1 rizwank 1.1 /*
2 * AFM ibmpc encoding.
3 *
4 * This file is automatically generated from file `ibmpc.txt'. If you
5 * have any corrections to this file, please, edit file `ibmpc.txt' instead.
6 */
7
8 /*
9 * This program is free software; you can redistribute it and/or modify
10 * it under the terms of the GNU General Public License as published by
11 * the Free Software Foundation; either version 2, or (at your option)
12 * any later version.
13 *
14 * This program is distributed in the hope that it will be useful,
15 * but WITHOUT ANY WARRANTY; without even the implied warranty of
16 * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
17 * GNU General Public License for more details.
18 *
19 * You should have received a copy of the GNU General Public License
20 * along with this program; see the file COPYING. If not, write to
21 * the Free Software Foundation, 59 Temple Place - Suite 330,
22 rizwank 1.1 * Boston, MA 02111-1307, USA.
23 */
24
25 #include "afmint.h"
26
27 AFMEncodingTable afm_ibmpc_encoding[] =
28 {
29 {0x00, AFM_ENC_NONE},
30 {0x01, AFM_ENC_NON_EXISTENT},
31 {0x02, AFM_ENC_NON_EXISTENT},
32 {0x03, "heart"},
33 {0x04, "diamond"},
34 {0x05, "club"},
35 {0x06, "spade"},
36 {0x07, AFM_ENC_NONE},
37 {0x08, AFM_ENC_NONE},
38 {0x09, AFM_ENC_NONE},
39 {0x0a, AFM_ENC_NONE},
40 {0x0b, AFM_ENC_NONE},
41 {0x0c, AFM_ENC_NONE},
42 {0x0d, AFM_ENC_NONE},
43 rizwank 1.1 {0x0e, AFM_ENC_NONE},
44 {0x0f, AFM_ENC_NONE},
45 {0x10, AFM_ENC_NON_EXISTENT},
46 {0x11, AFM_ENC_NON_EXISTENT},
47 {0x12, AFM_ENC_NON_EXISTENT},
48 {0x13, AFM_ENC_NON_EXISTENT},
49 {0x14, "paragraph"},
50 {0x15, "section"},
51 {0x16, AFM_ENC_NON_EXISTENT},
52 {0x17, AFM_ENC_NON_EXISTENT},
53 {0x18, "arrowup"},
54 {0x19, "arrowdown"},
55 {0x1a, AFM_ENC_NONE},
56 {0x1b, AFM_ENC_NONE},
57 {0x1c, AFM_ENC_NON_EXISTENT},
58 {0x1d, "arrowboth"},
59 {0x1e, AFM_ENC_NON_EXISTENT},
60 {0x1f, AFM_ENC_NON_EXISTENT},
61 {0x20, "space"},
62 {0x21, "exclam"},
63 {0x22, "quotedbl"},
64 rizwank 1.1 {0x23, "numbersign"},
65 {0x24, "dollar"},
66 {0x25, "percent"},
67 {0x26, "ampersand"},
68 {0x27, "quoteright"},
69 {0x28, "parenleft"},
70 {0x29, "parenright"},
71 {0x2a, "asterisk"},
72 {0x2b, "plus"},
73 {0x2c, "comma"},
74 {0x2d, "hyphen"},
75 {0x2e, "period"},
76 {0x2f, "slash"},
77 {0x30, "zero"},
78 {0x31, "one"},
79 {0x32, "two"},
80 {0x33, "three"},
81 {0x34, "four"},
82 {0x35, "five"},
83 {0x36, "six"},
84 {0x37, "seven"},
85 rizwank 1.1 {0x38, "eight"},
86 {0x39, "nine"},
87 {0x3a, "colon"},
88 {0x3b, "semicolon"},
89 {0x3c, "less"},
90 {0x3d, "equal"},
91 {0x3e, "greater"},
92 {0x3f, "question"},
93 {0x40, "at"},
94 {0x41, "A"},
95 {0x42, "B"},
96 {0x43, "C"},
97 {0x44, "D"},
98 {0x45, "E"},
99 {0x46, "F"},
100 {0x47, "G"},
101 {0x48, "H"},
102 {0x49, "I"},
103 {0x4a, "J"},
104 {0x4b, "K"},
105 {0x4c, "L"},
106 rizwank 1.1 {0x4d, "M"},
107 {0x4e, "N"},
108 {0x4f, "O"},
109 {0x50, "P"},
110 {0x51, "Q"},
111 {0x52, "R"},
112 {0x53, "S"},
113 {0x54, "T"},
114 {0x55, "U"},
115 {0x56, "V"},
116 {0x57, "W"},
117 {0x58, "X"},
118 {0x59, "Y"},
119 {0x5a, "Z"},
120 {0x5b, "bracketleft"},
121 {0x5c, "backslash"},
122 {0x5d, "bracketright"},
123 {0x5e, "asciicircum"},
124 {0x5f, "underscore"},
125 {0x60, "quoteleft"},
126 {0x61, "a"},
127 rizwank 1.1 {0x62, "b"},
128 {0x63, "c"},
129 {0x64, "d"},
130 {0x65, "e"},
131 {0x66, "f"},
132 {0x67, "g"},
133 {0x68, "h"},
134 {0x69, "i"},
135 {0x6a, "j"},
136 {0x6b, "k"},
137 {0x6c, "l"},
138 {0x6d, "m"},
139 {0x6e, "n"},
140 {0x6f, "o"},
141 {0x70, "p"},
142 {0x71, "q"},
143 {0x72, "r"},
144 {0x73, "s"},
145 {0x74, "t"},
146 {0x75, "u"},
147 {0x76, "v"},
148 rizwank 1.1 {0x77, "w"},
149 {0x78, "x"},
150 {0x79, "y"},
151 {0x7a, "z"},
152 {0x7b, "braceleft"},
153 {0x7c, "bar"},
154 {0x7d, "braceright"},
155 {0x7e, "tilde"},
156 {0x7f, AFM_ENC_NON_EXISTENT},
157 {0x80, "Ccedilla"},
158 {0x81, "udieresis"},
159 {0x82, "eacute"},
160 {0x83, "acircumflex"},
161 {0x84, "adieresis"},
162 {0x85, "agrave"},
163 {0x86, "aring"},
164 {0x87, "ccedilla"},
165 {0x88, "ecircumflex"},
166 {0x89, "edieresis"},
167 {0x8a, "egrave"},
168 {0x8b, "idieresis"},
169 rizwank 1.1 {0x8c, "icircumflex"},
170 {0x8d, "igrave"},
171 {0x8e, "Adieresis"},
172 {0x8f, "Aring"},
173 {0x90, "Eacute"},
174 {0x91, "ae"},
175 {0x92, "AE"},
176 {0x93, "ocircumflex"},
177 {0x94, "odieresis"},
178 {0x95, "ograve"},
179 {0x96, "ucircumflex"},
180 {0x97, "ugrave"},
181 {0x98, "ydieresis"},
182 {0x99, "Odieresis"},
183 {0x9a, "Udieresis"},
184 {0x9b, "cent"},
185 {0x9c, "sterling"},
186 {0x9d, "yen"},
187 {0x9e, AFM_ENC_NON_EXISTENT},
188 {0x9f, "florin"},
189 {0xa0, "aacute"},
190 rizwank 1.1 {0xa1, "iacute"},
191 {0xa2, "oacute"},
192 {0xa3, "uacute"},
193 {0xa4, "ntilde"},
194 {0xa5, "Ntilde"},
195 {0xa6, "ordfeminine"},
196 {0xa7, "degree"},
197 {0xa8, "questiondown"},
198 {0xa9, AFM_ENC_NON_EXISTENT},
199 {0xaa, "logicalnot"},
200 {0xab, "onehalf"},
201 {0xac, "onequarter"},
202 {0xad, "exclamdown"},
203 {0xae, "guillemotleft"},
204 {0xaf, "guillemotright"},
205 {0xb0, AFM_ENC_NON_EXISTENT},
206 {0xb1, AFM_ENC_NON_EXISTENT},
207 {0xb2, AFM_ENC_NON_EXISTENT},
208 {0xb3, AFM_ENC_NON_EXISTENT},
209 {0xb4, AFM_ENC_NON_EXISTENT},
210 {0xb5, AFM_ENC_NON_EXISTENT},
211 rizwank 1.1 {0xb6, AFM_ENC_NON_EXISTENT},
212 {0xb7, AFM_ENC_NON_EXISTENT},
213 {0xb8, AFM_ENC_NON_EXISTENT},
214 {0xb9, AFM_ENC_NON_EXISTENT},
215 {0xba, AFM_ENC_NON_EXISTENT},
216 {0xbb, AFM_ENC_NON_EXISTENT},
217 {0xbc, AFM_ENC_NON_EXISTENT},
218 {0xbd, AFM_ENC_NON_EXISTENT},
219 {0xbe, AFM_ENC_NON_EXISTENT},
220 {0xbf, AFM_ENC_NON_EXISTENT},
221 {0xc0, AFM_ENC_NON_EXISTENT},
222 {0xc1, AFM_ENC_NON_EXISTENT},
223 {0xc2, AFM_ENC_NON_EXISTENT},
224 {0xc3, AFM_ENC_NON_EXISTENT},
225 {0xc4, AFM_ENC_NON_EXISTENT},
226 {0xc5, AFM_ENC_NON_EXISTENT},
227 {0xc6, AFM_ENC_NON_EXISTENT},
228 {0xc7, AFM_ENC_NON_EXISTENT},
229 {0xc8, AFM_ENC_NON_EXISTENT},
230 {0xc9, AFM_ENC_NON_EXISTENT},
231 {0xca, AFM_ENC_NON_EXISTENT},
232 rizwank 1.1 {0xcb, AFM_ENC_NON_EXISTENT},
233 {0xcc, AFM_ENC_NON_EXISTENT},
234 {0xcd, AFM_ENC_NON_EXISTENT},
235 {0xce, AFM_ENC_NON_EXISTENT},
236 {0xcf, AFM_ENC_NON_EXISTENT},
237 {0xd0, AFM_ENC_NON_EXISTENT},
238 {0xd1, AFM_ENC_NON_EXISTENT},
239 {0xd2, AFM_ENC_NON_EXISTENT},
240 {0xd3, AFM_ENC_NON_EXISTENT},
241 {0xd4, AFM_ENC_NON_EXISTENT},
242 {0xd5, AFM_ENC_NON_EXISTENT},
243 {0xd6, AFM_ENC_NON_EXISTENT},
244 {0xd7, AFM_ENC_NON_EXISTENT},
245 {0xd8, AFM_ENC_NON_EXISTENT},
246 {0xd9, AFM_ENC_NON_EXISTENT},
247 {0xda, AFM_ENC_NON_EXISTENT},
248 {0xdb, AFM_ENC_NON_EXISTENT},
249 {0xdc, AFM_ENC_NON_EXISTENT},
250 {0xdd, AFM_ENC_NON_EXISTENT},
251 {0xde, AFM_ENC_NON_EXISTENT},
252 {0xdf, AFM_ENC_NON_EXISTENT},
253 rizwank 1.1 {0xe0, "alpha"},
254 {0xe1, "germandbls"},
255 {0xe2, "Gamma"},
256 {0xe3, "pi"},
257 {0xe4, "Sigma"},
258 {0xe5, "sigma"},
259 {0xe6, "mu"},
260 {0xe7, "tau"},
261 {0xe8, "phi"},
262 {0xe9, "theta"},
263 {0xea, "Omega"},
264 {0xeb, "delta"},
265 {0xec, "infinity"},
266 {0xed, "oslash"},
267 {0xee, "epsilon"},
268 {0xef, "intersection"},
269 {0xf0, "equivalence"},
270 {0xf1, "plusminus"},
271 {0xf2, "greaterequal"},
272 {0xf3, "lessequal"},
273 {0xf4, "integraltp"},
274 rizwank 1.1 {0xf5, "integralbt"},
275 {0xf6, "divide"},
276 {0xf7, "approxequal"},
277 {0xf8, "degree"},
278 {0xf9, "dotaccent"},
279 {0xfa, "dotaccent"},
280 {0xfb, "radical"},
281 {0xfc, AFM_ENC_NON_EXISTENT},
282 {0xfd, "twosuperior"},
283 {0xfe, AFM_ENC_NON_EXISTENT},
284 {0xff, AFM_ENC_NON_EXISTENT},
285 {-1, NULL},
286 };
|
Return to
e_pc.c
CVS log
Up to [RizwankCVS] / testProject / afmlib