Unicode Range x29500 to x295FF ( 169216 to 169471 )
𩔀 x29500 169216 |
𩔁 x29501 169217 |
𩔂 x29502 169218 |
𩔃 x29503 169219 |
𩔄 x29504 169220 |
𩔅 x29505 169221 |
𩔆 x29506 169222 |
𩔇 x29507 169223 |
𩔈 x29508 169224 |
𩔉 x29509 169225 |
𩔊 x2950A 169226 |
𩔋 x2950B 169227 |
𩔌 x2950C 169228 |
𩔍 x2950D 169229 |
𩔎 x2950E 169230 |
𩔏 x2950F 169231 |
𩔐 x29510 169232 |
𩔑 x29511 169233 |
𩔒 x29512 169234 |
𩔓 x29513 169235 |
𩔔 x29514 169236 |
𩔕 x29515 169237 |
𩔖 x29516 169238 |
𩔗 x29517 169239 |
𩔘 x29518 169240 |
𩔙 x29519 169241 |
𩔚 x2951A 169242 |
𩔛 x2951B 169243 |
𩔜 x2951C 169244 |
𩔝 x2951D 169245 |
𩔞 x2951E 169246 |
𩔟 x2951F 169247 |
𩔠 x29520 169248 |
𩔡 x29521 169249 |
𩔢 x29522 169250 |
𩔣 x29523 169251 |
𩔤 x29524 169252 |
𩔥 x29525 169253 |
𩔦 x29526 169254 |
𩔧 x29527 169255 |
𩔨 x29528 169256 |
𩔩 x29529 169257 |
𩔪 x2952A 169258 |
𩔫 x2952B 169259 |
𩔬 x2952C 169260 |
𩔭 x2952D 169261 |
𩔮 x2952E 169262 |
𩔯 x2952F 169263 |
𩔰 x29530 169264 |
𩔱 x29531 169265 |
𩔲 x29532 169266 |
𩔳 x29533 169267 |
𩔴 x29534 169268 |
𩔵 x29535 169269 |
𩔶 x29536 169270 |
𩔷 x29537 169271 |
𩔸 x29538 169272 |
𩔹 x29539 169273 |
𩔺 x2953A 169274 |
𩔻 x2953B 169275 |
𩔼 x2953C 169276 |
𩔽 x2953D 169277 |
𩔾 x2953E 169278 |
𩔿 x2953F 169279 |
𩕀 x29540 169280 |
𩕁 x29541 169281 |
𩕂 x29542 169282 |
𩕃 x29543 169283 |
𩕄 x29544 169284 |
𩕅 x29545 169285 |
𩕆 x29546 169286 |
𩕇 x29547 169287 |
𩕈 x29548 169288 |
𩕉 x29549 169289 |
𩕊 x2954A 169290 |
𩕋 x2954B 169291 |
𩕌 x2954C 169292 |
𩕍 x2954D 169293 |
𩕎 x2954E 169294 |
𩕏 x2954F 169295 |
𩕐 x29550 169296 |
𩕑 x29551 169297 |
𩕒 x29552 169298 |
𩕓 x29553 169299 |
𩕔 x29554 169300 |
𩕕 x29555 169301 |
𩕖 x29556 169302 |
𩕗 x29557 169303 |
𩕘 x29558 169304 |
𩕙 x29559 169305 |
𩕚 x2955A 169306 |
𩕛 x2955B 169307 |
𩕜 x2955C 169308 |
𩕝 x2955D 169309 |
𩕞 x2955E 169310 |
𩕟 x2955F 169311 |
𩕠 x29560 169312 |
𩕡 x29561 169313 |
𩕢 x29562 169314 |
𩕣 x29563 169315 |
𩕤 x29564 169316 |
𩕥 x29565 169317 |
𩕦 x29566 169318 |
𩕧 x29567 169319 |
𩕨 x29568 169320 |
𩕩 x29569 169321 |
𩕪 x2956A 169322 |
𩕫 x2956B 169323 |
𩕬 x2956C 169324 |
𩕭 x2956D 169325 |
𩕮 x2956E 169326 |
𩕯 x2956F 169327 |
𩕰 x29570 169328 |
𩕱 x29571 169329 |
𩕲 x29572 169330 |
𩕳 x29573 169331 |
𩕴 x29574 169332 |
𩕵 x29575 169333 |
𩕶 x29576 169334 |
𩕷 x29577 169335 |
𩕸 x29578 169336 |
𩕹 x29579 169337 |
𩕺 x2957A 169338 |
𩕻 x2957B 169339 |
𩕼 x2957C 169340 |
𩕽 x2957D 169341 |
𩕾 x2957E 169342 |
𩕿 x2957F 169343 |
𩖀 x29580 169344 |
𩖁 x29581 169345 |
𩖂 x29582 169346 |
𩖃 x29583 169347 |
𩖄 x29584 169348 |
𩖅 x29585 169349 |
𩖆 x29586 169350 |
𩖇 x29587 169351 |
𩖈 x29588 169352 |
𩖉 x29589 169353 |
𩖊 x2958A 169354 |
𩖋 x2958B 169355 |
𩖌 x2958C 169356 |
𩖍 x2958D 169357 |
𩖎 x2958E 169358 |
𩖏 x2958F 169359 |
𩖐 x29590 169360 |
𩖑 x29591 169361 |
𩖒 x29592 169362 |
𩖓 x29593 169363 |
𩖔 x29594 169364 |
𩖕 x29595 169365 |
𩖖 x29596 169366 |
𩖗 x29597 169367 |
𩖘 x29598 169368 |
𩖙 x29599 169369 |
𩖚 x2959A 169370 |
𩖛 x2959B 169371 |
𩖜 x2959C 169372 |
𩖝 x2959D 169373 |
𩖞 x2959E 169374 |
𩖟 x2959F 169375 |
𩖠 x295A0 169376 |
𩖡 x295A1 169377 |
𩖢 x295A2 169378 |
𩖣 x295A3 169379 |
𩖤 x295A4 169380 |
𩖥 x295A5 169381 |
𩖦 x295A6 169382 |
𩖧 x295A7 169383 |
𩖨 x295A8 169384 |
𩖩 x295A9 169385 |
𩖪 x295AA 169386 |
𩖫 x295AB 169387 |
𩖬 x295AC 169388 |
𩖭 x295AD 169389 |
𩖮 x295AE 169390 |
𩖯 x295AF 169391 |
𩖰 x295B0 169392 |
𩖱 x295B1 169393 |
𩖲 x295B2 169394 |
𩖳 x295B3 169395 |
𩖴 x295B4 169396 |
𩖵 x295B5 169397 |
𩖶 x295B6 169398 |
𩖷 x295B7 169399 |
𩖸 x295B8 169400 |
𩖹 x295B9 169401 |
𩖺 x295BA 169402 |
𩖻 x295BB 169403 |
𩖼 x295BC 169404 |
𩖽 x295BD 169405 |
𩖾 x295BE 169406 |
𩖿 x295BF 169407 |
𩗀 x295C0 169408 |
𩗁 x295C1 169409 |
𩗂 x295C2 169410 |
𩗃 x295C3 169411 |
𩗄 x295C4 169412 |
𩗅 x295C5 169413 |
𩗆 x295C6 169414 |
𩗇 x295C7 169415 |
𩗈 x295C8 169416 |
𩗉 x295C9 169417 |
𩗊 x295CA 169418 |
𩗋 x295CB 169419 |
𩗌 x295CC 169420 |
𩗍 x295CD 169421 |
𩗎 x295CE 169422 |
𩗏 x295CF 169423 |
𩗐 x295D0 169424 |
𩗑 x295D1 169425 |
𩗒 x295D2 169426 |
𩗓 x295D3 169427 |
𩗔 x295D4 169428 |
𩗕 x295D5 169429 |
𩗖 x295D6 169430 |
𩗗 x295D7 169431 |
𩗘 x295D8 169432 |
𩗙 x295D9 169433 |
𩗚 x295DA 169434 |
𩗛 x295DB 169435 |
𩗜 x295DC 169436 |
𩗝 x295DD 169437 |
𩗞 x295DE 169438 |
𩗟 x295DF 169439 |
𩗠 x295E0 169440 |
𩗡 x295E1 169441 |
𩗢 x295E2 169442 |
𩗣 x295E3 169443 |
𩗤 x295E4 169444 |
𩗥 x295E5 169445 |
𩗦 x295E6 169446 |
𩗧 x295E7 169447 |
𩗨 x295E8 169448 |
𩗩 x295E9 169449 |
𩗪 x295EA 169450 |
𩗫 x295EB 169451 |
𩗬 x295EC 169452 |
𩗭 x295ED 169453 |
𩗮 x295EE 169454 |
𩗯 x295EF 169455 |
𩗰 x295F0 169456 |
𩗱 x295F1 169457 |
𩗲 x295F2 169458 |
𩗳 x295F3 169459 |
𩗴 x295F4 169460 |
𩗵 x295F5 169461 |
𩗶 x295F6 169462 |
𩗷 x295F7 169463 |
𩗸 x295F8 169464 |
𩗹 x295F9 169465 |
𩗺 x295FA 169466 |
𩗻 x295FB 169467 |
𩗼 x295FC 169468 |
𩗽 x295FD 169469 |
𩗾 x295FE 169470 |
𩗿 x295FF 169471 |
© 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