Unicode Range x27200 to x272FF ( 160256 to 160511 )
𧈀 x27200 160256 |
𧈁 x27201 160257 |
𧈂 x27202 160258 |
𧈃 x27203 160259 |
𧈄 x27204 160260 |
𧈅 x27205 160261 |
𧈆 x27206 160262 |
𧈇 x27207 160263 |
𧈈 x27208 160264 |
𧈉 x27209 160265 |
𧈊 x2720A 160266 |
𧈋 x2720B 160267 |
𧈌 x2720C 160268 |
𧈍 x2720D 160269 |
𧈎 x2720E 160270 |
𧈏 x2720F 160271 |
𧈐 x27210 160272 |
𧈑 x27211 160273 |
𧈒 x27212 160274 |
𧈓 x27213 160275 |
𧈔 x27214 160276 |
𧈕 x27215 160277 |
𧈖 x27216 160278 |
𧈗 x27217 160279 |
𧈘 x27218 160280 |
𧈙 x27219 160281 |
𧈚 x2721A 160282 |
𧈛 x2721B 160283 |
𧈜 x2721C 160284 |
𧈝 x2721D 160285 |
𧈞 x2721E 160286 |
𧈟 x2721F 160287 |
𧈠 x27220 160288 |
𧈡 x27221 160289 |
𧈢 x27222 160290 |
𧈣 x27223 160291 |
𧈤 x27224 160292 |
𧈥 x27225 160293 |
𧈦 x27226 160294 |
𧈧 x27227 160295 |
𧈨 x27228 160296 |
𧈩 x27229 160297 |
𧈪 x2722A 160298 |
𧈫 x2722B 160299 |
𧈬 x2722C 160300 |
𧈭 x2722D 160301 |
𧈮 x2722E 160302 |
𧈯 x2722F 160303 |
𧈰 x27230 160304 |
𧈱 x27231 160305 |
𧈲 x27232 160306 |
𧈳 x27233 160307 |
𧈴 x27234 160308 |
𧈵 x27235 160309 |
𧈶 x27236 160310 |
𧈷 x27237 160311 |
𧈸 x27238 160312 |
𧈹 x27239 160313 |
𧈺 x2723A 160314 |
𧈻 x2723B 160315 |
𧈼 x2723C 160316 |
𧈽 x2723D 160317 |
𧈾 x2723E 160318 |
𧈿 x2723F 160319 |
𧉀 x27240 160320 |
𧉁 x27241 160321 |
𧉂 x27242 160322 |
𧉃 x27243 160323 |
𧉄 x27244 160324 |
𧉅 x27245 160325 |
𧉆 x27246 160326 |
𧉇 x27247 160327 |
𧉈 x27248 160328 |
𧉉 x27249 160329 |
𧉊 x2724A 160330 |
𧉋 x2724B 160331 |
𧉌 x2724C 160332 |
𧉍 x2724D 160333 |
𧉎 x2724E 160334 |
𧉏 x2724F 160335 |
𧉐 x27250 160336 |
𧉑 x27251 160337 |
𧉒 x27252 160338 |
𧉓 x27253 160339 |
𧉔 x27254 160340 |
𧉕 x27255 160341 |
𧉖 x27256 160342 |
𧉗 x27257 160343 |
𧉘 x27258 160344 |
𧉙 x27259 160345 |
𧉚 x2725A 160346 |
𧉛 x2725B 160347 |
𧉜 x2725C 160348 |
𧉝 x2725D 160349 |
𧉞 x2725E 160350 |
𧉟 x2725F 160351 |
𧉠 x27260 160352 |
𧉡 x27261 160353 |
𧉢 x27262 160354 |
𧉣 x27263 160355 |
𧉤 x27264 160356 |
𧉥 x27265 160357 |
𧉦 x27266 160358 |
𧉧 x27267 160359 |
𧉨 x27268 160360 |
𧉩 x27269 160361 |
𧉪 x2726A 160362 |
𧉫 x2726B 160363 |
𧉬 x2726C 160364 |
𧉭 x2726D 160365 |
𧉮 x2726E 160366 |
𧉯 x2726F 160367 |
𧉰 x27270 160368 |
𧉱 x27271 160369 |
𧉲 x27272 160370 |
𧉳 x27273 160371 |
𧉴 x27274 160372 |
𧉵 x27275 160373 |
𧉶 x27276 160374 |
𧉷 x27277 160375 |
𧉸 x27278 160376 |
𧉹 x27279 160377 |
𧉺 x2727A 160378 |
𧉻 x2727B 160379 |
𧉼 x2727C 160380 |
𧉽 x2727D 160381 |
𧉾 x2727E 160382 |
𧉿 x2727F 160383 |
𧊀 x27280 160384 |
𧊁 x27281 160385 |
𧊂 x27282 160386 |
𧊃 x27283 160387 |
𧊄 x27284 160388 |
𧊅 x27285 160389 |
𧊆 x27286 160390 |
𧊇 x27287 160391 |
𧊈 x27288 160392 |
𧊉 x27289 160393 |
𧊊 x2728A 160394 |
𧊋 x2728B 160395 |
𧊌 x2728C 160396 |
𧊍 x2728D 160397 |
𧊎 x2728E 160398 |
𧊏 x2728F 160399 |
𧊐 x27290 160400 |
𧊑 x27291 160401 |
𧊒 x27292 160402 |
𧊓 x27293 160403 |
𧊔 x27294 160404 |
𧊕 x27295 160405 |
𧊖 x27296 160406 |
𧊗 x27297 160407 |
𧊘 x27298 160408 |
𧊙 x27299 160409 |
𧊚 x2729A 160410 |
𧊛 x2729B 160411 |
𧊜 x2729C 160412 |
𧊝 x2729D 160413 |
𧊞 x2729E 160414 |
𧊟 x2729F 160415 |
𧊠 x272A0 160416 |
𧊡 x272A1 160417 |
𧊢 x272A2 160418 |
𧊣 x272A3 160419 |
𧊤 x272A4 160420 |
𧊥 x272A5 160421 |
𧊦 x272A6 160422 |
𧊧 x272A7 160423 |
𧊨 x272A8 160424 |
𧊩 x272A9 160425 |
𧊪 x272AA 160426 |
𧊫 x272AB 160427 |
𧊬 x272AC 160428 |
𧊭 x272AD 160429 |
𧊮 x272AE 160430 |
𧊯 x272AF 160431 |
𧊰 x272B0 160432 |
𧊱 x272B1 160433 |
𧊲 x272B2 160434 |
𧊳 x272B3 160435 |
𧊴 x272B4 160436 |
𧊵 x272B5 160437 |
𧊶 x272B6 160438 |
𧊷 x272B7 160439 |
𧊸 x272B8 160440 |
𧊹 x272B9 160441 |
𧊺 x272BA 160442 |
𧊻 x272BB 160443 |
𧊼 x272BC 160444 |
𧊽 x272BD 160445 |
𧊾 x272BE 160446 |
𧊿 x272BF 160447 |
𧋀 x272C0 160448 |
𧋁 x272C1 160449 |
𧋂 x272C2 160450 |
𧋃 x272C3 160451 |
𧋄 x272C4 160452 |
𧋅 x272C5 160453 |
𧋆 x272C6 160454 |
𧋇 x272C7 160455 |
𧋈 x272C8 160456 |
𧋉 x272C9 160457 |
𧋊 x272CA 160458 |
𧋋 x272CB 160459 |
𧋌 x272CC 160460 |
𧋍 x272CD 160461 |
𧋎 x272CE 160462 |
𧋏 x272CF 160463 |
𧋐 x272D0 160464 |
𧋑 x272D1 160465 |
𧋒 x272D2 160466 |
𧋓 x272D3 160467 |
𧋔 x272D4 160468 |
𧋕 x272D5 160469 |
𧋖 x272D6 160470 |
𧋗 x272D7 160471 |
𧋘 x272D8 160472 |
𧋙 x272D9 160473 |
𧋚 x272DA 160474 |
𧋛 x272DB 160475 |
𧋜 x272DC 160476 |
𧋝 x272DD 160477 |
𧋞 x272DE 160478 |
𧋟 x272DF 160479 |
𧋠 x272E0 160480 |
𧋡 x272E1 160481 |
𧋢 x272E2 160482 |
𧋣 x272E3 160483 |
𧋤 x272E4 160484 |
𧋥 x272E5 160485 |
𧋦 x272E6 160486 |
𧋧 x272E7 160487 |
𧋨 x272E8 160488 |
𧋩 x272E9 160489 |
𧋪 x272EA 160490 |
𧋫 x272EB 160491 |
𧋬 x272EC 160492 |
𧋭 x272ED 160493 |
𧋮 x272EE 160494 |
𧋯 x272EF 160495 |
𧋰 x272F0 160496 |
𧋱 x272F1 160497 |
𧋲 x272F2 160498 |
𧋳 x272F3 160499 |
𧋴 x272F4 160500 |
𧋵 x272F5 160501 |
𧋶 x272F6 160502 |
𧋷 x272F7 160503 |
𧋸 x272F8 160504 |
𧋹 x272F9 160505 |
𧋺 x272FA 160506 |
𧋻 x272FB 160507 |
𧋼 x272FC 160508 |
𧋽 x272FD 160509 |
𧋾 x272FE 160510 |
𧋿 x272FF 160511 |
© Dylan W.H. Sung 2005. This page was created using Fortran 77 programming by Dylan W.H. Sung.
All HTML code and layout in this final form can be dated as having been created on Friday 11th February 2005