version 1.16, 2000/12/28 17:40:26
|
version 1.17, 2001/01/15 10:47:57
|
Line 144 XmlEntity MathEntityTable[] =
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Line 144 XmlEntity MathEntityTable[] =
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/* This table MUST be in alphabetical order */ |
/* This table MUST be in alphabetical order */ |
/* This table contains characters from the Symbol font plus some |
/* This table contains characters from the Symbol font plus some |
specific MathML entities */ |
specific MathML entities */ |
{TEXT("Aacute"), 192, 'L'}, |
{TEXT("Aacute"), 192}, |
{TEXT("Acirc"), 194, 'L'}, |
{TEXT("Acirc"), 194}, |
/* 913 */{TEXT("Agr"), 65, 'G'}, |
/* 913 */{TEXT("Agr"), 913}, |
/* 10835 */{TEXT("And"), 217, 'G'}, |
/* 10835 */{TEXT("And"), 10835}, |
{TEXT("ApplyFunction"), 129, 'L'}, /* rendered as a thin space */ |
{TEXT("ApplyFunction"), 129}, /* rendered as a thin space */ |
{TEXT("Backslash"), 92, 'L'}, |
{TEXT("Backslash"), 92}, |
/* 914 */{TEXT("Bgr"), 66, 'G'}, |
/* 914 */{TEXT("Bgr"), 914}, |
/* 8914 */{TEXT("Cap"), 199, 'G'}, |
/* 8914 */{TEXT("Cap"), 8914}, |
/* 183 */{TEXT("CenterDot"), 215, 'G'}, |
/* 183 */{TEXT("CenterDot"), 183}, |
/* 8853 */{TEXT("CirclePlus"), 197, 'G'}, |
/* 8853 */{TEXT("CirclePlus"), 8853}, |
/* 8855 */{TEXT("CircleTimes"), 196, 'G'}, |
/* 8855 */{TEXT("CircleTimes"), 8855}, |
/* 8759 */{TEXT("Colon"), 58, 'G'}, |
/* 8759 */{TEXT("Colon"), 8759}, |
/* 8773 */{TEXT("Congruent"), 64, 'G'}, |
/* 8773 */{TEXT("Congruent"), 8773}, |
/* 8915 */{TEXT("Cup"), 200, 'G'}, |
/* 8915 */{TEXT("Cup"), 8915}, |
/* 8711 */{TEXT("Del"), 209, 'G'}, |
/* 8711 */{TEXT("Del"), 8711}, |
/* 916 */{TEXT("Delta"), 68, 'G'}, |
/* 916 */{TEXT("Delta"), 916}, |
/* 8900 */{TEXT("Diamond"), 168, 'G'}, |
/* 8900 */{TEXT("Diamond"), 8900}, |
/* 8518 */{TEXT("DifferentialD"), 100, 'L'}, |
/* 8518 */{TEXT("DifferentialD"), 8518}, |
/* 8659 */{TEXT("DoubleDownArrow"), 223, 'G'}, |
/* 8659 */{TEXT("DoubleDownArrow"), 8659}, |
/* 8656 */{TEXT("DoubleLeftArrow"), 220, 'G'}, |
/* 8656 */{TEXT("DoubleLeftArrow"), 8656}, |
/* 8660 */{TEXT("DoubleLeftRightArrow"), 219, 'G'}, |
/* 8660 */{TEXT("DoubleLeftRightArrow"), 8660}, |
/* 8658 */{TEXT("DoubleRightArrow"), 222, 'G'}, |
/* 8658 */{TEXT("DoubleRightArrow"), 8658}, |
/* 8657 */{TEXT("DoubleUpArrow"), 221, 'G'}, |
/* 8657 */{TEXT("DoubleUpArrow"), 8657}, |
/* 8595 */{TEXT("DownArrow"), 175, 'G'}, |
/* 8595 */{TEXT("DownArrow"), 8595}, |
/* 8868 */{TEXT("DownTee"), 94, 'G'}, |
/* 8868 */{TEXT("DownTee"), 8595}, |
/* 919 */{TEXT("EEgr"), 72, 'G'}, |
/* 919 */{TEXT("EEgr"), 8868}, |
/* 917 */{TEXT("Egr"), 69, 'G'}, |
/* 917 */{TEXT("Egr"), 917}, |
/* 8712 */{TEXT("Element"), 206, 'G'}, |
/* 8712 */{TEXT("Element"), 8712}, |
{TEXT("Equal"), 61, 'L'}, |
{TEXT("Equal"), 61}, |
/* 8770 */{TEXT("EqualTilde"), 64, 'G'}, |
/* 8770 */{TEXT("EqualTilde"), 8770}, |
/* 8707 */{TEXT("Exists"), 36, 'G'}, |
/* 8707 */{TEXT("Exists"), 8707}, |
{TEXT("ExponentialE"), 101, 'L'}, |
{TEXT("ExponentialE"), 101}, |
/* 8704 */{TEXT("ForAll"), 34, 'G'}, |
/* 8704 */{TEXT("ForAll"), 8704}, |
/* 915 */{TEXT("Gamma"), 71, 'G'}, |
/* 915 */{TEXT("Gamma"), 915}, |
/* 8805 */{TEXT("GreaterEqual"), 179, 'G'}, |
/* 8805 */{TEXT("GreaterEqual"), 8805}, |
{TEXT("Hat"), 94, 'L'}, |
{TEXT("Hat"), 94}, |
/* 921 */{TEXT("Igr"), 73, 'G'}, |
/* 921 */{TEXT("Igr"), 921}, |
{TEXT("ImaginaryI"), 105, 'L'}, |
{TEXT("ImaginaryI"), 105}, |
/* 8747 */{TEXT("Integral"), 242, 'G'}, |
/* 8747 */{TEXT("Integral"), 8747}, |
/* 8898 */{TEXT("Intersection"), 199, 'G'}, |
/* 8898 */{TEXT("Intersection"), 8898}, |
{TEXT("InvisibleComma"), 129, 'L'}, /* thin space */ |
{TEXT("InvisibleComma"), 129}, /* thin space */ |
{TEXT("InvisibleTimes"), 129, 'L'}, /* thin space */ |
{TEXT("InvisibleTimes"), 129}, /* thin space */ |
/* 922 */{TEXT("Kgr"), 75, 'G'}, |
/* 922 */{TEXT("Kgr"), 922}, |
/* 935 */{TEXT("KHgr"), 67, 'G'}, |
/* 935 */{TEXT("KHgr"), 935}, |
/* 923 */{TEXT("Lambda"), 76, 'G'}, |
/* 923 */{TEXT("Lambda"), 923}, |
/* 9001 */{TEXT("LeftAngleBracket"), 225, 'G'}, |
/* 9001 */{TEXT("LeftAngleBracket"), 9001}, |
/* 8656 ? */{TEXT("LeftArrow"), 172, 'G'}, |
/* 8656 ? */{TEXT("LeftArrow"), 8656}, |
/* 8968 */{TEXT("LeftCeiling"), 233, 'G'}, |
/* 8968 */{TEXT("LeftCeiling"), 8968}, |
/* 8970 */{TEXT("LeftFloor"), 235, 'G'}, |
/* 8970 */{TEXT("LeftFloor"), 8970}, |
/* 8596 */{TEXT("LeftRightArrow"), 171, 'G'}, |
/* 8596 */{TEXT("LeftRightArrow"), 8596}, |
/* 924 */{TEXT("Mgr"), 77, 'G'}, |
/* 924 */{TEXT("Mgr"), 924}, |
/* 925 */{TEXT("Ngr"), 78, 'G'}, |
/* 925 */{TEXT("Ngr"), 925}, |
{TEXT("NonBreakingSpace"), 160, 'L'}, |
{TEXT("NonBreakingSpace"), 160}, |
/* 10988 */{TEXT("Not"), 216, 'G'}, |
/* 10988 */{TEXT("Not"), 10988}, |
/* 8713 */{TEXT("NotElement"), 207, 'G'}, |
/* 8713 */{TEXT("NotElement"), 8713}, |
/* 8800 */{TEXT("NotEqual"), 185, 'G'}, |
/* 8800 */{TEXT("NotEqual"), 8800}, |
/* 8836 */{TEXT("NotSubset"), 203, 'G'}, |
/* 8836 */{TEXT("NotSubset"), 8836}, |
/* 927 */{TEXT("Ogr"), 79, 'G'}, |
/* 927 */{TEXT("Ogr"), 927}, |
/* 937 */{TEXT("Omega"), 87, 'G'}, |
/* 937 */{TEXT("Omega"), 937}, |
/* 1083 */{TEXT("Or"), 218, 'G'}, |
/* 1083 */{TEXT("Or"), 1083}, |
/* 175 */{TEXT("OverBar"), 45, 'G'}, |
/* 175 */{TEXT("OverBar"), 175}, |
/* 65079 */{TEXT("OverBrace"), 132, 'G'}, /* 132?? */ |
/* 65079 */{TEXT("OverBrace"), 65079}, /* 132?? */ |
/* 8719 */{TEXT("PI"), 213, 'G'}, |
/* 8719 */{TEXT("PI"), 8719}, |
/* 8706 */{TEXT("PartialD"), 182, 'G'}, |
/* 8706 */{TEXT("PartialD"), 8706}, |
/* 934 */{TEXT("Phi"), 70, 'G'}, |
/* 934 */{TEXT("Phi"), 934}, |
/* 928 */{TEXT("Pi"), 80, 'G'}, |
/* 928 */{TEXT("Pi"), 928}, |
/* 177? */{TEXT("PlusMinus"), 177, 'G'}, |
/* 177? */{TEXT("PlusMinus"), 177}, |
/* 8243 */{TEXT("Prime"), 178, 'G'}, |
/* 8243 */{TEXT("Prime"), 8243}, |
/* 8719 */{TEXT("Product"), 213, 'G'}, |
/* 8719 */{TEXT("Product"), 8719}, |
/* 8733 */{TEXT("Proportional"), 181, 'G'}, |
/* 8733 */{TEXT("Proportional"), 8733}, |
/* 936 */{TEXT("Psi"), 89, 'G'}, |
/* 936 */{TEXT("Psi"), 936}, |
/* 9002 */{TEXT("RightAngleBracket"), 241, 'G'}, |
/* 9002 */{TEXT("RightAngleBracket"), 9002}, |
/* 8969 */{TEXT("RightCeiling"), 249, 'G'}, |
/* 8969 */{TEXT("RightCeiling"), 8969}, |
/* 8971 */{TEXT("RightFloor"), 251, 'G'}, |
/* 8971 */{TEXT("RightFloor"), 8971}, |
/* 929 */{TEXT("Rgr"), 82, 'G'}, |
/* 929 */{TEXT("Rgr"), 929}, |
/* 8594 */{TEXT("RightArrow"), 174, 'G'}, |
/* 8594 */{TEXT("RightArrow"), 8594}, |
/* 931 */{TEXT("Sigma"), 83, 'G'}, |
/* 931 */{TEXT("Sigma"), 931}, |
/* 8260 */{TEXT("Sol"), 164, 'G'}, |
/* 8260 */{TEXT("Sol"), 8260}, |
{TEXT("Star"), 42, 'L'}, |
{TEXT("Star"), 42}, |
/* 8912 */{TEXT("Subset"), 204, 'G'}, |
/* 8912 */{TEXT("Subset"), 8912}, |
/* 8838 */{TEXT("SubsetEqual"), 205, 'G'}, |
/* 8838 */{TEXT("SubsetEqual"), 8838}, |
/* 8715 */{TEXT("SuchThat"), 39, 'G'}, |
/* 8715 */{TEXT("SuchThat"), 8715}, |
/* 8721 */{TEXT("Sum"), 229, 'G'}, |
/* 8721 */{TEXT("Sum"), 8721}, |
/* 8835 */{TEXT("Superset"), 201, 'G'}, |
/* 8835 */{TEXT("Superset"), 8835}, |
/* 8839 */{TEXT("SupersetEqual"), 202, 'G'}, |
/* 8839 */{TEXT("SupersetEqual"), 8839}, |
/* 932 */{TEXT("Tgr"), 84, 'G'}, |
/* 932 */{TEXT("Tgr"), 932}, |
/* 8756 */{TEXT("Therefore"), 92, 'G'}, |
/* 8756 */{TEXT("Therefore"), 8756}, |
/* 920 */{TEXT("Theta"), 81, 'G'}, |
/* 920 */{TEXT("Theta"), 920}, |
{TEXT("ThickSpace"), 130, 'L'}, |
{TEXT("ThickSpace"), 130}, |
{TEXT("ThinSpace"), 129, 'L'}, |
{TEXT("ThinSpace"), 129}, |
{TEXT("Tilde"), 126, 'L'}, |
{TEXT("Tilde"), 126}, |
/* 8411 */{TEXT("TripleDot"), 188, 'G'}, |
/* 8411 */{TEXT("TripleDot"), 8411}, |
/* 818 */{TEXT("UnderBar"), 45, 'G'}, |
/* 818 */{TEXT("UnderBar"), 818}, |
/* 65080 */{TEXT("UnderBrace"), 133, 'G'}, /* 133?? */ |
/* 65080 */{TEXT("UnderBrace"), 65080}, /* 133?? */ |
/* 8899 */{TEXT("Union"), 200, 'G'}, |
/* 8899 */{TEXT("Union"), 8899}, |
/* 8593 */{TEXT("UpArrow"), 173, 'G'}, |
/* 8593 */{TEXT("UpArrow"), 8593}, |
/* 933 */{TEXT("Upsi"), 85, 'G'}, |
/* 933 */{TEXT("Upsi"), 933}, |
/* 978 */{TEXT("Upsi1"), 161, 'G'}, |
/* 978 */{TEXT("Upsi1"), 978}, |
/* 8897 */{TEXT("Vee"), 218, 'G'}, |
/* 8897 */{TEXT("Vee"), 8897}, |
/* 8214 */{TEXT("Verbar"), 189, 'G'}, |
/* 8214 */{TEXT("Verbar"), 8214}, |
{TEXT("VerticalBar"), 124, 'L'}, |
{TEXT("VerticalBar"), 124}, |
/* 926 */{TEXT("Xi"), 88, 'G'}, |
/* 926 */{TEXT("Xi"), 926}, |
/* 918 */{TEXT("Zgr"), 90, 'G'}, |
/* 918 */{TEXT("Zgr"), 918}, |
{TEXT("aacute"), 224, 'L'}, |
{TEXT("aacute"), 224}, |
{TEXT("acirc"), 226, 'L'}, |
{TEXT("acirc"), 226}, |
{TEXT("acute"), 180, 'L'}, |
{TEXT("acute"), 180}, |
{TEXT("af"), 129, 'L'}, /* rendered as thin space */ |
{TEXT("af"), 129}, /* rendered as thin space */ |
/* 8501 */{TEXT("aleph"), 192, 'G'}, |
/* 8501 */{TEXT("aleph"), 8501}, |
/* 945 */{TEXT("alpha"), 97, 'G'}, |
/* 945 */{TEXT("alpha"), 945}, |
/* 8743 */{TEXT("and"), 217, 'G'}, |
/* 8743 */{TEXT("and"), 8743}, |
/* 8736 */{TEXT("angle"), 208, 'G'}, |
/* 8736 */{TEXT("angle"), 8736}, |
/* 8776 */{TEXT("ap"), 187, 'G'}, |
/* 8776 */{TEXT("ap"), 8776}, |
/* 946 */{TEXT("beta"), 98, 'G'}, |
/* 946 */{TEXT("beta"), 946}, |
/* 8869 */{TEXT("bot"), 94, 'G'}, |
/* 8869 */{TEXT("bot"), 8869}, |
/* 8869 */{TEXT("bottom"), 94, 'G'}, |
/* 8869 */{TEXT("bottom"), 8869}, |
/* 8226 */{TEXT("bull"), 183, 'G'}, |
/* 8226 */{TEXT("bull"), 8226}, |
/* 8745 */{TEXT("cap"), 199, 'G'}, |
/* 8745 */{TEXT("cap"), 8745}, |
/* 967 */{TEXT("chi"), 99, 'G'}, |
/* 967 */{TEXT("chi"), 967}, |
{TEXT("circ"), 94, 'L'}, |
{TEXT("circ"), 94}, |
/* 9827 */{TEXT("clubs"), 167, 'G'}, |
/* 9827 */{TEXT("clubs"), 9827}, |
/* 8773 */{TEXT("cong"), 64, 'G'}, |
/* 8773 */{TEXT("cong"), 8773}, |
/* 8471? */{TEXT("copysf"), 211, 'G'}, |
/* 8471? */{TEXT("copysf"), 8471}, |
/* ???? */{TEXT("copyssf"), 227, 'G'}, |
/* ???? */{TEXT("copyssf"), 227}, |
/* 8629? */{TEXT("cr"), 191, 'G'}, |
/* 8629? */{TEXT("cr"), 8629}, |
/* 8746 */{TEXT("cup"), 200, 'G'}, |
/* 8746 */{TEXT("cup"), 8746}, |
/* 8659 */{TEXT("dArr"), 223, 'G'}, |
/* 8659 */{TEXT("dArr"), 8659}, |
/* 8595 */{TEXT("darr"), 175, 'G'}, |
/* 8595 */{TEXT("darr"), 8595}, |
{TEXT("dd"), 100, 'L'}, |
{TEXT("dd"), 100}, |
/* 176?? */{TEXT("deg"), 176, 'G'}, |
/* 176?? */{TEXT("deg"), 176}, |
/* 948 */{TEXT("delta"), 100, 'G'}, |
/* 948 */{TEXT("delta"), 948}, |
/* 9830 */{TEXT("diams"), 168, 'G'}, |
/* 9830 */{TEXT("diams"), 9830}, |
/* ???? */{TEXT("divide"), 184, 'G'}, |
/* ???? */{TEXT("divide"), 184}, |
/* 9663 */{TEXT("dtri"), 209, 'G'}, |
/* 9663 */{TEXT("dtri"), 9663}, |
{TEXT("ee"), 101, 'L'}, |
{TEXT("ee"), 101}, |
/* 8709 */{TEXT("empty"), 198, 'G'}, |
/* 8709 */{TEXT("empty"), 8709}, |
/* 8709 */{TEXT("emptyset"), 198, 'G'}, |
/* 8709 */{TEXT("emptyset"), 8709}, |
/* 8195? */{TEXT("emsp"), 32, 'G'}, |
/* 8195? */{TEXT("emsp"), 8195}, |
/* 949 */{TEXT("epsiv"), 101, 'G'}, |
/* 949 */{TEXT("epsiv"), 949}, |
/* 8801 */{TEXT("equiv"), 186, 'G'}, |
/* 8801 */{TEXT("equiv"), 8801}, |
/* 951 */{TEXT("eta"), 104, 'G'}, |
/* 951 */{TEXT("eta"), 951}, |
/* 8707 */{TEXT("exist"), 36, 'G'}, |
/* 8707 */{TEXT("exist"), 8707}, |
/* 402 */{TEXT("florin"), 166, 'G'}, |
/* 402 */{TEXT("florin"), 402}, |
/* 8704 */{TEXT("forall"), 34, 'G'}, |
/* 8704 */{TEXT("forall"), 8704}, |
/* 947 */{TEXT("gamma"), 103, 'G'}, |
/* 947 */{TEXT("gamma"), 947}, |
/* 8805 */{TEXT("ge"), 179, 'G'}, |
/* 8805 */{TEXT("ge"), 8805}, |
/* 8805 */{TEXT("geq"), 179, 'G'}, |
/* 8805 */{TEXT("geq"), 8805}, |
{TEXT("gt"), 62, 'L'}, |
{TEXT("gt"), 62}, |
/* 9829 */{TEXT("hearts"), 169, 'G'}, |
/* 9829 */{TEXT("hearts"), 9829}, |
/* 8213 */{TEXT("horbar"), 190, 'G'}, |
/* 8213 */{TEXT("horbar"), 8213}, |
/* 8660 */{TEXT("iff"), 219, 'G'}, |
/* 8660 */{TEXT("iff"), 8660}, |
/* 8465? */{TEXT("ifraktur"), 193, 'G'}, |
/* 8465? */{TEXT("ifraktur"), 8465}, |
/* 8712 */{TEXT("in"), 206, 'G'}, |
/* 8712 */{TEXT("in"), 8712}, |
/* 8734 */{TEXT("infin"), 165, 'G'}, |
/* 8734 */{TEXT("infin"), 8734}, |
/* 8747 */{TEXT("int"), 242, 'G'}, |
/* 8747 */{TEXT("int"), 8747}, |
/* 953 */{TEXT("iota"), 105, 'G'}, |
/* 953 */{TEXT("iota"), 953}, |
/* 8712 */{TEXT("isin"), 206, 'G'}, |
/* 8712 */{TEXT("isin"), 8712}, |
{TEXT("it"), 129, 'L'}, /* rendered as a thin space */ |
{TEXT("it"), 129}, /* rendered as a thin space */ |
/* 954 */{TEXT("kappa"), 107, 'G'}, |
/* 954 */{TEXT("kappa"), 954}, |
/* 8656 */{TEXT("lArr"), 220, 'G'}, |
/* 8656 */{TEXT("lArr"), 8656}, |
/* 955 */{TEXT("lambda"), 108, 'G'}, |
/* 955 */{TEXT("lambda"), 955}, |
/* 9001 */{TEXT("lang"), 225, 'G'}, |
/* 9001 */{TEXT("lang"), 9001}, |
/* 9001 */{TEXT("langle"), 225, 'G'}, |
/* 9001 */{TEXT("langle"), 9001}, |
/* 8592 */{TEXT("larr"), 172, 'G'}, |
/* 8592 */{TEXT("larr"), 8592}, |
{TEXT("lbrace"), 123, 'L'}, |
{TEXT("lbrace"), 123}, |
/* 8968 */{TEXT("lceil"), 233, 'G'}, |
/* 8968 */{TEXT("lceil"), 8968}, |
{TEXT("lcub"), 123, 'L'}, |
{TEXT("lcub"), 123}, |
/* 8804 */{TEXT("le"), 163, 'G'}, |
/* 8804 */{TEXT("le"), 8804}, |
/* 8804 */{TEXT("leq"), 163, 'G'}, |
/* 8804 */{TEXT("leq"), 8804}, |
/* 8970 */{TEXT("lfloor"), 235, 'G'}, |
/* 8970 */{TEXT("lfloor"), 8970}, |
/* 95?? */{TEXT("lowbar"), 95, 'G'}, |
/* 95?? */{TEXT("lowbar"), 95}, |
/* 9674 */{TEXT("loz"), 224, 'G'}, |
/* 9674 */{TEXT("loz"), 9674}, |
/* 8660?? */{TEXT("lrArr"), 219, 'G'}, |
/* 8660?? */{TEXT("lrArr"), 8660}, |
/* 8646 */{TEXT("lrarr"), 171, 'G'}, |
/* 8646 */{TEXT("lrarr"), 8646}, |
/* 91?? */{TEXT("lsqb"), 91, 'G'}, |
/* 91?? */{TEXT("lsqb"), 91}, |
{TEXT("lt"), 60, 'L'}, |
{TEXT("lt"), 60}, |
/* 215?? */{TEXT("middot"), 215, 'G'}, |
/* 215?? */{TEXT("middot"), 215}, |
/* 8230 */{TEXT("mldr"), 188, 'G'}, |
/* 8230 */{TEXT("mldr"), 8230}, |
/* 956 */{TEXT("mu"), 109, 'G'}, |
/* 956 */{TEXT("mu"), 956}, |
/* 8711 */{TEXT("nabla"), 209, 'G'}, |
/* 8711 */{TEXT("nabla"), 8711}, |
{TEXT("nbsp"), 160, 'L'}, |
{TEXT("nbsp"), 160}, |
/* 8800 */{TEXT("ne"), 185, 'G'}, |
/* 8800 */{TEXT("ne"), 8800}, |
/* 8800 */{TEXT("neq"), 185, 'G'}, |
/* 8800 */{TEXT("neq"), 8800}, |
/* 166?? */{TEXT("not"), 216, 'G'}, |
/* 166?? */{TEXT("not"), 166}, |
/* 8713 */{TEXT("notin"), 207, 'G'}, |
/* 8713 */{TEXT("notin"), 8713}, |
/* 957 */{TEXT("nu"), 110, 'G'}, |
/* 957 */{TEXT("nu"), 957}, |
/* 959 */{TEXT("ogr"), 111, 'G'}, |
/* 959 */{TEXT("ogr"), 959}, |
/* 969 */{TEXT("omega"), 119, 'G'}, |
/* 969 */{TEXT("omega"), 969}, |
/* 8853 */{TEXT("oplus"), 197, 'G'}, |
/* 8853 */{TEXT("oplus"), 8853}, |
/* 8744 */{TEXT("or"), 218, 'G'}, |
/* 8744 */{TEXT("or"), 8744}, |
/* 8855 */{TEXT("otimes"), 196, 'G'}, |
/* 8855 */{TEXT("otimes"), 8855}, |
/* 8706 */{TEXT("part"), 182, 'G'}, |
/* 8706 */{TEXT("part"), 8706}, |
/* 8869 */{TEXT("perp"), 94, 'G'}, |
/* 8869 */{TEXT("perp"), 8869}, |
/* 966 */{TEXT("phi"), 102, 'G'}, |
/* 966 */{TEXT("phi"), 966}, |
/* 981 */{TEXT("phiv"), 106, 'G'}, |
/* 981 */{TEXT("phiv"), 981}, |
/* 960 */{TEXT("pi"), 112, 'G'}, |
/* 960 */{TEXT("pi"), 960}, |
/* 118 */{TEXT("piv"), 118, 'G'}, |
/* 118 */{TEXT("piv"), 118}, |
/* 8242 */{TEXT("prime"), 162, 'G'}, |
/* 8242 */{TEXT("prime"), 8242}, |
/* 8733 */{TEXT("prop"), 181, 'G'}, |
/* 8733 */{TEXT("prop"), 8733}, |
/* 968 */{TEXT("psi"), 121, 'G'}, |
/* 968 */{TEXT("psi"), 968}, |
/* 8658 */{TEXT("rArr"), 222, 'G'}, |
/* 8658 */{TEXT("rArr"), 8658}, |
/* 8730 */{TEXT("radic"), 214, 'G'}, |
/* 8730 */{TEXT("radic"), 8730}, |
/* 9002 */{TEXT("rang"), 241, 'G'}, |
/* 9002 */{TEXT("rang"), 9002}, |
/* 9002 */{TEXT("rangle"), 241, 'G'}, |
/* 9002 */{TEXT("rangle"), 9002}, |
/* 8594 */{TEXT("rarr"), 174, 'G'}, |
/* 8594 */{TEXT("rarr"), 8594}, |
{TEXT("rbrace"), 125, 'L'}, |
{TEXT("rbrace"), 125}, |
/* 8969 */{TEXT("rceil"), 249, 'G'}, |
/* 8969 */{TEXT("rceil"), 8969}, |
{TEXT("rcub"), 125, 'L'}, |
{TEXT("rcub"), 125}, |
/* 8221?? */{TEXT("rdquo"), 178, 'G'}, |
/* 8221?? */{TEXT("rdquo"), 8221}, |
/* ??? */{TEXT("regsf"), 210, 'G'}, |
/* ??? */{TEXT("regsf"), 210}, |
/* ??? */{TEXT("regssf"), 226, 'G'}, |
/* ??? */{TEXT("regssf"), 226}, |
/* 8971 */{TEXT("rfloor"), 251, 'G'}, |
/* 8971 */{TEXT("rfloor"), 8971}, |
/* 8476?? */{TEXT("rfraktur"), 194, 'G'}, |
/* 8476?? */{TEXT("rfraktur"), 8476}, |
/* 961 */{TEXT("rho"), 114, 'G'}, |
/* 961 */{TEXT("rho"), 961}, |
/* 93?? */{TEXT("rsqb"), 93, 'G'}, |
/* 93?? */{TEXT("rsqb"), 93}, |
/* 963 */{TEXT("sigma"), 115, 'G'}, |
/* 963 */{TEXT("sigma"), 963}, |
/* 962 */{TEXT("sigmav"), 86, 'G'}, |
/* 962 */{TEXT("sigmav"), 962}, |
/* 9824 */{TEXT("spades"), 170, 'G'}, |
/* 9824 */{TEXT("spades"), 9824}, |
/* 8834 */{TEXT("sub"), 204, 'G'}, |
/* 8834 */{TEXT("sub"), 8834}, |
/* 8838 */{TEXT("sube"), 205, 'G'}, |
/* 8838 */{TEXT("sube"), 8838}, |
/* 8842? */{TEXT("subne"), 203, 'G'}, |
/* 8842? */{TEXT("subne"), 8842}, |
/* 8834 */{TEXT("subset"), 204, 'G'}, |
/* 8834 */{TEXT("subset"), 8834}, |
/* 8721 */{TEXT("sum"), 229, 'G'}, |
/* 8721 */{TEXT("sum"), 8721}, |
/* 8835 */{TEXT("sup"), 201, 'G'}, |
/* 8835 */{TEXT("sup"), 8835}, |
/* 8839 */{TEXT("supe"), 202, 'G'}, |
/* 8839 */{TEXT("supe"), 8839}, |
/* 8835 */{TEXT("supset"), 201, 'G'}, |
/* 8835 */{TEXT("supset"), 8835}, |
/* 8839 */{TEXT("supseteq"), 202, 'G'}, |
/* 8839 */{TEXT("supseteq"), 8839}, |
/* 8839 */{TEXT("supseteqq"), 202, 'G'}, |
/* 8839 */{TEXT("supseteqq"), 8839}, |
/* 964 */{TEXT("tau"), 116, 'G'}, |
/* 964 */{TEXT("tau"), 964}, |
/* 8756 */{TEXT("there4"), 92, 'G'}, |
/* 8756 */{TEXT("there4"), 8756}, |
/* 8756 */{TEXT("therefore"), 92, 'G'}, |
/* 8756 */{TEXT("therefore"), 8756}, |
/* 952 */{TEXT("theta"), 113, 'G'}, |
/* 952 */{TEXT("theta"), 952}, |
/* 977 */{TEXT("thetav"), 74, 'G'}, |
/* 977 */{TEXT("thetav"), 977}, |
{TEXT("thickspace"), 130, 'L'}, |
{TEXT("thickspace"), 130}, |
/* ??? */{TEXT("times"), 180, 'G'}, |
/* ??? */{TEXT("times"), 180}, |
/* 8482 */{TEXT("trade"), 212, 'G'}, |
/* 8482 */{TEXT("trade"), 8482}, |
/* 8482 */{TEXT("tradesf"), 212, 'G'}, |
/* 8482 */{TEXT("tradesf"), 8482}, |
/* ??? */{TEXT("tradessf"), 228, 'G'}, |
/* ??? */{TEXT("tradessf"), 228}, |
/* 8657 */{TEXT("uArr"), 221, 'G'}, |
/* 8657 */{TEXT("uArr"), 8657}, |
/* 8593 */{TEXT("uarr"), 173, 'G'}, |
/* 8593 */{TEXT("uarr"), 8593}, |
/* 965 */{TEXT("upsi"), 117, 'G'}, |
/* 965 */{TEXT("upsi"), 965}, |
/* 8744 */{TEXT("vee"), 218, 'G'}, |
/* 8744 */{TEXT("vee"), 8744}, |
/* 8472 */{TEXT("weierp"), 195, 'G'}, |
/* 8472 */{TEXT("weierp"), 8472}, |
/* 958 */{TEXT("xi"), 120, 'G'}, |
/* 958 */{TEXT("xi"), 958}, |
/* 950 */{TEXT("zeta"), 122, 'G'}, |
/* 950 */{TEXT("zeta"), 950}, |
{TEXT("zzzz"), -1, SPACE} /* this last entry is required */ |
{TEXT("zzzz"), -1} /* this last entry is required */ |
}; |
}; |
|
|