Unicode Range x27600 to x276FF ( 161280 to 161535 )
𧘀 x27600 161280 |
𧘁 x27601 161281 |
𧘂 x27602 161282 |
𧘃 x27603 161283 |
𧘄 x27604 161284 |
𧘅 x27605 161285 |
𧘆 x27606 161286 |
𧘇 x27607 161287 |
𧘈 x27608 161288 |
𧘉 x27609 161289 |
𧘊 x2760A 161290 |
𧘋 x2760B 161291 |
𧘌 x2760C 161292 |
𧘍 x2760D 161293 |
𧘎 x2760E 161294 |
𧘏 x2760F 161295 |
𧘐 x27610 161296 |
𧘑 x27611 161297 |
𧘒 x27612 161298 |
𧘓 x27613 161299 |
𧘔 x27614 161300 |
𧘕 x27615 161301 |
𧘖 x27616 161302 |
𧘗 x27617 161303 |
𧘘 x27618 161304 |
𧘙 x27619 161305 |
𧘚 x2761A 161306 |
𧘛 x2761B 161307 |
𧘜 x2761C 161308 |
𧘝 x2761D 161309 |
𧘞 x2761E 161310 |
𧘟 x2761F 161311 |
𧘠 x27620 161312 |
𧘡 x27621 161313 |
𧘢 x27622 161314 |
𧘣 x27623 161315 |
𧘤 x27624 161316 |
𧘥 x27625 161317 |
𧘦 x27626 161318 |
𧘧 x27627 161319 |
𧘨 x27628 161320 |
𧘩 x27629 161321 |
𧘪 x2762A 161322 |
𧘫 x2762B 161323 |
𧘬 x2762C 161324 |
𧘭 x2762D 161325 |
𧘮 x2762E 161326 |
𧘯 x2762F 161327 |
𧘰 x27630 161328 |
𧘱 x27631 161329 |
𧘲 x27632 161330 |
𧘳 x27633 161331 |
𧘴 x27634 161332 |
𧘵 x27635 161333 |
𧘶 x27636 161334 |
𧘷 x27637 161335 |
𧘸 x27638 161336 |
𧘹 x27639 161337 |
𧘺 x2763A 161338 |
𧘻 x2763B 161339 |
𧘼 x2763C 161340 |
𧘽 x2763D 161341 |
𧘾 x2763E 161342 |
𧘿 x2763F 161343 |
𧙀 x27640 161344 |
𧙁 x27641 161345 |
𧙂 x27642 161346 |
𧙃 x27643 161347 |
𧙄 x27644 161348 |
𧙅 x27645 161349 |
𧙆 x27646 161350 |
𧙇 x27647 161351 |
𧙈 x27648 161352 |
𧙉 x27649 161353 |
𧙊 x2764A 161354 |
𧙋 x2764B 161355 |
𧙌 x2764C 161356 |
𧙍 x2764D 161357 |
𧙎 x2764E 161358 |
𧙏 x2764F 161359 |
𧙐 x27650 161360 |
𧙑 x27651 161361 |
𧙒 x27652 161362 |
𧙓 x27653 161363 |
𧙔 x27654 161364 |
𧙕 x27655 161365 |
𧙖 x27656 161366 |
𧙗 x27657 161367 |
𧙘 x27658 161368 |
𧙙 x27659 161369 |
𧙚 x2765A 161370 |
𧙛 x2765B 161371 |
𧙜 x2765C 161372 |
𧙝 x2765D 161373 |
𧙞 x2765E 161374 |
𧙟 x2765F 161375 |
𧙠 x27660 161376 |
𧙡 x27661 161377 |
𧙢 x27662 161378 |
𧙣 x27663 161379 |
𧙤 x27664 161380 |
𧙥 x27665 161381 |
𧙦 x27666 161382 |
𧙧 x27667 161383 |
𧙨 x27668 161384 |
𧙩 x27669 161385 |
𧙪 x2766A 161386 |
𧙫 x2766B 161387 |
𧙬 x2766C 161388 |
𧙭 x2766D 161389 |
𧙮 x2766E 161390 |
𧙯 x2766F 161391 |
𧙰 x27670 161392 |
𧙱 x27671 161393 |
𧙲 x27672 161394 |
𧙳 x27673 161395 |
𧙴 x27674 161396 |
𧙵 x27675 161397 |
𧙶 x27676 161398 |
𧙷 x27677 161399 |
𧙸 x27678 161400 |
𧙹 x27679 161401 |
𧙺 x2767A 161402 |
𧙻 x2767B 161403 |
𧙼 x2767C 161404 |
𧙽 x2767D 161405 |
𧙾 x2767E 161406 |
𧙿 x2767F 161407 |
𧚀 x27680 161408 |
𧚁 x27681 161409 |
𧚂 x27682 161410 |
𧚃 x27683 161411 |
𧚄 x27684 161412 |
𧚅 x27685 161413 |
𧚆 x27686 161414 |
𧚇 x27687 161415 |
𧚈 x27688 161416 |
𧚉 x27689 161417 |
𧚊 x2768A 161418 |
𧚋 x2768B 161419 |
𧚌 x2768C 161420 |
𧚍 x2768D 161421 |
𧚎 x2768E 161422 |
𧚏 x2768F 161423 |
𧚐 x27690 161424 |
𧚑 x27691 161425 |
𧚒 x27692 161426 |
𧚓 x27693 161427 |
𧚔 x27694 161428 |
𧚕 x27695 161429 |
𧚖 x27696 161430 |
𧚗 x27697 161431 |
𧚘 x27698 161432 |
𧚙 x27699 161433 |
𧚚 x2769A 161434 |
𧚛 x2769B 161435 |
𧚜 x2769C 161436 |
𧚝 x2769D 161437 |
𧚞 x2769E 161438 |
𧚟 x2769F 161439 |
𧚠 x276A0 161440 |
𧚡 x276A1 161441 |
𧚢 x276A2 161442 |
𧚣 x276A3 161443 |
𧚤 x276A4 161444 |
𧚥 x276A5 161445 |
𧚦 x276A6 161446 |
𧚧 x276A7 161447 |
𧚨 x276A8 161448 |
𧚩 x276A9 161449 |
𧚪 x276AA 161450 |
𧚫 x276AB 161451 |
𧚬 x276AC 161452 |
𧚭 x276AD 161453 |
𧚮 x276AE 161454 |
𧚯 x276AF 161455 |
𧚰 x276B0 161456 |
𧚱 x276B1 161457 |
𧚲 x276B2 161458 |
𧚳 x276B3 161459 |
𧚴 x276B4 161460 |
𧚵 x276B5 161461 |
𧚶 x276B6 161462 |
𧚷 x276B7 161463 |
𧚸 x276B8 161464 |
𧚹 x276B9 161465 |
𧚺 x276BA 161466 |
𧚻 x276BB 161467 |
𧚼 x276BC 161468 |
𧚽 x276BD 161469 |
𧚾 x276BE 161470 |
𧚿 x276BF 161471 |
𧛀 x276C0 161472 |
𧛁 x276C1 161473 |
𧛂 x276C2 161474 |
𧛃 x276C3 161475 |
𧛄 x276C4 161476 |
𧛅 x276C5 161477 |
𧛆 x276C6 161478 |
𧛇 x276C7 161479 |
𧛈 x276C8 161480 |
𧛉 x276C9 161481 |
𧛊 x276CA 161482 |
𧛋 x276CB 161483 |
𧛌 x276CC 161484 |
𧛍 x276CD 161485 |
𧛎 x276CE 161486 |
𧛏 x276CF 161487 |
𧛐 x276D0 161488 |
𧛑 x276D1 161489 |
𧛒 x276D2 161490 |
𧛓 x276D3 161491 |
𧛔 x276D4 161492 |
𧛕 x276D5 161493 |
𧛖 x276D6 161494 |
𧛗 x276D7 161495 |
𧛘 x276D8 161496 |
𧛙 x276D9 161497 |
𧛚 x276DA 161498 |
𧛛 x276DB 161499 |
𧛜 x276DC 161500 |
𧛝 x276DD 161501 |
𧛞 x276DE 161502 |
𧛟 x276DF 161503 |
𧛠 x276E0 161504 |
𧛡 x276E1 161505 |
𧛢 x276E2 161506 |
𧛣 x276E3 161507 |
𧛤 x276E4 161508 |
𧛥 x276E5 161509 |
𧛦 x276E6 161510 |
𧛧 x276E7 161511 |
𧛨 x276E8 161512 |
𧛩 x276E9 161513 |
𧛪 x276EA 161514 |
𧛫 x276EB 161515 |
𧛬 x276EC 161516 |
𧛭 x276ED 161517 |
𧛮 x276EE 161518 |
𧛯 x276EF 161519 |
𧛰 x276F0 161520 |
𧛱 x276F1 161521 |
𧛲 x276F2 161522 |
𧛳 x276F3 161523 |
𧛴 x276F4 161524 |
𧛵 x276F5 161525 |
𧛶 x276F6 161526 |
𧛷 x276F7 161527 |
𧛸 x276F8 161528 |
𧛹 x276F9 161529 |
𧛺 x276FA 161530 |
𧛻 x276FB 161531 |
𧛼 x276FC 161532 |
𧛽 x276FD 161533 |
𧛾 x276FE 161534 |
𧛿 x276FF 161535 |
© 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