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bankgothic.pm
33.21
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courier.pm
43.02
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courierbold.pm
33.33
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courierboldoblique.pm
33.35
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courieroblique.pm
33.34
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georgia.pm
53.5
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georgiabold.pm
53.51
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georgiabolditalic.pm
53.52
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georgiaitalic.pm
53.51
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helvetica.pm
33.33
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helveticabold.pm
33.34
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helveticaboldoblique.pm
33.33
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helveticaoblique.pm
33.32
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symbol.pm
30.8
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timesbold.pm
33.33
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timesbolditalic.pm
33.32
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timesitalic.pm
33.35
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timesroman.pm
29.36
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trebuchet.pm
36.74
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trebuchetbold.pm
36.76
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trebuchetbolditalic.pm
40.17
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trebuchetitalic.pm
40.16
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52.38
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verdanabold.pm
52.63
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verdanabolditalic.pm
52.65
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verdanaitalic.pm
52.58
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webdings.pm
37.01
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wingdings.pm
32.99
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25.34
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Code Editor : symbol.pm
package PDF::API2::Resource::Font::CoreFont::symbol; use strict; use warnings; our $VERSION = '2.043'; # VERSION sub data { return { 'fontname' => 'Symbol', 'type' => 'Type1', 'apiname' => 'Sym', 'ascender' => '600', 'capheight' => '600', 'descender' => '-200', 'iscore' => '1', 'isfixedpitch' => '0', 'issymbol' => '1', 'italicangle' => '0', 'stdhw' => '92', 'stdvw' => '85', 'underlineposition' => '-100', 'underlinethickness' => '50', 'xheight' => '450', 'firstchar' => '32', 'lastchar' => '255', 'char' => [ # DEF. ENCODING GLYPH TABLE '.notdef', # C+0x00 # U+0x0000 '.notdef', # C+0x01 # U+0x0000 '.notdef', # C+0x02 # U+0x0000 '.notdef', # C+0x03 # U+0x0000 '.notdef', # C+0x04 # U+0x0000 '.notdef', # C+0x05 # U+0x0000 '.notdef', # C+0x06 # U+0x0000 '.notdef', # C+0x07 # U+0x0000 '.notdef', # C+0x08 # U+0x0000 '.notdef', # C+0x09 # U+0x0000 '.notdef', # C+0x0A # U+0x0000 '.notdef', # C+0x0B # U+0x0000 '.notdef', # C+0x0C # U+0x0000 '.notdef', # C+0x0D # U+0x0000 '.notdef', # C+0x0E # U+0x0000 '.notdef', # C+0x0F # U+0x0000 '.notdef', # C+0x10 # U+0x0000 '.notdef', # C+0x11 # U+0x0000 '.notdef', # C+0x12 # U+0x0000 '.notdef', # C+0x13 # U+0x0000 '.notdef', # C+0x14 # U+0x0000 '.notdef', # C+0x15 # U+0x0000 '.notdef', # C+0x16 # U+0x0000 '.notdef', # C+0x17 # U+0x0000 '.notdef', # C+0x18 # U+0x0000 '.notdef', # C+0x19 # U+0x0000 '.notdef', # C+0x1A # U+0x0000 '.notdef', # C+0x1B # U+0x0000 '.notdef', # C+0x1C # U+0x0000 '.notdef', # C+0x1D # U+0x0000 '.notdef', # C+0x1E # U+0x0000 '.notdef', # C+0x1F # U+0x0000 'space', # C+0x20 # U+0xF020 'exclam', # C+0x21 # U+0xF021 'universal', # C+0x22 # U+0xF022 'numbersign', # C+0x23 # U+0xF023 'existential', # C+0x24 # U+0xF024 'percent', # C+0x25 # U+0xF025 'ampersand', # C+0x26 # U+0xF026 'suchthat', # C+0x27 # U+0xF027 'parenleft', # C+0x28 # U+0xF028 'parenright', # C+0x29 # U+0xF029 'asteriskmath', # C+0x2A # U+0xF02A 'plus', # C+0x2B # U+0xF02B 'comma', # C+0x2C # U+0xF02C 'minus', # C+0x2D # U+0xF02D 'period', # C+0x2E # U+0xF02E 'slash', # C+0x2F # U+0xF02F 'zero', # C+0x30 # U+0xF030 'one', # C+0x31 # U+0xF031 'two', # C+0x32 # U+0xF032 'three', # C+0x33 # U+0xF033 'four', # C+0x34 # U+0xF034 'five', # C+0x35 # U+0xF035 'six', # C+0x36 # U+0xF036 'seven', # C+0x37 # U+0xF037 'eight', # C+0x38 # U+0xF038 'nine', # C+0x39 # U+0xF039 'colon', # C+0x3A # U+0xF03A 'semicolon', # C+0x3B # U+0xF03B 'less', # C+0x3C # U+0xF03C 'equal', # C+0x3D # U+0xF03D 'greater', # C+0x3E # U+0xF03E 'question', # C+0x3F # U+0xF03F 'congruent', # C+0x40 # U+0xF040 'Alpha', # C+0x41 # U+0xF041 'Beta', # C+0x42 # U+0xF042 'Chi', # C+0x43 # U+0xF043 'Delta', # C+0x44 # U+0xF044 'Epsilon', # C+0x45 # U+0xF045 'Phi', # C+0x46 # U+0xF046 'Gamma', # C+0x47 # U+0xF047 'Eta', # C+0x48 # U+0xF048 'Iota', # C+0x49 # U+0xF049 'theta1', # C+0x4A # U+0xF04A 'Kappa', # C+0x4B # U+0xF04B 'Lambda', # C+0x4C # U+0xF04C 'Mu', # C+0x4D # U+0xF04D 'Nu', # C+0x4E # U+0xF04E 'Omicron', # C+0x4F # U+0xF04F 'Pi', # C+0x50 # U+0xF050 'Theta', # C+0x51 # U+0xF051 'Rho', # C+0x52 # U+0xF052 'Sigma', # C+0x53 # U+0xF053 'Tau', # C+0x54 # U+0xF054 'Upsilon', # C+0x55 # U+0xF055 'sigma1', # C+0x56 # U+0xF056 'Omega', # C+0x57 # U+0xF057 'Xi', # C+0x58 # U+0xF058 'Psi', # C+0x59 # U+0xF059 'Zeta', # C+0x5A # U+0xF05A 'bracketleft', # C+0x5B # U+0xF05B 'therefore', # C+0x5C # U+0xF05C 'bracketright', # C+0x5D # U+0xF05D 'perpendicular', # C+0x5E # U+0xF05E 'underscore', # C+0x5F # U+0xF05F 'radicalex', # C+0x60 # U+0xF060 'alpha', # C+0x61 # U+0xF061 'beta', # C+0x62 # U+0xF062 'chi', # C+0x63 # U+0xF063 'delta', # C+0x64 # U+0xF064 'epsilon', # C+0x65 # U+0xF065 'phi', # C+0x66 # U+0xF066 'gamma', # C+0x67 # U+0xF067 'eta', # C+0x68 # U+0xF068 'iota', # C+0x69 # U+0xF069 'phi1', # C+0x6A # U+0xF06A 'kappa', # C+0x6B # U+0xF06B 'lambda', # C+0x6C # U+0xF06C 'mu', # C+0x6D # U+0xF06D 'nu', # C+0x6E # U+0xF06E 'omicron', # C+0x6F # U+0xF06F 'pi', # C+0x70 # U+0xF070 'theta', # C+0x71 # U+0xF071 'rho', # C+0x72 # U+0xF072 'sigma', # C+0x73 # U+0xF073 'tau', # C+0x74 # U+0xF074 'upsilon', # C+0x75 # U+0xF075 'omega1', # C+0x76 # U+0xF076 'omega', # C+0x77 # U+0xF077 'xi', # C+0x78 # U+0xF078 'psi', # C+0x79 # U+0xF079 'zeta', # C+0x7A # U+0xF07A 'braceleft', # C+0x7B # U+0xF07B 'bar', # C+0x7C # U+0xF07C 'braceright', # C+0x7D # U+0xF07D 'similar', # C+0x7E # U+0xF07E '.notdef', # C+0x7F # U+0x0000 '.notdef', # C+0x80 # U+0x0000 '.notdef', # C+0x81 # U+0x0000 '.notdef', # C+0x82 # U+0x0000 '.notdef', # C+0x83 # U+0x0000 '.notdef', # C+0x84 # U+0x0000 '.notdef', # C+0x85 # U+0x0000 '.notdef', # C+0x86 # U+0x0000 '.notdef', # C+0x87 # U+0x0000 '.notdef', # C+0x88 # U+0x0000 '.notdef', # C+0x89 # U+0x0000 '.notdef', # C+0x8A # U+0x0000 '.notdef', # C+0x8B # U+0x0000 '.notdef', # C+0x8C # U+0x0000 '.notdef', # C+0x8D # U+0x0000 '.notdef', # C+0x8E # U+0x0000 '.notdef', # C+0x8F # U+0x0000 '.notdef', # C+0x90 # U+0x0000 '.notdef', # C+0x91 # U+0x0000 '.notdef', # C+0x92 # U+0x0000 '.notdef', # C+0x93 # U+0x0000 '.notdef', # C+0x94 # U+0x0000 '.notdef', # C+0x95 # U+0x0000 '.notdef', # C+0x96 # U+0x0000 '.notdef', # C+0x97 # U+0x0000 '.notdef', # C+0x98 # U+0x0000 '.notdef', # C+0x99 # U+0x0000 '.notdef', # C+0x9A # U+0x0000 '.notdef', # C+0x9B # U+0x0000 '.notdef', # C+0x9C # U+0x0000 '.notdef', # C+0x9D # U+0x0000 '.notdef', # C+0x9E # U+0x0000 '.notdef', # C+0x9F # U+0x0000 'Euro', # C+0xA0 # U+0xF0A0 'Upsilon1', # C+0xA1 # U+0xF0A1 'minute', # C+0xA2 # U+0xF0A2 'lessequal', # C+0xA3 # U+0xF0A3 'fraction', # C+0xA4 # U+0xF0A4 'infinity', # C+0xA5 # U+0xF0A5 'florin', # C+0xA6 # U+0xF0A6 'club', # C+0xA7 # U+0xF0A7 'diamond', # C+0xA8 # U+0xF0A8 'heart', # C+0xA9 # U+0xF0A9 'spade', # C+0xAA # U+0xF0AA 'arrowboth', # C+0xAB # U+0xF0AB 'arrowleft', # C+0xAC # U+0xF0AC 'arrowup', # C+0xAD # U+0xF0AD 'arrowright', # C+0xAE # U+0xF0AE 'arrowdown', # C+0xAF # U+0xF0AF 'degree', # C+0xB0 # U+0xF0B0 'plusminus', # C+0xB1 # U+0xF0B1 'second', # C+0xB2 # U+0xF0B2 'greaterequal', # C+0xB3 # U+0xF0B3 'multiply', # C+0xB4 # U+0xF0B4 'proportional', # C+0xB5 # U+0xF0B5 'partialdiff', # C+0xB6 # U+0xF0B6 'bullet', # C+0xB7 # U+0xF0B7 'divide', # C+0xB8 # U+0xF0B8 'notequal', # C+0xB9 # U+0xF0B9 'equivalence', # C+0xBA # U+0xF0BA 'approxequal', # C+0xBB # U+0xF0BB 'ellipsis', # C+0xBC # U+0xF0BC 'arrowvertex', # C+0xBD # U+0xF0BD 'arrowhorizex', # C+0xBE # U+0xF0BE 'carriagereturn', # C+0xBF # U+0xF0BF 'aleph', # C+0xC0 # U+0xF0C0 'Ifraktur', # C+0xC1 # U+0xF0C1 'Rfraktur', # C+0xC2 # U+0xF0C2 'weierstrass', # C+0xC3 # U+0xF0C3 'circlemultiply', # C+0xC4 # U+0xF0C4 'circleplus', # C+0xC5 # U+0xF0C5 'emptyset', # C+0xC6 # U+0xF0C6 'intersection', # C+0xC7 # U+0xF0C7 'union', # C+0xC8 # U+0xF0C8 'propersuperset', # C+0xC9 # U+0xF0C9 'reflexsuperset', # C+0xCA # U+0xF0CA 'notsubset', # C+0xCB # U+0xF0CB 'propersubset', # C+0xCC # U+0xF0CC 'reflexsubset', # C+0xCD # U+0xF0CD 'element', # C+0xCE # U+0xF0CE 'notelement', # C+0xCF # U+0xF0CF 'angle', # C+0xD0 # U+0xF0D0 'gradient', # C+0xD1 # U+0xF0D1 'registerserif', # C+0xD2 # U+0xF0D2 'copyrightserif', # C+0xD3 # U+0xF0D3 'trademarkserif', # C+0xD4 # U+0xF0D4 'product', # C+0xD5 # U+0xF0D5 'radical', # C+0xD6 # U+0xF0D6 'dotmath', # C+0xD7 # U+0xF0D7 'logicalnot', # C+0xD8 # U+0xF0D8 'logicaland', # C+0xD9 # U+0xF0D9 'logicalor', # C+0xDA # U+0xF0DA 'arrowdblboth', # C+0xDB # U+0xF0DB 'arrowdblleft', # C+0xDC # U+0xF0DC 'arrowdblup', # C+0xDD # U+0xF0DD 'arrowdblright', # C+0xDE # U+0xF0DE 'arrowdbldown', # C+0xDF # U+0xF0DF 'lozenge', # C+0xE0 # U+0xF0E0 'angleleft', # C+0xE1 # U+0xF0E1 'registersans', # C+0xE2 # U+0xF0E2 'copyrightsans', # C+0xE3 # U+0xF0E3 'trademarksans', # C+0xE4 # U+0xF0E4 'summation', # C+0xE5 # U+0xF0E5 'parenlefttp', # C+0xE6 # U+0xF0E6 'parenleftex', # C+0xE7 # U+0xF0E7 'parenleftbt', # C+0xE8 # U+0xF0E8 'bracketlefttp', # C+0xE9 # U+0xF0E9 'bracketleftex', # C+0xEA # U+0xF0EA 'bracketleftbt', # C+0xEB # U+0xF0EB 'bracelefttp', # C+0xEC # U+0xF0EC 'braceleftmid', # C+0xED # U+0xF0ED 'braceleftbt', # C+0xEE # U+0xF0EE 'braceex', # C+0xEF # U+0xF0EF '.notdef', # C+0xF0 # U+0x0000 'angleright', # C+0xF1 # U+0xF0F1 'integral', # C+0xF2 # U+0xF0F2 'integraltp', # C+0xF3 # U+0xF0F3 'integralex', # C+0xF4 # U+0xF0F4 'integralbt', # C+0xF5 # U+0xF0F5 'parenrighttp', # C+0xF6 # U+0xF0F6 'parenrightex', # C+0xF7 # U+0xF0F7 'parenrightbt', # C+0xF8 # U+0xF0F8 'bracketrighttp', # C+0xF9 # U+0xF0F9 'bracketrightex', # C+0xFA # U+0xF0FA 'bracketrightbt', # C+0xFB # U+0xF0FB 'bracerighttp', # C+0xFC # U+0xF0FC 'bracerightmid', # C+0xFD # U+0xF0FD 'bracerightbt', # C+0xFE # U+0xF0FE 'apple', # C+0xFF # U+0xF0FF ], # DEF. ENCODING GLYPH TABLE 'fontbbox' => [ -180, -293, 1090, 1010 ], 'wx' => { # HORIZ. WIDTH TABLE 'space' => '250', # C+0x20 # U+0xF020 'exclam' => '333', # C+0x21 # U+0xF021 'universal' => '713', # C+0x22 # U+0xF022 'numbersign' => '500', # C+0x23 # U+0xF023 'existential' => '549', # C+0x24 # U+0xF024 'percent' => '833', # C+0x25 # U+0xF025 'ampersand' => '778', # C+0x26 # U+0xF026 'suchthat' => '439', # C+0x27 # U+0xF027 'parenleft' => '333', # C+0x28 # U+0xF028 'parenright' => '333', # C+0x29 # U+0xF029 'asteriskmath' => '500', # C+0x2A # U+0xF02A 'plus' => '549', # C+0x2B # U+0xF02B 'comma' => '250', # C+0x2C # U+0xF02C 'minus' => '549', # C+0x2D # U+0xF02D 'period' => '250', # C+0x2E # U+0xF02E 'slash' => '278', # C+0x2F # U+0xF02F 'zero' => '500', # C+0x30 # U+0xF030 'one' => '500', # C+0x31 # U+0xF031 'two' => '500', # C+0x32 # U+0xF032 'three' => '500', # C+0x33 # U+0xF033 'four' => '500', # C+0x34 # U+0xF034 'five' => '500', # C+0x35 # U+0xF035 'six' => '500', # C+0x36 # U+0xF036 'seven' => '500', # C+0x37 # U+0xF037 'eight' => '500', # C+0x38 # U+0xF038 'nine' => '500', # C+0x39 # U+0xF039 'colon' => '278', # C+0x3A # U+0xF03A 'semicolon' => '278', # C+0x3B # U+0xF03B 'less' => '549', # C+0x3C # U+0xF03C 'equal' => '549', # C+0x3D # U+0xF03D 'greater' => '549', # C+0x3E # U+0xF03E 'question' => '444', # C+0x3F # U+0xF03F 'congruent' => '549', # C+0x40 # U+0xF040 'Alpha' => '722', # C+0x41 # U+0xF041 'Beta' => '667', # C+0x42 # U+0xF042 'Chi' => '722', # C+0x43 # U+0xF043 'Delta' => '612', # C+0x44 # U+0xF044 'Epsilon' => '611', # C+0x45 # U+0xF045 'Phi' => '763', # C+0x46 # U+0xF046 'Gamma' => '603', # C+0x47 # U+0xF047 'Eta' => '722', # C+0x48 # U+0xF048 'Iota' => '333', # C+0x49 # U+0xF049 'theta1' => '631', # C+0x4A # U+0xF04A 'Kappa' => '722', # C+0x4B # U+0xF04B 'Lambda' => '686', # C+0x4C # U+0xF04C 'Mu' => '889', # C+0x4D # U+0xF04D 'Nu' => '722', # C+0x4E # U+0xF04E 'Omicron' => '722', # C+0x4F # U+0xF04F 'Pi' => '768', # C+0x50 # U+0xF050 'Theta' => '741', # C+0x51 # U+0xF051 'Rho' => '556', # C+0x52 # U+0xF052 'Sigma' => '592', # C+0x53 # U+0xF053 'Tau' => '611', # C+0x54 # U+0xF054 'Upsilon' => '690', # C+0x55 # U+0xF055 'sigma1' => '439', # C+0x56 # U+0xF056 'Omega' => '768', # C+0x57 # U+0xF057 'Xi' => '645', # C+0x58 # U+0xF058 'Psi' => '795', # C+0x59 # U+0xF059 'Zeta' => '611', # C+0x5A # U+0xF05A 'bracketleft' => '333', # C+0x5B # U+0xF05B 'therefore' => '863', # C+0x5C # U+0xF05C 'bracketright' => '333', # C+0x5D # U+0xF05D 'perpendicular' => '658', # C+0x5E # U+0xF05E 'underscore' => '500', # C+0x5F # U+0xF05F 'radicalex' => '500', # C+0x60 # U+0xF060 'alpha' => '631', # C+0x61 # U+0xF061 'beta' => '549', # C+0x62 # U+0xF062 'chi' => '549', # C+0x63 # U+0xF063 'delta' => '494', # C+0x64 # U+0xF064 'epsilon' => '439', # C+0x65 # U+0xF065 'phi' => '521', # C+0x66 # U+0xF066 'gamma' => '411', # C+0x67 # U+0xF067 'eta' => '603', # C+0x68 # U+0xF068 'iota' => '329', # C+0x69 # U+0xF069 'phi1' => '603', # C+0x6A # U+0xF06A 'kappa' => '549', # C+0x6B # U+0xF06B 'lambda' => '549', # C+0x6C # U+0xF06C 'mu' => '576', # C+0x6D # U+0xF06D 'nu' => '521', # C+0x6E # U+0xF06E 'omicron' => '549', # C+0x6F # U+0xF06F 'pi' => '549', # C+0x70 # U+0xF070 'theta' => '521', # C+0x71 # U+0xF071 'rho' => '549', # C+0x72 # U+0xF072 'sigma' => '603', # C+0x73 # U+0xF073 'tau' => '439', # C+0x74 # U+0xF074 'upsilon' => '576', # C+0x75 # U+0xF075 'omega1' => '713', # C+0x76 # U+0xF076 'omega' => '686', # C+0x77 # U+0xF077 'xi' => '493', # C+0x78 # U+0xF078 'psi' => '686', # C+0x79 # U+0xF079 'zeta' => '494', # C+0x7A # U+0xF07A 'braceleft' => '480', # C+0x7B # U+0xF07B 'bar' => '200', # C+0x7C # U+0xF07C 'braceright' => '480', # C+0x7D # U+0xF07D 'similar' => '549', # C+0x7E # U+0xF07E 'Euro' => '750', # C+0xA0 # U+0xF0A0 'Upsilon1' => '620', # C+0xA1 # U+0xF0A1 'minute' => '247', # C+0xA2 # U+0xF0A2 'lessequal' => '549', # C+0xA3 # U+0xF0A3 'fraction' => '167', # C+0xA4 # U+0xF0A4 'infinity' => '713', # C+0xA5 # U+0xF0A5 'florin' => '500', # C+0xA6 # U+0xF0A6 'club' => '753', # C+0xA7 # U+0xF0A7 'diamond' => '753', # C+0xA8 # U+0xF0A8 'heart' => '753', # C+0xA9 # U+0xF0A9 'spade' => '753', # C+0xAA # U+0xF0AA 'arrowboth' => '1042', # C+0xAB # U+0xF0AB 'arrowleft' => '987', # C+0xAC # U+0xF0AC 'arrowup' => '603', # C+0xAD # U+0xF0AD 'arrowright' => '987', # C+0xAE # U+0xF0AE 'arrowdown' => '603', # C+0xAF # U+0xF0AF 'degree' => '400', # C+0xB0 # U+0xF0B0 'plusminus' => '549', # C+0xB1 # U+0xF0B1 'second' => '411', # C+0xB2 # U+0xF0B2 'greaterequal' => '549', # C+0xB3 # U+0xF0B3 'multiply' => '549', # C+0xB4 # U+0xF0B4 'proportional' => '713', # C+0xB5 # U+0xF0B5 'partialdiff' => '494', # C+0xB6 # U+0xF0B6 'bullet' => '460', # C+0xB7 # U+0xF0B7 'divide' => '549', # C+0xB8 # U+0xF0B8 'notequal' => '549', # C+0xB9 # U+0xF0B9 'equivalence' => '549', # C+0xBA # U+0xF0BA 'approxequal' => '549', # C+0xBB # U+0xF0BB 'ellipsis' => '1000', # C+0xBC # U+0xF0BC 'arrowvertex' => '603', # C+0xBD # U+0xF0BD 'arrowhorizex' => '1000', # C+0xBE # U+0xF0BE 'carriagereturn' => '658', # C+0xBF # U+0xF0BF 'aleph' => '823', # C+0xC0 # U+0xF0C0 'Ifraktur' => '686', # C+0xC1 # U+0xF0C1 'Rfraktur' => '795', # C+0xC2 # U+0xF0C2 'weierstrass' => '987', # C+0xC3 # U+0xF0C3 'circlemultiply' => '768', # C+0xC4 # U+0xF0C4 'circleplus' => '768', # C+0xC5 # U+0xF0C5 'emptyset' => '823', # C+0xC6 # U+0xF0C6 'intersection' => '768', # C+0xC7 # U+0xF0C7 'union' => '768', # C+0xC8 # U+0xF0C8 'propersuperset' => '713', # C+0xC9 # U+0xF0C9 'reflexsuperset' => '713', # C+0xCA # U+0xF0CA 'notsubset' => '713', # C+0xCB # U+0xF0CB 'propersubset' => '713', # C+0xCC # U+0xF0CC 'reflexsubset' => '713', # C+0xCD # U+0xF0CD 'element' => '713', # C+0xCE # U+0xF0CE 'notelement' => '713', # C+0xCF # U+0xF0CF 'angle' => '768', # C+0xD0 # U+0xF0D0 'gradient' => '713', # C+0xD1 # U+0xF0D1 'registerserif' => '790', # C+0xD2 # U+0xF0D2 'copyrightserif' => '790', # C+0xD3 # U+0xF0D3 'trademarkserif' => '890', # C+0xD4 # U+0xF0D4 'product' => '823', # C+0xD5 # U+0xF0D5 'radical' => '549', # C+0xD6 # U+0xF0D6 'dotmath' => '250', # C+0xD7 # U+0xF0D7 'logicalnot' => '713', # C+0xD8 # U+0xF0D8 'logicaland' => '603', # C+0xD9 # U+0xF0D9 'logicalor' => '603', # C+0xDA # U+0xF0DA 'arrowdblboth' => '1042', # C+0xDB # U+0xF0DB 'arrowdblleft' => '987', # C+0xDC # U+0xF0DC 'arrowdblup' => '603', # C+0xDD # U+0xF0DD 'arrowdblright' => '987', # C+0xDE # U+0xF0DE 'arrowdbldown' => '603', # C+0xDF # U+0xF0DF 'lozenge' => '494', # C+0xE0 # U+0xF0E0 'angleleft' => '329', # C+0xE1 # U+0xF0E1 'registersans' => '790', # C+0xE2 # U+0xF0E2 'copyrightsans' => '790', # C+0xE3 # U+0xF0E3 'trademarksans' => '786', # C+0xE4 # U+0xF0E4 'summation' => '713', # C+0xE5 # U+0xF0E5 'parenlefttp' => '384', # C+0xE6 # U+0xF0E6 'parenleftex' => '384', # C+0xE7 # U+0xF0E7 'parenleftbt' => '384', # C+0xE8 # U+0xF0E8 'bracketlefttp' => '384', # C+0xE9 # U+0xF0E9 'bracketleftex' => '384', # C+0xEA # U+0xF0EA 'bracketleftbt' => '384', # C+0xEB # U+0xF0EB 'bracelefttp' => '494', # C+0xEC # U+0xF0EC 'braceleftmid' => '494', # C+0xED # U+0xF0ED 'braceleftbt' => '494', # C+0xEE # U+0xF0EE 'braceex' => '494', # C+0xEF # U+0xF0EF 'angleright' => '329', # C+0xF1 # U+0xF0F1 'integral' => '274', # C+0xF2 # U+0xF0F2 'integraltp' => '686', # C+0xF3 # U+0xF0F3 'integralex' => '686', # C+0xF4 # U+0xF0F4 'integralbt' => '686', # C+0xF5 # U+0xF0F5 'parenrighttp' => '384', # C+0xF6 # U+0xF0F6 'parenrightex' => '384', # C+0xF7 # U+0xF0F7 'parenrightbt' => '384', # C+0xF8 # U+0xF0F8 'bracketrighttp' => '384', # C+0xF9 # U+0xF0F9 'bracketrightex' => '384', # C+0xFA # U+0xF0FA 'bracketrightbt' => '384', # C+0xFB # U+0xF0FB 'bracerighttp' => '494', # C+0xFC # U+0xF0FC 'bracerightmid' => '494', # C+0xFD # U+0xF0FD 'bracerightbt' => '494', # C+0xFE # U+0xF0FE 'apple' => '790', # C+0xFF # U+0xF0FF }, # HORIZ. WIDTH TABLE } }; 1;
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