UPGRADING REPAIRING PCs
UPGRADING REPAIRING PCs UPGRADING REPAIRING PCs
16 Chapter 1—General Technical Reference Table 1.5 Hexadecimal/ASCII Conversions Continued Dec Hex Octal Binary Name Character 186 BA 272 1011 1010 double vertical ∫ 187 BB 273 1011 1011 double upper-right ª 188 BC 274 1011 1100 double lower-right º 189 BD 275 1011 1101 1 to 2 lower-right Ω 190 BE 276 1011 1110 2 to 1 lower-right æ 191 BF 277 1011 1111 single upper-right ø 192 C0 300 1100 0000 single lower-left ¿ 193 C1 301 1100 0001 single lower junction ¡ 194 C2 302 1100 0010 single upper junction ¬ 195 C3 303 1100 0011 single left junction √ 196 C4 304 1100 0100 single horizontal ƒ 197 C5 305 1100 0101 single intersection ≈ 198 C6 306 1100 0110 2 to 1 left junction ∆ 199 C7 307 1100 0111 1 to 2 left junction « 200 C8 310 1100 1000 double lower-left » 201 C9 311 1100 1001 double upper-left … 202 CA 312 1100 1010 double lower junction g 203 CB 313 1100 1011 double upper junction 204 CC 314 1100 1100 double left junction à 205 CD 315 1100 1101 double horizontal = 206 CE 316 1100 1110 double intersection Œ 207 CF 317 1100 1111 1 to 2 lower junction œ 208 D0 320 1101 0000 2 to 1 lower junction – 209 D1 321 1101 0001 1 to 2 upper junction — 210 D2 322 1101 0010 2 to 1 upper junction “ 211 D3 323 1101 0011 1 to 2 lower-left ” 212 D4 324 1101 0100 2 to 1 lower-left ‘ 213 D5 325 1101 0101 2 to 1 upper-left ’ 214 D6 326 1101 0110 1 to 2 upper-left ÷ 215 D7 327 1101 0111 2 to 1 intersection ◊ 216 D8 330 1101 1000 1 to 2 intersection ÿ 217 D9 331 1101 1001 single lower-right Ÿ 218 DA 332 1101 1010 single upper-right ø 219 DB 333 1101 1011 inverse space 220 DC 334 1101 1100 lower inverse ‹ 221 DD 335 1101 1101 left inverse › 222 DE 336 1101 1110 right inverse fi g
Hexadecimal/ASCII Conversions 17 Table 1.5 Hexadecimal/ASCII Conversions Continued Dec Hex Octal Binary Name Character 223 DF 337 1101 1111 upper inverse fl 224 E0 340 1110 0000 alpha α 225 E1 341 1110 0001 beta β 226 E2 342 1110 0010 Gamma Γ 227 E3 343 1110 0011 pi π 228 E4 344 1110 0100 Sigma Σ 229 E5 345 1110 0101 sigma σ 230 E6 346 1110 0110 mu µ 231 E7 347 1110 0111 tau τ 232 E8 350 1110 1000 Phi Φ 233 E9 351 1110 1001 theta θ 234 EA 352 1110 1010 Omega Ω 235 EB 353 1110 1011 delta δ 236 EC 354 1110 1100 infinity ∞ 237 ED 355 1110 1101 phi φ 238 EE 356 1110 1110 epsilon ε 239 EF 357 1110 1111 intersection of sets Ô 240 F0 360 1111 0000 is identical to apple 241 F1 361 1111 0001 plus/minus sign ± 242 F2 362 1111 0010 greater/equal sign Ú 243 F3 363 1111 0011 less/equal sign Û 244 F4 364 1111 0100 top half integral Ù 245 F5 365 1111 0101 lower half integral ı 246 F6 366 1111 0110 division sign ˆ 247 F7 367 1111 0111 approximately ˜ 248 F8 370 1111 1000 degree ¯ 249 F9 371 1111 1001 filled-in degree ˘ 250 FA 372 1111 1010 small bullet ˙ 251 FB 373 1111 1011 square root ˚ 252 FC 374 1111 1100 superscript n ¸ 253 FD 375 1111 1101 superscript 2 ˝ 254 FE 376 1111 1110 box ˛ 255 FF 377 1111 1111 phantom space ˇ
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Hexadecimal/ASCII Conversions 17<br />
Table 1.5 Hexadecimal/ASCII Conversions Continued<br />
Dec Hex Octal Binary Name Character<br />
223 DF 337 1101 1111 upper inverse fl<br />
224 E0 340 1110 0000 alpha α<br />
225 E1 341 1110 0001 beta β<br />
226 E2 342 1110 0010 Gamma Γ<br />
227 E3 343 1110 0011 pi π<br />
228 E4 344 1110 0100 Sigma Σ<br />
229 E5 345 1110 0101 sigma σ<br />
230 E6 346 1110 0110 mu µ<br />
231 E7 347 1110 0111 tau τ<br />
232 E8 350 1110 1000 Phi Φ<br />
233 E9 351 1110 1001 theta θ<br />
234 EA 352 1110 1010 Omega Ω<br />
235 EB 353 1110 1011 delta δ<br />
236 EC 354 1110 1100 infinity ∞<br />
237 ED 355 1110 1101 phi φ<br />
238 EE 356 1110 1110 epsilon ε<br />
239 EF 357 1110 1111 intersection of sets Ô<br />
240 F0 360 1111 0000 is identical to apple<br />
241 F1 361 1111 0001 plus/minus sign ±<br />
242 F2 362 1111 0010 greater/equal sign Ú<br />
243 F3 363 1111 0011 less/equal sign Û<br />
244 F4 364 1111 0100 top half integral Ù<br />
245 F5 365 1111 0101 lower half integral ı<br />
246 F6 366 1111 0110 division sign ˆ<br />
247 F7 367 1111 0111 approximately ˜<br />
248 F8 370 1111 1000 degree ¯<br />
249 F9 371 1111 1001 filled-in degree ˘<br />
250 FA 372 1111 1010 small bullet ˙<br />
251 FB 373 1111 1011 square root ˚<br />
252 FC 374 1111 1100 superscript n ¸<br />
253 FD 375 1111 1101 superscript 2 ˝<br />
254 FE 376 1111 1110 box ˛<br />
255 FF 377 1111 1111 phantom space ˇ
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