% Encoding: TeX math extension % TeX Math extended encoding vector. % Used by Computer Modern cmex10 and Adobe LucidaMath-Extended, for example. % Note: LucidaMath reencodes 0-9 => 161-170, 10-32 => 173-195 127 => 196 % Copyright (c) 1990, 1991 Y&Y. % Copyright 2007 TeX Users Group. % You may freely use, modify and/or distribute this file. 0 parenleftbig % => 161 a0 1 parenrightbig % => 162 a1 2 bracketleftbig % => 163 a2 3 bracketrightbig % => 164 a3 4 floorleftbig % => 165 a4 5 floorrightbig % => 166 a5 6 ceilingleftbig % => 167 a6 7 ceilingrightbig % => 168 a7 8 braceleftbig % => 169 a8 9 bracerightbig % => 170 a9 10 angbracketleftbig % angleleftbig ? => 173 a10 11 angbracketrightbig % anglerightbig ? => 174 a11 12 vextendsingle % => 175 a12 13 vextenddouble % => 176 a13 14 slashbig % => 177 a14 15 backslashbig % => 178 a15 16 parenleftBig % => 179 a16 17 parenrightBig % => 180 a17 18 parenleftbigg % => 181 a18 19 parenrightbigg % => 182 a19 20 bracketleftbigg % => 183 a20 21 bracketrightbigg % => 184 a21 22 floorleftbigg % => 185 a22 23 floorrightbigg % => 186 a23 24 ceilingleftbigg % => 187 a24 25 ceilingrightbigg % => 188 a25 26 braceleftbigg % => 189 a26 27 bracerightbigg % => 190 a27 28 angbracketleftbigg % angleleftbigg ? a28 29 angbracketrightbigg % anglerightbigg ? a29 30 slashbigg % => 193 a30 31 backslashbigg % => 194 a31 32 parenleftBigg % => 195 space a32 33 parenrightBigg % a33 34 bracketleftBigg % a34 35 bracketrightBigg % a35 36 floorleftBigg % a36 37 floorrightBigg % a37 38 ceilingleftBigg % a38 39 ceilingrightBigg % a39 40 braceleftBigg % a40 41 bracerightBigg % a41 42 angbracketleftBigg % angleleftBigg ? a42 43 angbracketrightBigg % anglerightBigg ? a43 44 slashBigg % a44 45 backslashBigg % a45 46 slashBig % a46 47 backslashBig % a47 48 parenlefttp % a48 49 parenrighttp % a49 50 bracketlefttp % a50 51 bracketrighttp % a51 52 bracketleftbt % a52 53 bracketrightbt % a53 54 bracketleftex % a54 55 bracketrightex % a55 56 bracelefttp % a56 57 bracerighttp % a57 58 braceleftbt % a58 59 bracerightbt % a59 60 braceleftmid % a60 61 bracerightmid % a61 62 braceex % a62 63 arrowvertex % a63 64 parenleftbt % a64 65 parenrightbt % a65 66 parenleftex % a66 67 parenrightex % a67 68 angbracketleftBig % angleleftBig ? a68 69 angbracketrightBig % anglerightBig ? a69 70 unionsqtext % unionsq ? a70 71 unionsqdisplay % a71 72 contintegraltext % contintegral ? a72 73 contintegraldisplay % a73 74 circledottext % circledot ? ? a74 75 circledotdisplay % a75 76 circleplustext % circleplus ? a76 77 circleplusdisplay % a77 78 circlemultiplytext % circlemultiply ? a78 79 circlemultiplydisplay % a79 80 summationtext % summation ? a80 81 producttext % product ? a81 82 integraltext % integral ? a82 83 uniontext % union ? a83 84 intersectiontext % intersection ? a84 85 unionmultitext % unionmulti ? a85 86 logicalandtext % logicaland ? a86 87 logicalortext % logicalor ? a87 88 summationdisplay % a88 89 productdisplay % a89 90 integraldisplay % a90 91 uniondisplay % a91 92 intersectiondisplay % a92 93 unionmultidisplay % a93 94 logicalanddisplay % a94 95 logicalordisplay % a95 96 coproducttext % coproduct ? a96 97 coproductdisplay % a97 98 hatwide % a98 99 hatwider % a99 100 hatwidest % a100 101 tildewide % a101 102 tildewider % a102 103 tildewidest % a103 104 bracketleftBig % a104 105 bracketrightBig % a105 106 floorleftBig % a106 107 floorrightBig % a107 108 ceilingleftBig % a108 109 ceilingrightBig % a109 110 braceleftBig % a110 111 bracerightBig % a111 112 radicalbig % a112 113 radicalBig % a113 114 radicalbigg % a114 115 radicalBigg % a115 116 radicalbt % a116 117 radicalvertex % a117 118 radicaltp % a118 119 arrowvertexdbl % a119 120 arrowtp % a120 121 arrowbt % a121 122 bracehtipdownleft % a122 123 bracehtipdownright % a123 124 bracehtipupleft % a124 125 bracehtipupright % a125 126 arrowdbltp % a126 127 arrowdblbt % => 196 a127