Unicode Range x29900 to x299FF ( 170240 to 170495 )
𩤀 x29900 170240 |
𩤁 x29901 170241 |
𩤂 x29902 170242 |
𩤃 x29903 170243 |
𩤄 x29904 170244 |
𩤅 x29905 170245 |
𩤆 x29906 170246 |
𩤇 x29907 170247 |
𩤈 x29908 170248 |
𩤉 x29909 170249 |
𩤊 x2990A 170250 |
𩤋 x2990B 170251 |
𩤌 x2990C 170252 |
𩤍 x2990D 170253 |
𩤎 x2990E 170254 |
𩤏 x2990F 170255 |
𩤐 x29910 170256 |
𩤑 x29911 170257 |
𩤒 x29912 170258 |
𩤓 x29913 170259 |
𩤔 x29914 170260 |
𩤕 x29915 170261 |
𩤖 x29916 170262 |
𩤗 x29917 170263 |
𩤘 x29918 170264 |
𩤙 x29919 170265 |
𩤚 x2991A 170266 |
𩤛 x2991B 170267 |
𩤜 x2991C 170268 |
𩤝 x2991D 170269 |
𩤞 x2991E 170270 |
𩤟 x2991F 170271 |
𩤠 x29920 170272 |
𩤡 x29921 170273 |
𩤢 x29922 170274 |
𩤣 x29923 170275 |
𩤤 x29924 170276 |
𩤥 x29925 170277 |
𩤦 x29926 170278 |
𩤧 x29927 170279 |
𩤨 x29928 170280 |
𩤩 x29929 170281 |
𩤪 x2992A 170282 |
𩤫 x2992B 170283 |
𩤬 x2992C 170284 |
𩤭 x2992D 170285 |
𩤮 x2992E 170286 |
𩤯 x2992F 170287 |
𩤰 x29930 170288 |
𩤱 x29931 170289 |
𩤲 x29932 170290 |
𩤳 x29933 170291 |
𩤴 x29934 170292 |
𩤵 x29935 170293 |
𩤶 x29936 170294 |
𩤷 x29937 170295 |
𩤸 x29938 170296 |
𩤹 x29939 170297 |
𩤺 x2993A 170298 |
𩤻 x2993B 170299 |
𩤼 x2993C 170300 |
𩤽 x2993D 170301 |
𩤾 x2993E 170302 |
𩤿 x2993F 170303 |
𩥀 x29940 170304 |
𩥁 x29941 170305 |
𩥂 x29942 170306 |
𩥃 x29943 170307 |
𩥄 x29944 170308 |
𩥅 x29945 170309 |
𩥆 x29946 170310 |
𩥇 x29947 170311 |
𩥈 x29948 170312 |
𩥉 x29949 170313 |
𩥊 x2994A 170314 |
𩥋 x2994B 170315 |
𩥌 x2994C 170316 |
𩥍 x2994D 170317 |
𩥎 x2994E 170318 |
𩥏 x2994F 170319 |
𩥐 x29950 170320 |
𩥑 x29951 170321 |
𩥒 x29952 170322 |
𩥓 x29953 170323 |
𩥔 x29954 170324 |
𩥕 x29955 170325 |
𩥖 x29956 170326 |
𩥗 x29957 170327 |
𩥘 x29958 170328 |
𩥙 x29959 170329 |
𩥚 x2995A 170330 |
𩥛 x2995B 170331 |
𩥜 x2995C 170332 |
𩥝 x2995D 170333 |
𩥞 x2995E 170334 |
𩥟 x2995F 170335 |
𩥠 x29960 170336 |
𩥡 x29961 170337 |
𩥢 x29962 170338 |
𩥣 x29963 170339 |
𩥤 x29964 170340 |
𩥥 x29965 170341 |
𩥦 x29966 170342 |
𩥧 x29967 170343 |
𩥨 x29968 170344 |
𩥩 x29969 170345 |
𩥪 x2996A 170346 |
𩥫 x2996B 170347 |
𩥬 x2996C 170348 |
𩥭 x2996D 170349 |
𩥮 x2996E 170350 |
𩥯 x2996F 170351 |
𩥰 x29970 170352 |
𩥱 x29971 170353 |
𩥲 x29972 170354 |
𩥳 x29973 170355 |
𩥴 x29974 170356 |
𩥵 x29975 170357 |
𩥶 x29976 170358 |
𩥷 x29977 170359 |
𩥸 x29978 170360 |
𩥹 x29979 170361 |
𩥺 x2997A 170362 |
𩥻 x2997B 170363 |
𩥼 x2997C 170364 |
𩥽 x2997D 170365 |
𩥾 x2997E 170366 |
𩥿 x2997F 170367 |
𩦀 x29980 170368 |
𩦁 x29981 170369 |
𩦂 x29982 170370 |
𩦃 x29983 170371 |
𩦄 x29984 170372 |
𩦅 x29985 170373 |
𩦆 x29986 170374 |
𩦇 x29987 170375 |
𩦈 x29988 170376 |
𩦉 x29989 170377 |
𩦊 x2998A 170378 |
𩦋 x2998B 170379 |
𩦌 x2998C 170380 |
𩦍 x2998D 170381 |
𩦎 x2998E 170382 |
𩦏 x2998F 170383 |
𩦐 x29990 170384 |
𩦑 x29991 170385 |
𩦒 x29992 170386 |
𩦓 x29993 170387 |
𩦔 x29994 170388 |
𩦕 x29995 170389 |
𩦖 x29996 170390 |
𩦗 x29997 170391 |
𩦘 x29998 170392 |
𩦙 x29999 170393 |
𩦚 x2999A 170394 |
𩦛 x2999B 170395 |
𩦜 x2999C 170396 |
𩦝 x2999D 170397 |
𩦞 x2999E 170398 |
𩦟 x2999F 170399 |
𩦠 x299A0 170400 |
𩦡 x299A1 170401 |
𩦢 x299A2 170402 |
𩦣 x299A3 170403 |
𩦤 x299A4 170404 |
𩦥 x299A5 170405 |
𩦦 x299A6 170406 |
𩦧 x299A7 170407 |
𩦨 x299A8 170408 |
𩦩 x299A9 170409 |
𩦪 x299AA 170410 |
𩦫 x299AB 170411 |
𩦬 x299AC 170412 |
𩦭 x299AD 170413 |
𩦮 x299AE 170414 |
𩦯 x299AF 170415 |
𩦰 x299B0 170416 |
𩦱 x299B1 170417 |
𩦲 x299B2 170418 |
𩦳 x299B3 170419 |
𩦴 x299B4 170420 |
𩦵 x299B5 170421 |
𩦶 x299B6 170422 |
𩦷 x299B7 170423 |
𩦸 x299B8 170424 |
𩦹 x299B9 170425 |
𩦺 x299BA 170426 |
𩦻 x299BB 170427 |
𩦼 x299BC 170428 |
𩦽 x299BD 170429 |
𩦾 x299BE 170430 |
𩦿 x299BF 170431 |
𩧀 x299C0 170432 |
𩧁 x299C1 170433 |
𩧂 x299C2 170434 |
𩧃 x299C3 170435 |
𩧄 x299C4 170436 |
𩧅 x299C5 170437 |
𩧆 x299C6 170438 |
𩧇 x299C7 170439 |
𩧈 x299C8 170440 |
𩧉 x299C9 170441 |
𩧊 x299CA 170442 |
𩧋 x299CB 170443 |
𩧌 x299CC 170444 |
𩧍 x299CD 170445 |
𩧎 x299CE 170446 |
𩧏 x299CF 170447 |
𩧐 x299D0 170448 |
𩧑 x299D1 170449 |
𩧒 x299D2 170450 |
𩧓 x299D3 170451 |
𩧔 x299D4 170452 |
𩧕 x299D5 170453 |
𩧖 x299D6 170454 |
𩧗 x299D7 170455 |
𩧘 x299D8 170456 |
𩧙 x299D9 170457 |
𩧚 x299DA 170458 |
𩧛 x299DB 170459 |
𩧜 x299DC 170460 |
𩧝 x299DD 170461 |
𩧞 x299DE 170462 |
𩧟 x299DF 170463 |
𩧠 x299E0 170464 |
𩧡 x299E1 170465 |
𩧢 x299E2 170466 |
𩧣 x299E3 170467 |
𩧤 x299E4 170468 |
𩧥 x299E5 170469 |
𩧦 x299E6 170470 |
𩧧 x299E7 170471 |
𩧨 x299E8 170472 |
𩧩 x299E9 170473 |
𩧪 x299EA 170474 |
𩧫 x299EB 170475 |
𩧬 x299EC 170476 |
𩧭 x299ED 170477 |
𩧮 x299EE 170478 |
𩧯 x299EF 170479 |
𩧰 x299F0 170480 |
𩧱 x299F1 170481 |
𩧲 x299F2 170482 |
𩧳 x299F3 170483 |
𩧴 x299F4 170484 |
𩧵 x299F5 170485 |
𩧶 x299F6 170486 |
𩧷 x299F7 170487 |
𩧸 x299F8 170488 |
𩧹 x299F9 170489 |
𩧺 x299FA 170490 |
𩧻 x299FB 170491 |
𩧼 x299FC 170492 |
𩧽 x299FD 170493 |
𩧾 x299FE 170494 |
𩧿 x299FF 170495 |
© 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