x02216],
+ "smashp" => [0x02A33],
+ "smeparsl" => [0x029E4],
+ "smid" => [0x02223],
+ "smile" => [0x02323],
+ "smt" => [0x02AAA],
+ "smte" => [0x02AAC],
+ "smtes" => [0x02AAC, 0x0FE00],
+ "softcy" => [0x0044C],
+ "sol" => [0x0002F],
+ "solb" => [0x029C4],
+ "solbar" => [0x0233F],
+ "sopf" => [0x1D564],
+ "spades" => [0x02660],
+ "spadesuit" => [0x02660],
+ "spar" => [0x02225],
+ "sqcap" => [0x02293],
+ "sqcaps" => [0x02293, 0x0FE00],
+ "sqcup" => [0x02294],
+ "sqcups" => [0x02294, 0x0FE00],
+ "sqsub" => [0x0228F],
+ "sqsube" => [0x02291],
+ "sqsubset" => [0x0228F],
+ "sqsubseteq" => [0x02291],
+ "sqsup" => [0x02290],
+ "sqsupe" => [0x02292],
+ "sqsupset" => [0x02290],
+ "sqsupseteq" => [0x02292],
+ "squ" => [0x025A1],
+ "square" => [0x025A1],
+ "squarf" => [0x025AA],
+ "squf" => [0x025AA],
+ "srarr" => [0x02192],
+ "sscr" => [0x1D4C8],
+ "ssetmn" => [0x02216],
+ "ssmile" => [0x02323],
+ "sstarf" => [0x022C6],
+ "star" => [0x02606],
+ "starf" => [0x02605],
+ "straightepsilon" => [0x003F5],
+ "straightphi" => [0x003D5],
+ "strns" => [0x000AF],
+ "sub" => [0x02282],
+ "subE" => [0x02AC5],
+ "subdot" => [0x02ABD],
+ "sube" => [0x02286],
+ "subedot" => [0x02AC3],
+ "submult" => [0x02AC1],
+ "subnE" => [0x02ACB],
+ "subne" => [0x0228A],
+ "subplus" => [0x02ABF],
+ "subrarr" => [0x02979],
+ "subset" => [0x02282],
+ "subseteq" => [0x02286],
+ "subseteqq" => [0x02AC5],
+ "subsetneq" => [0x0228A],
+ "subsetneqq" => [0x02ACB],
+ "subsim" => [0x02AC7],
+ "subsub" => [0x02AD5],
+ "subsup" => [0x02AD3],
+ "succ" => [0x0227B],
+ "succapprox" => [0x02AB8],
+ "succcurlyeq" => [0x0227D],
+ "succeq" => [0x02AB0],
+ "succnapprox" => [0x02ABA],
+ "succneqq" => [0x02AB6],
+ "succnsim" => [0x022E9],
+ "succsim" => [0x0227F],
+ "sum" => [0x02211],
+ "sung" => [0x0266A],
+ "sup" => [0x02283],
+ "sup1" => [0x000B9],
+ "sup2" => [0x000B2],
+ "sup3" => [0x000B3],
+ "supE" => [0x02AC6],
+ "supdot" => [0x02ABE],
+ "supdsub" => [0x02AD8],
+ "supe" => [0x02287],
+ "supedot" => [0x02AC4],
+ "suphsol" => [0x027C9],
+ "suphsub" => [0x02AD7],
+ "suplarr" => [0x0297B],
+ "supmult" => [0x02AC2],
+ "supnE" => [0x02ACC],
+ "supne" => [0x0228B],
+ "supplus" => [0x02AC0],
+ "supset" => [0x02283],
+ "supseteq" => [0x02287],
+ "supseteqq" => [0x02AC6],
+ "supsetneq" => [0x0228B],
+ "supsetneqq" => [0x02ACC],
+ "supsim" => [0x02AC8],
+ "supsub" => [0x02AD4],
+ "supsup" => [0x02AD6],
+ "swArr" => [0x021D9],
+ "swarhk" => [0x02926],
+ "swarr" => [0x02199],
+ "swarrow" => [0x02199],
+ "swnwar" => [0x0292A],
+ "szlig" => [0x000DF],
+ "target" => [0x02316],
+ "tau" => [0x003C4],
+ "tbrk" => [0x023B4],
+ "tcaron" => [0x00165],
+ "tcedil" => [0x00163],
+ "tcy" => [0x00442],
+ "tdot" => [0x020DB],
+ "telrec" => [0x02315],
+ "tfr" => [0x1D531],
+ "there4" => [0x02234],
+ "therefore" => [0x02234],
+ "theta" => [0x003B8],
+ "thetasym" => [0x003D1],
+ "thetav" => [0x003D1],
+ "thickapprox" => [0x02248],
+ "thicksim" => [0x0223C],
+ "thinsp" => [0x02009],
+ "thkap" => [0x02248],
+ "thksim" => [0x0223C],
+ "thorn" => [0x000FE],
+ "tilde" => [0x002DC],
+ "times" => [0x000D7],
+ "timesb" => [0x022A0],
+ "timesbar" => [0x02A31],
+ "timesd" => [0x02A30],
+ "tint" => [0x0222D],
+ "toea" => [0x02928],
+ "top" => [0x022A4],
+ "topbot" => [0x02336],
+ "topcir" => [0x02AF1],
+ "topf" => [0x1D565],
+ "topfork" => [0x02ADA],
+ "tosa" => [0x02929],
+ "tprime" => [0x02034],
+ "trade" => [0x02122],
+ "triangle" => [0x025B5],
+ "triangledown" => [0x025BF],
+ "triangleleft" => [0x025C3],
+ "trianglelefteq" => [0x022B4],
+ "triangleq" => [0x0225C],
+ "triangleright" => [0x025B9],
+ "trianglerighteq" => [0x022B5],
+ "tridot" => [0x025EC],
+ "trie" => [0x0225C],
+ "triminus" => [0x02A3A],
+ "triplus" => [0x02A39],
+ "trisb" => [0x029CD],
+ "tritime" => [0x02A3B],
+ "trpezium" => [0x023E2],
+ "tscr" => [0x1D4C9],
+ "tscy" => [0x00446],
+ "tshcy" => [0x0045B],
+ "tstrok" => [0x00167],
+ "twixt" => [0x0226C],
+ "twoheadleftarrow" => [0x0219E],
+ "twoheadrightarrow" => [0x021A0],
+ "uArr" => [0x021D1],
+ "uHar" => [0x02963],
+ "uacute" => [0x000FA],
+ "uarr" => [0x02191],
+ "ubrcy" => [0x0045E],
+ "ubreve" => [0x0016D],
+ "ucirc" => [0x000FB],
+ "ucy" => [0x00443],
+ "udarr" => [0x021C5],
+ "udblac" => [0x00171],
+ "udhar" => [0x0296E],
+ "ufisht" => [0x0297E],
+ "ufr" => [0x1D532],
+ "ugrave" => [0x000F9],
+ "uharl" => [0x021BF],
+ "uharr" => [0x021BE],
+ "uhblk" => [0x02580],
+ "ulcorn" => [0x0231C],
+ "ulcorner" => [0x0231C],
+ "ulcrop" => [0x0230F],
+ "ultri" => [0x025F8],
+ "umacr" => [0x0016B],
+ "uml" => [0x000A8],
+ "uogon" => [0x00173],
+ "uopf" => [0x1D566],
+ "uparrow" => [0x02191],
+ "updownarrow" => [0x02195],
+ "upharpoonleft" => [0x021BF],
+ "upharpoonright" => [0x021BE],
+ "uplus" => [0x0228E],
+ "upsi" => [0x003C5],
+ "upsih" => [0x003D2],
+ "upsilon" => [0x003C5],
+ "upuparrows" => [0x021C8],
+ "urcorn" => [0x0231D],
+ "urcorner" => [0x0231D],
+ "urcrop" => [0x0230E],
+ "uring" => [0x0016F],
+ "urtri" => [0x025F9],
+ "uscr" => [0x1D4CA],
+ "utdot" => [0x022F0],
+ "utilde" => [0x00169],
+ "utri" => [0x025B5],
+ "utrif" => [0x025B4],
+ "uuarr" => [0x021C8],
+ "uuml" => [0x000FC],
+ "uwangle" => [0x029A7],
+ "vArr" => [0x021D5],
+ "vBar" => [0x02AE8],
+ "vBarv" => [0x02AE9],
+ "vDash" => [0x022A8],
+ "vangrt" => [0x0299C],
+ "varepsilon" => [0x003F5],
+ "varkappa" => [0x003F0],
+ "varnothing" => [0x02205],
+ "varphi" => [0x003D5],
+ "varpi" => [0x003D6],
+ "varpropto" => [0x0221D],
+ "varr" => [0x02195],
+ "varrho" => [0x003F1],
+ "varsigma" => [0x003C2],
+ "varsubsetneq" => [0x0228A, 0x0FE00],
+ "varsubsetneqq" => [0x02ACB, 0x0FE00],
+ "varsupsetneq" => [0x0228B, 0x0FE00],
+ "varsupsetneqq" => [0x02ACC, 0x0FE00],
+ "vartheta" => [0x003D1],
+ "vartriangleleft" => [0x022B2],
+ "vartriangleright" => [0x022B3],
+ "vcy" => [0x00432],
+ "vdash" => [0x022A2],
+ "vee" => [0x02228],
+ "veebar" => [0x022BB],
+ "veeeq" => [0x0225A],
+ "vellip" => [0x022EE],
+ "verbar" => [0x0007C],
+ "vert" => [0x0007C],
+ "vfr" => [0x1D533],
+ "vltri" => [0x022B2],
+ "vnsub" => [0x02282, 0x020D2],
+ "vnsup" => [0x02283, 0x020D2],
+ "vopf" => [0x1D567],
+ "vprop" => [0x0221D],
+ "vrtri" => [0x022B3],
+ "vscr" => [0x1D4CB],
+ "vsubnE" => [0x02ACB, 0x0FE00],
+ "vsubne" => [0x0228A, 0x0FE00],
+ "vsupnE" => [0x02ACC, 0x0FE00],
+ "vsupne" => [0x0228B, 0x0FE00],
+ "vzigzag" => [0x0299A],
+ "wcirc" => [0x00175],
+ "wedbar" => [0x02A5F],
+ "wedge" => [0x02227],
+ "wedgeq" => [0x02259],
+ "weierp" => [0x02118],
+ "wfr" => [0x1D534],
+ "wopf" => [0x1D568],
+ "wp" => [0x02118],
+ "wr" => [0x02240],
+ "wreath" => [0x02240],
+ "wscr" => [0x1D4CC],
+ "xcap" => [0x022C2],
+ "xcirc" => [0x025EF],
+ "xcup" => [0x022C3],
+ "xdtri" => [0x025BD],
+ "xfr" => [0x1D535],
+ "xhArr" => [0x027FA],
+ "xharr" => [0x027F7],
+ "xi" => [0x003BE],
+ "xlArr" => [0x027F8],
+ "xlarr" => [0x027F5],
+ "xmap" => [0x027FC],
+ "xnis" => [0x022FB],
+ "xodot" => [0x02A00],
+ "xopf" => [0x1D569],
+ "xoplus" => [0x02A01],
+ "xotime" => [0x02A02],
+ "xrArr" => [0x027F9],
+ "xrarr" => [0x027F6],
+ "xscr" => [0x1D4CD],
+ "xsqcup" => [0x02A06],
+ "xuplus" => [0x02A04],
+ "xutri" => [0x025B3],
+ "xvee" => [0x022C1],
+ "xwedge" => [0x022C0],
+ "yacute" => [0x000FD],
+ "yacy" => [0x0044F],
+ "ycirc" => [0x00177],
+ "ycy" => [0x0044B],
+ "yen" => [0x000A5],
+ "yfr" => [0x1D536],
+ "yicy" => [0x00457],
+ "yopf" => [0x1D56A],
+ "yscr" => [0x1D4CE],
+ "yucy" => [0x0044E],
+ "yuml" => [0x000FF],
+ "zacute" => [0x0017A],
+ "zcaron" => [0x0017E],
+ "zcy" => [0x00437],
+ "zdot" => [0x0017C],
+ "zeetrf" => [0x02128],
+ "zeta" => [0x003B6],
+ "zfr" => [0x1D537],
+ "zhcy" => [0x00436],
+ "zigrarr" => [0x021DD],
+ "zopf" => [0x1D56B],
+ "zscr" => [0x1D4CF],
+ "zwj" => [0x0200D],
+ "zwnj" => [0x0200C],
+}
+
diff --git a/jni/ruby/lib/rdoc/markdown/literals_1_9.rb b/jni/ruby/lib/rdoc/markdown/literals_1_9.rb
new file mode 100644
index 0000000..f7bfbe2
--- /dev/null
+++ b/jni/ruby/lib/rdoc/markdown/literals_1_9.rb
@@ -0,0 +1,420 @@
+# coding: UTF-8
+# :markup: markdown
+
+##
+#--
+# This set of literals is for Ruby 1.9 regular expressions and gives full
+# unicode support.
+#
+# Unlike peg-markdown, this set of literals recognizes Unicode alphanumeric
+# characters, newlines and spaces.
+class RDoc::Markdown::Literals
+ # :stopdoc:
+
+ # This is distinct from setup_parser so that a standalone parser
+ # can redefine #initialize and still have access to the proper
+ # parser setup code.
+ def initialize(str, debug=false)
+ setup_parser(str, debug)
+ end
+
+
+
+ # Prepares for parsing +str+. If you define a custom initialize you must
+ # call this method before #parse
+ def setup_parser(str, debug=false)
+ set_string str, 0
+ @memoizations = Hash.new { |h,k| h[k] = {} }
+ @result = nil
+ @failed_rule = nil
+ @failing_rule_offset = -1
+
+ setup_foreign_grammar
+ end
+
+ attr_reader :string
+ attr_reader :failing_rule_offset
+ attr_accessor :result, :pos
+
+ def current_column(target=pos)
+ if c = string.rindex("\n", target-1)
+ return target - c - 1
+ end
+
+ target + 1
+ end
+
+ def current_line(target=pos)
+ cur_offset = 0
+ cur_line = 0
+
+ string.each_line do |line|
+ cur_line += 1
+ cur_offset += line.size
+ return cur_line if cur_offset >= target
+ end
+
+ -1
+ end
+
+ def lines
+ lines = []
+ string.each_line { |l| lines << l }
+ lines
+ end
+
+
+
+ def get_text(start)
+ @string[start..@pos-1]
+ end
+
+ # Sets the string and current parsing position for the parser.
+ def set_string string, pos
+ @string = string
+ @string_size = string ? string.size : 0
+ @pos = pos
+ end
+
+ def show_pos
+ width = 10
+ if @pos < width
+ "#{@pos} (\"#{@string[0,@pos]}\" @ \"#{@string[@pos,width]}\")"
+ else
+ "#{@pos} (\"... #{@string[@pos - width, width]}\" @ \"#{@string[@pos,width]}\")"
+ end
+ end
+
+ def failure_info
+ l = current_line @failing_rule_offset
+ c = current_column @failing_rule_offset
+
+ if @failed_rule.kind_of? Symbol
+ info = self.class::Rules[@failed_rule]
+ "line #{l}, column #{c}: failed rule '#{info.name}' = '#{info.rendered}'"
+ else
+ "line #{l}, column #{c}: failed rule '#{@failed_rule}'"
+ end
+ end
+
+ def failure_caret
+ l = current_line @failing_rule_offset
+ c = current_column @failing_rule_offset
+
+ line = lines[l-1]
+ "#{line}\n#{' ' * (c - 1)}^"
+ end
+
+ def failure_character
+ l = current_line @failing_rule_offset
+ c = current_column @failing_rule_offset
+ lines[l-1][c-1, 1]
+ end
+
+ def failure_oneline
+ l = current_line @failing_rule_offset
+ c = current_column @failing_rule_offset
+
+ char = lines[l-1][c-1, 1]
+
+ if @failed_rule.kind_of? Symbol
+ info = self.class::Rules[@failed_rule]
+ "@#{l}:#{c} failed rule '#{info.name}', got '#{char}'"
+ else
+ "@#{l}:#{c} failed rule '#{@failed_rule}', got '#{char}'"
+ end
+ end
+
+ class ParseError < RuntimeError
+ end
+
+ def raise_error
+ raise ParseError, failure_oneline
+ end
+
+ def show_error(io=STDOUT)
+ error_pos = @failing_rule_offset
+ line_no = current_line(error_pos)
+ col_no = current_column(error_pos)
+
+ io.puts "On line #{line_no}, column #{col_no}:"
+
+ if @failed_rule.kind_of? Symbol
+ info = self.class::Rules[@failed_rule]
+ io.puts "Failed to match '#{info.rendered}' (rule '#{info.name}')"
+ else
+ io.puts "Failed to match rule '#{@failed_rule}'"
+ end
+
+ io.puts "Got: #{string[error_pos,1].inspect}"
+ line = lines[line_no-1]
+ io.puts "=> #{line}"
+ io.print(" " * (col_no + 3))
+ io.puts "^"
+ end
+
+ def set_failed_rule(name)
+ if @pos > @failing_rule_offset
+ @failed_rule = name
+ @failing_rule_offset = @pos
+ end
+ end
+
+ attr_reader :failed_rule
+
+ def match_string(str)
+ len = str.size
+ if @string[pos,len] == str
+ @pos += len
+ return str
+ end
+
+ return nil
+ end
+
+ def scan(reg)
+ if m = reg.match(@string[@pos..-1])
+ width = m.end(0)
+ @pos += width
+ return true
+ end
+
+ return nil
+ end
+
+ if "".respond_to? :ord
+ def get_byte
+ if @pos >= @string_size
+ return nil
+ end
+
+ s = @string[@pos].ord
+ @pos += 1
+ s
+ end
+ else
+ def get_byte
+ if @pos >= @string_size
+ return nil
+ end
+
+ s = @string[@pos]
+ @pos += 1
+ s
+ end
+ end
+
+ def parse(rule=nil)
+ # We invoke the rules indirectly via apply
+ # instead of by just calling them as methods because
+ # if the rules use left recursion, apply needs to
+ # manage that.
+
+ if !rule
+ apply(:_root)
+ else
+ method = rule.gsub("-","_hyphen_")
+ apply :"_#{method}"
+ end
+ end
+
+ class MemoEntry
+ def initialize(ans, pos)
+ @ans = ans
+ @pos = pos
+ @result = nil
+ @set = false
+ @left_rec = false
+ end
+
+ attr_reader :ans, :pos, :result, :set
+ attr_accessor :left_rec
+
+ def move!(ans, pos, result)
+ @ans = ans
+ @pos = pos
+ @result = result
+ @set = true
+ @left_rec = false
+ end
+ end
+
+ def external_invoke(other, rule, *args)
+ old_pos = @pos
+ old_string = @string
+
+ set_string other.string, other.pos
+
+ begin
+ if val = __send__(rule, *args)
+ other.pos = @pos
+ other.result = @result
+ else
+ other.set_failed_rule "#{self.class}##{rule}"
+ end
+ val
+ ensure
+ set_string old_string, old_pos
+ end
+ end
+
+ def apply_with_args(rule, *args)
+ memo_key = [rule, args]
+ if m = @memoizations[memo_key][@pos]
+ @pos = m.pos
+ if !m.set
+ m.left_rec = true
+ return nil
+ end
+
+ @result = m.result
+
+ return m.ans
+ else
+ m = MemoEntry.new(nil, @pos)
+ @memoizations[memo_key][@pos] = m
+ start_pos = @pos
+
+ ans = __send__ rule, *args
+
+ lr = m.left_rec
+
+ m.move! ans, @pos, @result
+
+ # Don't bother trying to grow the left recursion
+ # if it's failing straight away (thus there is no seed)
+ if ans and lr
+ return grow_lr(rule, args, start_pos, m)
+ else
+ return ans
+ end
+
+ return ans
+ end
+ end
+
+ def apply(rule)
+ if m = @memoizations[rule][@pos]
+ @pos = m.pos
+ if !m.set
+ m.left_rec = true
+ return nil
+ end
+
+ @result = m.result
+
+ return m.ans
+ else
+ m = MemoEntry.new(nil, @pos)
+ @memoizations[rule][@pos] = m
+ start_pos = @pos
+
+ ans = __send__ rule
+
+ lr = m.left_rec
+
+ m.move! ans, @pos, @result
+
+ # Don't bother trying to grow the left recursion
+ # if it's failing straight away (thus there is no seed)
+ if ans and lr
+ return grow_lr(rule, nil, start_pos, m)
+ else
+ return ans
+ end
+
+ return ans
+ end
+ end
+
+ def grow_lr(rule, args, start_pos, m)
+ while true
+ @pos = start_pos
+ @result = m.result
+
+ if args
+ ans = __send__ rule, *args
+ else
+ ans = __send__ rule
+ end
+ return nil unless ans
+
+ break if @pos <= m.pos
+
+ m.move! ans, @pos, @result
+ end
+
+ @result = m.result
+ @pos = m.pos
+ return m.ans
+ end
+
+ class RuleInfo
+ def initialize(name, rendered)
+ @name = name
+ @rendered = rendered
+ end
+
+ attr_reader :name, :rendered
+ end
+
+ def self.rule_info(name, rendered)
+ RuleInfo.new(name, rendered)
+ end
+
+
+ # :startdoc:
+ # :stopdoc:
+ def setup_foreign_grammar; end
+
+ # Alphanumeric = /\p{Word}/
+ def _Alphanumeric
+ _tmp = scan(/\A(?-mix:\p{Word})/)
+ set_failed_rule :_Alphanumeric unless _tmp
+ return _tmp
+ end
+
+ # AlphanumericAscii = /[A-Za-z0-9]/
+ def _AlphanumericAscii
+ _tmp = scan(/\A(?-mix:[A-Za-z0-9])/)
+ set_failed_rule :_AlphanumericAscii unless _tmp
+ return _tmp
+ end
+
+ # BOM = "uFEFF"
+ def _BOM
+ _tmp = match_string("uFEFF")
+ set_failed_rule :_BOM unless _tmp
+ return _tmp
+ end
+
+ # Newline = /\n|\r\n?|\p{Zl}|\p{Zp}/
+ def _Newline
+ _tmp = scan(/\A(?-mix:\n|\r\n?|\p{Zl}|\p{Zp})/)
+ set_failed_rule :_Newline unless _tmp
+ return _tmp
+ end
+
+ # NonAlphanumeric = /\p{^Word}/
+ def _NonAlphanumeric
+ _tmp = scan(/\A(?-mix:\p{^Word})/)
+ set_failed_rule :_NonAlphanumeric unless _tmp
+ return _tmp
+ end
+
+ # Spacechar = /\t|\p{Zs}/
+ def _Spacechar
+ _tmp = scan(/\A(?-mix:\t|\p{Zs})/)
+ set_failed_rule :_Spacechar unless _tmp
+ return _tmp
+ end
+
+ Rules = {}
+ Rules[:_Alphanumeric] = rule_info("Alphanumeric", "/\\p{Word}/")
+ Rules[:_AlphanumericAscii] = rule_info("AlphanumericAscii", "/[A-Za-z0-9]/")
+ Rules[:_BOM] = rule_info("BOM", "\"uFEFF\"")
+ Rules[:_Newline] = rule_info("Newline", "/\\n|\\r\\n?|\\p{Zl}|\\p{Zp}/")
+ Rules[:_NonAlphanumeric] = rule_info("NonAlphanumeric", "/\\p{^Word}/")
+ Rules[:_Spacechar] = rule_info("Spacechar", "/\\t|\\p{Zs}/")
+ # :startdoc:
+end