1; 2; This file is a charset conversion module in text form. 3; 4; This module Converts IBM extended characters to ASCII, 5; or to UK characters. 6; 7; Format: ID, version, level, 8; from charset, to charset, 9; 128 entries: first & second byte 10; "END" 11; Lines beginning with a ";" or a ";" after the entries are comments 12; 13; Unkown characters are mapped to the "?" character. 14; 15; cedilla = , ; dieresis = .. ; acute = ' 16; grave = ` ; circumflex = ^ ; ring = o 17; tilde = ~ ; caron = v 18; All of these are above the character, apart from the cedilla which is below. 19; 20; \ is the escape character: \0 means decimal zero, 21; \dnnn where nnn is a decimal number is the ordinal value of the character 22; \xnn where nn is a hexadecimal number 23; e.g.: \d32 is the ASCII space character 24; Two \\ is the character "\" itself. 25; 260 ; ID number 270 ; version number 28; 292 ; level number 30; 31CP437 ; from set 32SWEDISH ; to set (change to UK for UK character set) 33; 34\0 \d128 ; C with cedilla 35\0 \d129 ; u dieresis 36\0 \d130 ; e acute 37\0 \d131 ; a circumflex 38\0 { ; a dieresis 39\0 \d133 ; a grave 40\0 } ; a ring 41\0 \d135 ; c cedilla 42\0 \d136 ; e circumflex 43\0 \d137 ; e dieresis 44\0 \d138 ; e grave 45\0 \d139 ; i dieresis 46\0 \d140 ; i circumflex 47\0 \d141 ; i grave 48\0 [ ; A dieresis 49\0 ] ; A ring 50\0 \d064 ; E acute 51\0 \d145 ; ae 52\0 \d146 ; AE 53\0 \d147 ; o circumflex 54\0 | ; o dieresis 55\0 \d149 ; o acute 56\0 \d150 ; u circumflex 57\0 \d151 ; u grave 58\0 \d152 ; y dieresis 59\0 \\ ; O dieresis 60\0 \d154 ; U dieresis 61\0 \d155 ; cent 62\0 \d156 ; pound sterling 63\0 \d157 ; yen 64\0 \d158 ; Pt 65\0 \d159 ; florin 66\0 \d160 ; a acute 67\0 \d161 ; i grave 68\0 \d162 ; o grave 69\0 \d163 ; u grave 70\0 \d164 ; n tilde 71\0 \d165 ; N tilde 72\0 \d166 ; ord feminine 73\0 \d167 ; ord masculine 74\0 \d168 ; question downwards 75\0 \d169 ; 76\0 \d170 ; logical not 77\0 \d171 ; half fraction 78\0 \d172 ; quarter fraction 79\0 \d173 ; exclam downwards 80\0 \d174 ; guillemot left 81\0 \d175 ; guillemot right 82\0 \d176 ; 83\0 \d177 ; 84\0 \d178 ; 85\0 \d179 ; 86\0 \d180 ; 87\0 \d181 ; 88\0 \d182 ; 89\0 \d183 ; 90\0 \d184 ; 91\0 \d185 ; 92\0 \d186 ; 93\0 \d187 ; 94\0 \d188 ; 95\0 \d189 ; 96\0 \d190 ; 97\0 \d191 ; 98\0 \d192 ; 99\0 \d193 ; 100\0 \d194 ; 101\0 \d195 ; 102\0 \d196 ; 103\0 \d197 ; 104\0 \d198 ; 105\0 \d199 ; 106\0 \d200 ; 107\0 \d201 ; 108\0 \d202 ; 109\0 \d203 ; 110\0 \d204 ; 111\0 \d205 ; 112\0 \d206 ; 113\0 \d207 ; 114\0 \d208 ; 115\0 \d209 ; 116\0 \d210 ; 117\0 \d211 ; 118\0 \d212 ; 119\0 \d213 ; 120\0 \d214 ; 121\0 \d215 ; 122\0 \d216 ; 123\0 \d217 ; 124\0 \d218 ; 125\0 \d219 ; 126\0 \d220 ; 127\0 \d221 ; 128\0 \d222 ; 129\0 \d223 ; 130\0 \d224 ; alpha 131\0 \d225 ; german double s (misused as Beta) 132\0 \d226 ; Gamma 133\0 \d227 ; pi 134\0 \d228 ; Sigma (summation) 135\0 \d229 ; sigma 136\0 \d230 ; mu 137\0 \d231 ; gamma 138\0 \d232 ; Phi 139\0 \d233 ; Theta 140\0 \d234 ; Omega 141\0 \d235 ; delta 142\0 \d236 ; infinity 143\0 \d237 ; o slash 144\0 \d238 ; element 145\0 \d239 ; intersection 146\0 \d240 ; equivalence 147\0 \d241 ; plusminus 148\0 \d242 ; greater equals 149\0 \d243 ; smaller equals 150\0 \d244 ; integral top 151\0 \d245 ; integral bottom 152\0 \d246 ; divide 153\0 \d247 ; approx. 154\0 \d248 ; ring / degree 155\0 \d249 ; centered dot 156\0 \d250 ; en dash 157\0 \d251 ; radical 158\0 \d252 ; to the n'th power 159\0 \d253 ; to the second power 160\0 \d254 ; 161\0 \d255 ; space 162END 163