Module: Kramdown::Utils::Entities
- Defined in:
- lib/monkey_patches/kramdown/utils/entities.rb
Overview
Provides convenience methods for handling named and numeric entities.
Defined Under Namespace
Classes: Entity
Constant Summary collapse
- EXTEND_ENTITY_TABLE =
[ [9, "Tab"], [10, "NewLine"], [33, "excl"], [34, "QUOT"], [35, "num"], [36, "dollar"], [37, "percnt"], [38, "AMP"], [40, "lpar"], [41, "rpar"], [42, "ast"], [42, "midast"], [43, "plus"], [44, "comma"], [46, "period"], [47, "sol"], [58, "colon"], [59, "semi"], [60, "LT"], [[60, 8402], "nvlt"], [61, "equals"], [[61, 8421], "bne"], [62, "GT"], [[62, 8402], "nvgt"], [63, "quest"], [64, "commat"], [91, "lbrack"], [91, "lsqb"], [92, "bsol"], [93, "rsqb"], [93, "rbrack"], [94, "Hat"], [95, "lowbar"], [95, "UnderBar"], [96, "DiacriticalGrave"], [96, "grave"], [[102, 106], "fjlig"], [123, "lbrace"], [123, "lcub"], [124, "vert"], [124, "VerticalLine"], [124, "verbar"], [125, "rcub"], [125, "rbrace"], [160, "NonBreakingSpace"], [168, "DoubleDot"], [168, "die"], [168, "Dot"], [169, "COPY"], [174, "circledR"], [174, "REG"], [175, "strns"], [177, "pm"], [177, "PlusMinus"], [180, "DiacriticalAcute"], [183, "centerdot"], [183, "CenterDot"], [184, "Cedilla"], [189, "half"], [197, "angst"], [247, "div"], [256, "Amacr"], [257, "amacr"], [258, "Abreve"], [259, "abreve"], [260, "Aogon"], [261, "aogon"], [262, "Cacute"], [263, "cacute"], [264, "Ccirc"], [265, "ccirc"], [266, "Cdot"], [267, "cdot"], [268, "Ccaron"], [269, "ccaron"], [270, "Dcaron"], [271, "dcaron"], [272, "Dstrok"], [273, "dstrok"], [274, "Emacr"], [275, "emacr"], [278, "Edot"], [279, "edot"], [280, "Eogon"], [281, "eogon"], [282, "Ecaron"], [283, "ecaron"], [284, "Gcirc"], [285, "gcirc"], [286, "Gbreve"], [287, "gbreve"], [288, "Gdot"], [289, "gdot"], [290, "Gcedil"], [292, "Hcirc"], [293, "hcirc"], [294, "Hstrok"], [295, "hstrok"], [296, "Itilde"], [297, "itilde"], [298, "Imacr"], [299, "imacr"], [302, "Iogon"], [303, "iogon"], [304, "Idot"], [305, "inodot"], [305, "imath"], [306, "IJlig"], [307, "ijlig"], [308, "Jcirc"], [309, "jcirc"], [310, "Kcedil"], [311, "kcedil"], [312, "kgreen"], [313, "Lacute"], [314, "lacute"], [315, "Lcedil"], [316, "lcedil"], [317, "Lcaron"], [318, "lcaron"], [319, "Lmidot"], [320, "lmidot"], [321, "Lstrok"], [322, "lstrok"], [323, "Nacute"], [324, "nacute"], [325, "Ncedil"], [326, "ncedil"], [327, "Ncaron"], [328, "ncaron"], [329, "napos"], [330, "ENG"], [331, "eng"], [332, "Omacr"], [333, "omacr"], [336, "Odblac"], [337, "odblac"], [340, "Racute"], [341, "racute"], [342, "Rcedil"], [343, "rcedil"], [344, "Rcaron"], [345, "rcaron"], [346, "Sacute"], [347, "sacute"], [348, "Scirc"], [349, "scirc"], [350, "Scedil"], [351, "scedil"], [354, "Tcedil"], [355, "tcedil"], [356, "Tcaron"], [357, "tcaron"], [358, "Tstrok"], [359, "tstrok"], [360, "Utilde"], [361, "utilde"], [362, "Umacr"], [363, "umacr"], [364, "Ubreve"], [365, "ubreve"], [366, "Uring"], [367, "uring"], [368, "Udblac"], [369, "udblac"], [370, "Uogon"], [371, "uogon"], [372, "Wcirc"], [373, "wcirc"], [374, "Ycirc"], [375, "ycirc"], [377, "Zacute"], [378, "zacute"], [379, "Zdot"], [380, "zdot"], [381, "Zcaron"], [382, "zcaron"], [437, "imped"], [501, "gacute"], [567, "jmath"], [711, "caron"], [711, "Hacek"], [728, "breve"], [728, "Breve"], [729, "DiacriticalDot"], [729, "dot"], [730, "ring"], [731, "ogon"], [732, "DiacriticalTilde"], [733, "dblac"], [733, "DiacriticalDoubleAcute"], [785, "DownBreve"], [937, "ohm"], [949, "epsi"], [962, "sigmav"], [962, "varsigma"], [965, "upsi"], [977, "vartheta"], [977, "thetav"], [978, "Upsi"], [981, "varphi"], [981, "straightphi"], [981, "phiv"], [982, "varpi"], [988, "Gammad"], [989, "digamma"], [989, "gammad"], [1008, "varkappa"], [1008, "kappav"], [1009, "rhov"], [1009, "varrho"], [1013, "varepsilon"], [1013, "straightepsilon"], [1013, "epsiv"], [1014, "bepsi"], [1014, "backepsilon"], [1025, "IOcy"], [1026, "DJcy"], [1027, "GJcy"], [1028, "Jukcy"], [1029, "DScy"], [1030, "Iukcy"], [1031, "YIcy"], [1032, "Jsercy"], [1033, "LJcy"], [1034, "NJcy"], [1035, "TSHcy"], [1036, "KJcy"], [1038, "Ubrcy"], [1039, "DZcy"], [1040, "Acy"], [1041, "Bcy"], [1042, "Vcy"], [1043, "Gcy"], [1044, "Dcy"], [1045, "IEcy"], [1046, "ZHcy"], [1047, "Zcy"], [1048, "Icy"], [1049, "Jcy"], [1050, "Kcy"], [1051, "Lcy"], [1052, "Mcy"], [1053, "Ncy"], [1054, "Ocy"], [1055, "Pcy"], [1056, "Rcy"], [1057, "Scy"], [1058, "Tcy"], [1059, "Ucy"], [1060, "Fcy"], [1061, "KHcy"], [1062, "TScy"], [1063, "CHcy"], [1064, "SHcy"], [1065, "SHCHcy"], [1066, "HARDcy"], [1067, "Ycy"], [1068, "SOFTcy"], [1069, "Ecy"], [1070, "YUcy"], [1071, "YAcy"], [1072, "acy"], [1073, "bcy"], [1074, "vcy"], [1075, "gcy"], [1076, "dcy"], [1077, "iecy"], [1078, "zhcy"], [1079, "zcy"], [1080, "icy"], [1081, "jcy"], [1082, "kcy"], [1083, "lcy"], [1084, "mcy"], [1085, "ncy"], [1086, "ocy"], [1087, "pcy"], [1088, "rcy"], [1089, "scy"], [1090, "tcy"], [1091, "ucy"], [1092, "fcy"], [1093, "khcy"], [1094, "tscy"], [1095, "chcy"], [1096, "shcy"], [1097, "shchcy"], [1098, "hardcy"], [1099, "ycy"], [1100, "softcy"], [1101, "ecy"], [1102, "yucy"], [1103, "yacy"], [1105, "iocy"], [1106, "djcy"], [1107, "gjcy"], [1108, "jukcy"], [1109, "dscy"], [1110, "iukcy"], [1111, "yicy"], [1112, "jsercy"], [1113, "ljcy"], [1114, "njcy"], [1115, "tshcy"], [1116, "kjcy"], [1118, "ubrcy"], [1119, "dzcy"], [8196, "emsp13"], [8197, "emsp14"], [8199, "numsp"], [8200, "puncsp"], [8201, "ThinSpace"], [8202, "VeryThinSpace"], [8202, "hairsp"], [8203, "NegativeThinSpace"], [8203, "NegativeThickSpace"], [8203, "ZeroWidthSpace"], [8203, "NegativeVeryThinSpace"], [8203, "NegativeMediumSpace"], [8208, "dash"], [8208, "hyphen"], [8213, "horbar"], [8214, "Vert"], [8214, "Verbar"], [8216, "OpenCurlyQuote"], [8217, "CloseCurlyQuote"], [8217, "rsquor"], [8218, "lsquor"], [8220, "OpenCurlyDoubleQuote"], [8221, "CloseCurlyDoubleQuote"], [8221, "rdquor"], [8222, "ldquor"], [8225, "ddagger"], [8226, "bullet"], [8229, "nldr"], [8230, "mldr"], [8241, "pertenk"], [8244, "tprime"], [8245, "backprime"], [8245, "bprime"], [8254, "OverBar"], [8257, "caret"], [8259, "hybull"], [8271, "bsemi"], [8279, "qprime"], [8287, "MediumSpace"], [[8287, 8202], "ThickSpace"], [8288, "NoBreak"], [8289, "ApplyFunction"], [8289, "af"], [8290, "it"], [8290, "InvisibleTimes"], [8291, "ic"], [8291, "InvisibleComma"], [8411, "TripleDot"], [8411, "tdot"], [8412, "DotDot"], [8450, "Copf"], [8450, "complexes"], [8453, "incare"], [8458, "gscr"], [8459, "Hscr"], [8459, "HilbertSpace"], [8459, "hamilt"], [8460, "Poincareplane"], [8460, "Hfr"], [8461, "quaternions"], [8461, "Hopf"], [8462, "planckh"], [8463, "hslash"], [8463, "planck"], [8463, "plankv"], [8463, "hbar"], [8464, "Iscr"], [8464, "imagline"], [8465, "Im"], [8465, "Ifr"], [8465, "imagpart"], [8466, "Laplacetrf"], [8466, "Lscr"], [8466, "lagran"], [8467, "ell"], [8469, "Nopf"], [8469, "naturals"], [8470, "numero"], [8471, "copysr"], [8472, "wp"], [8473, "primes"], [8473, "Popf"], [8474, "rationals"], [8474, "Qopf"], [8475, "realine"], [8475, "Rscr"], [8476, "realpart"], [8476, "Rfr"], [8476, "Re"], [8477, "reals"], [8477, "Ropf"], [8478, "rx"], [8482, "TRADE"], [8484, "integers"], [8484, "Zopf"], [8487, "mho"], [8488, "Zfr"], [8488, "zeetrf"], [8489, "iiota"], [8492, "Bernoullis"], [8492, "Bscr"], [8492, "bernou"], [8493, "Cfr"], [8493, "Cayleys"], [8495, "escr"], [8496, "Escr"], [8496, "expectation"], [8497, "Fouriertrf"], [8497, "Fscr"], [8499, "phmmat"], [8499, "Mscr"], [8499, "Mellintrf"], [8500, "orderof"], [8500, "order"], [8500, "oscr"], [8501, "aleph"], [8502, "beth"], [8503, "gimel"], [8504, "daleth"], [8517, "DD"], [8517, "CapitalDifferentialD"], [8518, "DifferentialD"], [8518, "dd"], [8519, "ExponentialE"], [8519, "exponentiale"], [8519, "ee"], [8520, "ImaginaryI"], [8520, "ii"], [8531, "frac13"], [8532, "frac23"], [8533, "frac15"], [8534, "frac25"], [8535, "frac35"], [8536, "frac45"], [8537, "frac16"], [8538, "frac56"], [8539, "frac18"], [8540, "frac38"], [8541, "frac58"], [8542, "frac78"], [8592, "LeftArrow"], [8592, "slarr"], [8592, "ShortLeftArrow"], [8592, "leftarrow"], [8593, "uparrow"], [8593, "UpArrow"], [8593, "ShortUpArrow"], [8594, "srarr"], [8594, "rightarrow"], [8594, "RightArrow"], [8594, "ShortRightArrow"], [8595, "downarrow"], [8595, "DownArrow"], [8595, "ShortDownArrow"], [8596, "LeftRightArrow"], [8596, "leftrightarrow"], [8597, "UpDownArrow"], [8597, "updownarrow"], [8597, "varr"], [8598, "UpperLeftArrow"], [8598, "nwarr"], [8598, "nwarrow"], [8599, "UpperRightArrow"], [8599, "nearr"], [8599, "nearrow"], [8600, "LowerRightArrow"], [8600, "searr"], [8600, "searrow"], [8601, "LowerLeftArrow"], [8601, "swarrow"], [8601, "swarr"], [8602, "nlarr"], [8602, "nleftarrow"], [8603, "nrightarrow"], [8603, "nrarr"], [8605, "rarrw"], [8605, "rightsquigarrow"], [[8605, 824], "nrarrw"], [8606, "Larr"], [8606, "twoheadleftarrow"], [8607, "Uarr"], [8608, "twoheadrightarrow"], [8608, "Rarr"], [8609, "Darr"], [8610, "larrtl"], [8610, "leftarrowtail"], [8611, "rightarrowtail"], [8611, "rarrtl"], [8612, "LeftTeeArrow"], [8612, "mapstoleft"], [8613, "mapstoup"], [8613, "UpTeeArrow"], [8614, "map"], [8614, "RightTeeArrow"], [8614, "mapsto"], [8615, "mapstodown"], [8615, "DownTeeArrow"], [8617, "hookleftarrow"], [8617, "larrhk"], [8618, "rarrhk"], [8618, "hookrightarrow"], [8619, "larrlp"], [8619, "looparrowleft"], [8620, "looparrowright"], [8620, "rarrlp"], [8621, "leftrightsquigarrow"], [8621, "harrw"], [8622, "nharr"], [8622, "nleftrightarrow"], [8624, "Lsh"], [8624, "lsh"], [8625, "rsh"], [8625, "Rsh"], [8626, "ldsh"], [8627, "rdsh"], [8630, "cularr"], [8630, "curvearrowleft"], [8631, "curvearrowright"], [8631, "curarr"], [8634, "olarr"], [8634, "circlearrowleft"], [8635, "circlearrowright"], [8635, "orarr"], [8636, "lharu"], [8636, "leftharpoonup"], [8636, "LeftVector"], [8637, "leftharpoondown"], [8637, "DownLeftVector"], [8637, "lhard"], [8638, "uharr"], [8638, "upharpoonright"], [8638, "RightUpVector"], [8639, "uharl"], [8639, "LeftUpVector"], [8639, "upharpoonleft"], [8640, "rightharpoonup"], [8640, "rharu"], [8640, "RightVector"], [8641, "rhard"], [8641, "DownRightVector"], [8641, "rightharpoondown"], [8642, "downharpoonright"], [8642, "RightDownVector"], [8642, "dharr"], [8643, "downharpoonleft"], [8643, "dharl"], [8643, "LeftDownVector"], [8644, "RightArrowLeftArrow"], [8644, "rightleftarrows"], [8644, "rlarr"], [8645, "UpArrowDownArrow"], [8645, "udarr"], [8646, "leftrightarrows"], [8646, "LeftArrowRightArrow"], [8646, "lrarr"], [8647, "leftleftarrows"], [8647, "llarr"], [8648, "uuarr"], [8648, "upuparrows"], [8649, "rightrightarrows"], [8649, "rrarr"], [8650, "downdownarrows"], [8650, "ddarr"], [8651, "lrhar"], [8651, "ReverseEquilibrium"], [8651, "leftrightharpoons"], [8652, "rightleftharpoons"], [8652, "Equilibrium"], [8652, "rlhar"], [8653, "nLeftarrow"], [8653, "nlArr"], [8654, "nLeftrightarrow"], [8654, "nhArr"], [8655, "nrArr"], [8655, "nRightarrow"], [8656, "Leftarrow"], [8656, "DoubleLeftArrow"], [8657, "DoubleUpArrow"], [8657, "Uparrow"], [8658, "Implies"], [8658, "Rightarrow"], [8658, "DoubleRightArrow"], [8659, "Downarrow"], [8659, "DoubleDownArrow"], [8660, "iff"], [8660, "Leftrightarrow"], [8660, "DoubleLeftRightArrow"], [8661, "vArr"], [8661, "Updownarrow"], [8661, "DoubleUpDownArrow"], [8662, "nwArr"], [8663, "neArr"], [8664, "seArr"], [8665, "swArr"], [8666, "lAarr"], [8666, "Lleftarrow"], [8667, "Rrightarrow"], [8667, "rAarr"], [8669, "zigrarr"], [8676, "larrb"], [8676, "LeftArrowBar"], [8677, "rarrb"], [8677, "RightArrowBar"], [8693, "duarr"], [8693, "DownArrowUpArrow"], [8701, "loarr"], [8702, "roarr"], [8703, "hoarr"], [8704, "ForAll"], [8705, "comp"], [8705, "complement"], [8706, "PartialD"], [[8706, 824], "npart"], [8707, "Exists"], [8708, "nexist"], [8708, "nexists"], [8708, "NotExists"], [8709, "emptyv"], [8709, "emptyset"], [8709, "varnothing"], [8711, "Del"], [8712, "in"], [8712, "isinv"], [8712, "Element"], [8713, "NotElement"], [8713, "notinva"], [8715, "ReverseElement"], [8715, "SuchThat"], [8715, "niv"], [8716, "NotReverseElement"], [8716, "notniva"], [8716, "notni"], [8719, "Product"], [8720, "Coproduct"], [8720, "coprod"], [8721, "Sum"], [8723, "mp"], [8723, "mnplus"], [8723, "MinusPlus"], [8724, "dotplus"], [8724, "plusdo"], [8726, "setminus"], [8726, "ssetmn"], [8726, "setmn"], [8726, "smallsetminus"], [8726, "Backslash"], [8728, "SmallCircle"], [8728, "compfn"], [8730, "Sqrt"], [8733, "varpropto"], [8733, "Proportional"], [8733, "propto"], [8733, "vprop"], [8735, "angrt"], [8736, "angle"], [[8736, 8402], "nang"], [8737, "measuredangle"], [8737, "angmsd"], [8738, "angsph"], [8739, "shortmid"], [8739, "mid"], [8739, "VerticalBar"], [8739, "smid"], [8740, "nsmid"], [8740, "nmid"], [8740, "nshortmid"], [8740, "NotVerticalBar"], [8741, "shortparallel"], [8741, "spar"], [8741, "DoubleVerticalBar"], [8741, "par"], [8741, "parallel"], [8742, "nshortparallel"], [8742, "nparallel"], [8742, "npar"], [8742, "nspar"], [8742, "NotDoubleVerticalBar"], [8743, "wedge"], [8744, "vee"], [8745, "cap"], [[8745, 65024], "caps"], [8746, "cup"], [[8746, 65024], "cups"], [8747, "Integral"], [8748, "Int"], [8749, "iiint"], [8749, "tint"], [8750, "oint"], [8750, "ContourIntegral"], [8750, "conint"], [8751, "Conint"], [8751, "DoubleContourIntegral"], [8752, "Cconint"], [8753, "cwint"], [8754, "ClockwiseContourIntegral"], [8754, "cwconint"], [8755, "CounterClockwiseContourIntegral"], [8755, "awconint"], [8756, "therefore"], [8756, "Therefore"], [8757, "becaus"], [8757, "Because"], [8757, "because"], [8758, "ratio"], [8759, "Proportion"], [8759, "Colon"], [8760, "minusd"], [8760, "dotminus"], [8762, "mDDot"], [8763, "homtht"], [8764, "thksim"], [8764, "Tilde"], [8764, "thicksim"], [[8764, 8402], "nvsim"], [8765, "backsim"], [8765, "bsim"], [[8765, 817], "race"], [8766, "mstpos"], [8766, "ac"], [[8766, 819], "acE"], [8767, "acd"], [8768, "wr"], [8768, "VerticalTilde"], [8768, "wreath"], [8769, "NotTilde"], [8769, "nsim"], [8770, "eqsim"], [8770, "esim"], [8770, "EqualTilde"], [[8770, 824], "NotEqualTilde"], [[8770, 824], "nesim"], [8771, "simeq"], [8771, "TildeEqual"], [8771, "sime"], [8772, "nsimeq"], [8772, "nsime"], [8772, "NotTildeEqual"], [8773, "TildeFullEqual"], [8774, "simne"], [8775, "ncong"], [8775, "NotTildeFullEqual"], [8776, "thickapprox"], [8776, "ap"], [8776, "TildeTilde"], [8776, "thkap"], [8776, "approx"], [8777, "napprox"], [8777, "NotTildeTilde"], [8777, "nap"], [8778, "ape"], [8778, "approxeq"], [8779, "apid"], [[8779, 824], "napid"], [8780, "bcong"], [8780, "backcong"], [8781, "asympeq"], [8781, "CupCap"], [[8781, 8402], "nvap"], [8782, "HumpDownHump"], [8782, "Bumpeq"], [8782, "bump"], [[8782, 824], "nbump"], [[8782, 824], "NotHumpDownHump"], [8783, "bumpe"], [8783, "HumpEqual"], [8783, "bumpeq"], [[8783, 824], "nbumpe"], [[8783, 824], "NotHumpEqual"], [8784, "esdot"], [8784, "DotEqual"], [8784, "doteq"], [[8784, 824], "nedot"], [8785, "eDot"], [8785, "doteqdot"], [8786, "fallingdotseq"], [8786, "efDot"], [8787, "erDot"], [8787, "risingdotseq"], [8788, "Assign"], [8788, "colone"], [8788, "coloneq"], [8789, "ecolon"], [8789, "eqcolon"], [8790, "ecir"], [8790, "eqcirc"], [8791, "circeq"], [8791, "cire"], [8793, "wedgeq"], [8794, "veeeq"], [8796, "trie"], [8796, "triangleq"], [8799, "questeq"], [8799, "equest"], [8800, "NotEqual"], [8801, "Congruent"], [[8801, 8421], "bnequiv"], [8802, "nequiv"], [8802, "NotCongruent"], [8804, "leq"], [[8804, 8402], "nvle"], [8805, "GreaterEqual"], [8805, "geq"], [[8805, 8402], "nvge"], [8806, "leqq"], [8806, "lE"], [8806, "LessFullEqual"], [[8806, 824], "nlE"], [[8806, 824], "nleqq"], [8807, "gE"], [8807, "GreaterFullEqual"], [8807, "geqq"], [[8807, 824], "NotGreaterFullEqual"], [[8807, 824], "ngeqq"], [[8807, 824], "ngE"], [8808, "lneqq"], [8808, "lnE"], [[8808, 65024], "lvertneqq"], [[8808, 65024], "lvnE"], [8809, "gnE"], [8809, "gneqq"], [[8809, 65024], "gvnE"], [[8809, 65024], "gvertneqq"], [8810, "NestedLessLess"], [8810, "ll"], [8810, "Lt"], [[8810, 824], "NotLessLess"], [[8810, 824], "nLtv"], [[8810, 8402], "nLt"], [8811, "Gt"], [8811, "gg"], [8811, "NestedGreaterGreater"], [[8811, 824], "NotGreaterGreater"], [[8811, 824], "nGtv"], [[8811, 8402], "nGt"], [8812, "between"], [8812, "twixt"], [8813, "NotCupCap"], [8814, "NotLess"], [8814, "nless"], [8814, "nlt"], [8815, "ngt"], [8815, "NotGreater"], [8815, "ngtr"], [8816, "nle"], [8816, "nleq"], [8816, "NotLessEqual"], [8817, "NotGreaterEqual"], [8817, "nge"], [8817, "ngeq"], [8818, "LessTilde"], [8818, "lsim"], [8818, "lesssim"], [8819, "gtrsim"], [8819, "gsim"], [8819, "GreaterTilde"], [8820, "NotLessTilde"], [8820, "nlsim"], [8821, "NotGreaterTilde"], [8821, "ngsim"], [8822, "LessGreater"], [8822, "lessgtr"], [8822, "lg"], [8823, "gtrless"], [8823, "GreaterLess"], [8823, "gl"], [8824, "ntlg"], [8824, "NotLessGreater"], [8825, "NotGreaterLess"], [8825, "ntgl"], [8826, "prec"], [8826, "pr"], [8826, "Precedes"], [8827, "Succeeds"], [8827, "succ"], [8827, "sc"], [8828, "PrecedesSlantEqual"], [8828, "preccurlyeq"], [8828, "prcue"], [8829, "sccue"], [8829, "SucceedsSlantEqual"], [8829, "succcurlyeq"], [8830, "prsim"], [8830, "PrecedesTilde"], [8830, "precsim"], [8831, "succsim"], [8831, "scsim"], [8831, "SucceedsTilde"], [[8831, 824], "NotSucceedsTilde"], [8832, "NotPrecedes"], [8832, "npr"], [8832, "nprec"], [8833, "NotSucceeds"], [8833, "nsucc"], [8833, "nsc"], [8834, "subset"], [[8834, 8402], "NotSubset"], [[8834, 8402], "vnsub"], [[8834, 8402], "nsubset"], [8835, "Superset"], [8835, "supset"], [[8835, 8402], "NotSuperset"], [[8835, 8402], "nsupset"], [[8835, 8402], "vnsup"], [8837, "nsup"], [8838, "subseteq"], [8838, "SubsetEqual"], [8839, "SupersetEqual"], [8839, "supseteq"], [8840, "nsubseteq"], [8840, "NotSubsetEqual"], [8840, "nsube"], [8841, "NotSupersetEqual"], [8841, "nsupseteq"], [8841, "nsupe"], [8842, "subsetneq"], [8842, "subne"], [[8842, 65024], "vsubne"], [[8842, 65024], "varsubsetneq"], [8843, "supne"], [8843, "supsetneq"], [[8843, 65024], "vsupne"], [[8843, 65024], "varsupsetneq"], [8845, "cupdot"], [8846, "UnionPlus"], [8846, "uplus"], [8847, "SquareSubset"], [8847, "sqsub"], [8847, "sqsubset"], [[8847, 824], "NotSquareSubset"], [8848, "SquareSuperset"], 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[10982, "Vdashl"], [10983, "Barv"], [10984, "vBar"], [10985, "vBarv"], [10987, "Vbar"], [10988, "Not"], [10989, "bNot"], [10990, "rnmid"], [10991, "cirmid"], [10992, "midcir"], [10993, "topcir"], [10994, "nhpar"], [10995, "parsim"], [11005, "parsl"], [[11005, 8421], "nparsl"], [64256, "fflig"], [64257, "filig"], [64258, "fllig"], [64259, "ffilig"], [64260, "ffllig"], [119964, "Ascr"], [119966, "Cscr"], [119967, "Dscr"], [119970, "Gscr"], [119973, "Jscr"], [119974, "Kscr"], [119977, "Nscr"], [119978, "Oscr"], [119979, "Pscr"], [119980, "Qscr"], [119982, "Sscr"], [119983, "Tscr"], [119984, "Uscr"], [119985, "Vscr"], [119986, "Wscr"], [119987, "Xscr"], [119988, "Yscr"], [119989, "Zscr"], [119990, "ascr"], [119991, "bscr"], [119992, "cscr"], [119993, "dscr"], [119995, "fscr"], [119997, "hscr"], [119998, "iscr"], [119999, "jscr"], [120000, "kscr"], [120001, "lscr"], [120002, "mscr"], [120003, "nscr"], [120005, "pscr"], [120006, "qscr"], [120007, "rscr"], [120008, "sscr"], [120009, "tscr"], [120010, "uscr"], [120011, "vscr"], [120012, "wscr"], [120013, "xscr"], [120014, "yscr"], [120015, "zscr"], [120068, "Afr"], [120069, "Bfr"], [120071, "Dfr"], [120072, "Efr"], [120073, "Ffr"], [120074, "Gfr"], [120077, "Jfr"], [120078, "Kfr"], [120079, "Lfr"], [120080, "Mfr"], [120081, "Nfr"], [120082, "Ofr"], [120083, "Pfr"], [120084, "Qfr"], [120086, "Sfr"], [120087, "Tfr"], [120088, "Ufr"], [120089, "Vfr"], [120090, "Wfr"], [120091, "Xfr"], [120092, "Yfr"], [120094, "afr"], [120095, "bfr"], [120096, "cfr"], [120097, "dfr"], [120098, "efr"], [120099, "ffr"], [120100, "gfr"], [120101, "hfr"], [120102, "ifr"], [120103, "jfr"], [120104, "kfr"], [120105, "lfr"], [120106, "mfr"], [120107, "nfr"], [120108, "ofr"], [120109, "pfr"], [120110, "qfr"], [120111, "rfr"], [120112, "sfr"], [120113, "tfr"], [120114, "ufr"], [120115, "vfr"], [120116, "wfr"], [120117, "xfr"], [120118, "yfr"], [120119, "zfr"], [120120, "Aopf"], [120121, "Bopf"], [120123, "Dopf"], [120124, "Eopf"], [120125, "Fopf"], [120126, "Gopf"], [120128, "Iopf"], [120129, "Jopf"], [120130, "Kopf"], [120131, "Lopf"], [120132, "Mopf"], [120134, "Oopf"], [120138, "Sopf"], [120139, "Topf"], [120140, "Uopf"], [120141, "Vopf"], [120142, "Wopf"], [120143, "Xopf"], [120144, "Yopf"], [120146, "aopf"], [120147, "bopf"], [120148, "copf"], [120149, "dopf"], [120150, "eopf"], [120151, "fopf"], [120152, "gopf"], [120153, "hopf"], [120154, "iopf"], [120155, "jopf"], [120156, "kopf"], [120157, "lopf"], [120158, "mopf"], [120159, "nopf"], [120160, "oopf"], [120161, "popf"], [120162, "qopf"], [120163, "ropf"], [120164, "sopf"], [120165, "topf"], [120166, "uopf"], [120167, "vopf"], [120168, "wopf"], [120169, "xopf"], [120170, "yopf"], [120171, "zopf"], ]