Unicode Range x22000 to x220FF ( 139264 to 139519 )
𢀀 x22000 139264 |
𢀁 x22001 139265 |
𢀂 x22002 139266 |
𢀃 x22003 139267 |
𢀄 x22004 139268 |
𢀅 x22005 139269 |
𢀆 x22006 139270 |
𢀇 x22007 139271 |
𢀈 x22008 139272 |
𢀉 x22009 139273 |
𢀊 x2200A 139274 |
𢀋 x2200B 139275 |
𢀌 x2200C 139276 |
𢀍 x2200D 139277 |
𢀎 x2200E 139278 |
𢀏 x2200F 139279 |
𢀐 x22010 139280 |
𢀑 x22011 139281 |
𢀒 x22012 139282 |
𢀓 x22013 139283 |
𢀔 x22014 139284 |
𢀕 x22015 139285 |
𢀖 x22016 139286 |
𢀗 x22017 139287 |
𢀘 x22018 139288 |
𢀙 x22019 139289 |
𢀚 x2201A 139290 |
𢀛 x2201B 139291 |
𢀜 x2201C 139292 |
𢀝 x2201D 139293 |
𢀞 x2201E 139294 |
𢀟 x2201F 139295 |
𢀠 x22020 139296 |
𢀡 x22021 139297 |
𢀢 x22022 139298 |
𢀣 x22023 139299 |
𢀤 x22024 139300 |
𢀥 x22025 139301 |
𢀦 x22026 139302 |
𢀧 x22027 139303 |
𢀨 x22028 139304 |
𢀩 x22029 139305 |
𢀪 x2202A 139306 |
𢀫 x2202B 139307 |
𢀬 x2202C 139308 |
𢀭 x2202D 139309 |
𢀮 x2202E 139310 |
𢀯 x2202F 139311 |
𢀰 x22030 139312 |
𢀱 x22031 139313 |
𢀲 x22032 139314 |
𢀳 x22033 139315 |
𢀴 x22034 139316 |
𢀵 x22035 139317 |
𢀶 x22036 139318 |
𢀷 x22037 139319 |
𢀸 x22038 139320 |
𢀹 x22039 139321 |
𢀺 x2203A 139322 |
𢀻 x2203B 139323 |
𢀼 x2203C 139324 |
𢀽 x2203D 139325 |
𢀾 x2203E 139326 |
𢀿 x2203F 139327 |
𢁀 x22040 139328 |
𢁁 x22041 139329 |
𢁂 x22042 139330 |
𢁃 x22043 139331 |
𢁄 x22044 139332 |
𢁅 x22045 139333 |
𢁆 x22046 139334 |
𢁇 x22047 139335 |
𢁈 x22048 139336 |
𢁉 x22049 139337 |
𢁊 x2204A 139338 |
𢁋 x2204B 139339 |
𢁌 x2204C 139340 |
𢁍 x2204D 139341 |
𢁎 x2204E 139342 |
𢁏 x2204F 139343 |
𢁐 x22050 139344 |
𢁑 x22051 139345 |
𢁒 x22052 139346 |
𢁓 x22053 139347 |
𢁔 x22054 139348 |
𢁕 x22055 139349 |
𢁖 x22056 139350 |
𢁗 x22057 139351 |
𢁘 x22058 139352 |
𢁙 x22059 139353 |
𢁚 x2205A 139354 |
𢁛 x2205B 139355 |
𢁜 x2205C 139356 |
𢁝 x2205D 139357 |
𢁞 x2205E 139358 |
𢁟 x2205F 139359 |
𢁠 x22060 139360 |
𢁡 x22061 139361 |
𢁢 x22062 139362 |
𢁣 x22063 139363 |
𢁤 x22064 139364 |
𢁥 x22065 139365 |
𢁦 x22066 139366 |
𢁧 x22067 139367 |
𢁨 x22068 139368 |
𢁩 x22069 139369 |
𢁪 x2206A 139370 |
𢁫 x2206B 139371 |
𢁬 x2206C 139372 |
𢁭 x2206D 139373 |
𢁮 x2206E 139374 |
𢁯 x2206F 139375 |
𢁰 x22070 139376 |
𢁱 x22071 139377 |
𢁲 x22072 139378 |
𢁳 x22073 139379 |
𢁴 x22074 139380 |
𢁵 x22075 139381 |
𢁶 x22076 139382 |
𢁷 x22077 139383 |
𢁸 x22078 139384 |
𢁹 x22079 139385 |
𢁺 x2207A 139386 |
𢁻 x2207B 139387 |
𢁼 x2207C 139388 |
𢁽 x2207D 139389 |
𢁾 x2207E 139390 |
𢁿 x2207F 139391 |
𢂀 x22080 139392 |
𢂁 x22081 139393 |
𢂂 x22082 139394 |
𢂃 x22083 139395 |
𢂄 x22084 139396 |
𢂅 x22085 139397 |
𢂆 x22086 139398 |
𢂇 x22087 139399 |
𢂈 x22088 139400 |
𢂉 x22089 139401 |
𢂊 x2208A 139402 |
𢂋 x2208B 139403 |
𢂌 x2208C 139404 |
𢂍 x2208D 139405 |
𢂎 x2208E 139406 |
𢂏 x2208F 139407 |
𢂐 x22090 139408 |
𢂑 x22091 139409 |
𢂒 x22092 139410 |
𢂓 x22093 139411 |
𢂔 x22094 139412 |
𢂕 x22095 139413 |
𢂖 x22096 139414 |
𢂗 x22097 139415 |
𢂘 x22098 139416 |
𢂙 x22099 139417 |
𢂚 x2209A 139418 |
𢂛 x2209B 139419 |
𢂜 x2209C 139420 |
𢂝 x2209D 139421 |
𢂞 x2209E 139422 |
𢂟 x2209F 139423 |
𢂠 x220A0 139424 |
𢂡 x220A1 139425 |
𢂢 x220A2 139426 |
𢂣 x220A3 139427 |
𢂤 x220A4 139428 |
𢂥 x220A5 139429 |
𢂦 x220A6 139430 |
𢂧 x220A7 139431 |
𢂨 x220A8 139432 |
𢂩 x220A9 139433 |
𢂪 x220AA 139434 |
𢂫 x220AB 139435 |
𢂬 x220AC 139436 |
𢂭 x220AD 139437 |
𢂮 x220AE 139438 |
𢂯 x220AF 139439 |
𢂰 x220B0 139440 |
𢂱 x220B1 139441 |
𢂲 x220B2 139442 |
𢂳 x220B3 139443 |
𢂴 x220B4 139444 |
𢂵 x220B5 139445 |
𢂶 x220B6 139446 |
𢂷 x220B7 139447 |
𢂸 x220B8 139448 |
𢂹 x220B9 139449 |
𢂺 x220BA 139450 |
𢂻 x220BB 139451 |
𢂼 x220BC 139452 |
𢂽 x220BD 139453 |
𢂾 x220BE 139454 |
𢂿 x220BF 139455 |
𢃀 x220C0 139456 |
𢃁 x220C1 139457 |
𢃂 x220C2 139458 |
𢃃 x220C3 139459 |
𢃄 x220C4 139460 |
𢃅 x220C5 139461 |
𢃆 x220C6 139462 |
𢃇 x220C7 139463 |
𢃈 x220C8 139464 |
𢃉 x220C9 139465 |
𢃊 x220CA 139466 |
𢃋 x220CB 139467 |
𢃌 x220CC 139468 |
𢃍 x220CD 139469 |
𢃎 x220CE 139470 |
𢃏 x220CF 139471 |
𢃐 x220D0 139472 |
𢃑 x220D1 139473 |
𢃒 x220D2 139474 |
𢃓 x220D3 139475 |
𢃔 x220D4 139476 |
𢃕 x220D5 139477 |
𢃖 x220D6 139478 |
𢃗 x220D7 139479 |
𢃘 x220D8 139480 |
𢃙 x220D9 139481 |
𢃚 x220DA 139482 |
𢃛 x220DB 139483 |
𢃜 x220DC 139484 |
𢃝 x220DD 139485 |
𢃞 x220DE 139486 |
𢃟 x220DF 139487 |
𢃠 x220E0 139488 |
𢃡 x220E1 139489 |
𢃢 x220E2 139490 |
𢃣 x220E3 139491 |
𢃤 x220E4 139492 |
𢃥 x220E5 139493 |
𢃦 x220E6 139494 |
𢃧 x220E7 139495 |
𢃨 x220E8 139496 |
𢃩 x220E9 139497 |
𢃪 x220EA 139498 |
𢃫 x220EB 139499 |
𢃬 x220EC 139500 |
𢃭 x220ED 139501 |
𢃮 x220EE 139502 |
𢃯 x220EF 139503 |
𢃰 x220F0 139504 |
𢃱 x220F1 139505 |
𢃲 x220F2 139506 |
𢃳 x220F3 139507 |
𢃴 x220F4 139508 |
𢃵 x220F5 139509 |
𢃶 x220F6 139510 |
𢃷 x220F7 139511 |
𢃸 x220F8 139512 |
𢃹 x220F9 139513 |
𢃺 x220FA 139514 |
𢃻 x220FB 139515 |
𢃼 x220FC 139516 |
𢃽 x220FD 139517 |
𢃾 x220FE 139518 |
𢃿 x220FF 139519 |
© 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