Unicode Range x29200 to x292FF ( 168448 to 168703 )
𩈀 x29200 168448 |
𩈁 x29201 168449 |
𩈂 x29202 168450 |
𩈃 x29203 168451 |
𩈄 x29204 168452 |
𩈅 x29205 168453 |
𩈆 x29206 168454 |
𩈇 x29207 168455 |
𩈈 x29208 168456 |
𩈉 x29209 168457 |
𩈊 x2920A 168458 |
𩈋 x2920B 168459 |
𩈌 x2920C 168460 |
𩈍 x2920D 168461 |
𩈎 x2920E 168462 |
𩈏 x2920F 168463 |
𩈐 x29210 168464 |
𩈑 x29211 168465 |
𩈒 x29212 168466 |
𩈓 x29213 168467 |
𩈔 x29214 168468 |
𩈕 x29215 168469 |
𩈖 x29216 168470 |
𩈗 x29217 168471 |
𩈘 x29218 168472 |
𩈙 x29219 168473 |
𩈚 x2921A 168474 |
𩈛 x2921B 168475 |
𩈜 x2921C 168476 |
𩈝 x2921D 168477 |
𩈞 x2921E 168478 |
𩈟 x2921F 168479 |
𩈠 x29220 168480 |
𩈡 x29221 168481 |
𩈢 x29222 168482 |
𩈣 x29223 168483 |
𩈤 x29224 168484 |
𩈥 x29225 168485 |
𩈦 x29226 168486 |
𩈧 x29227 168487 |
𩈨 x29228 168488 |
𩈩 x29229 168489 |
𩈪 x2922A 168490 |
𩈫 x2922B 168491 |
𩈬 x2922C 168492 |
𩈭 x2922D 168493 |
𩈮 x2922E 168494 |
𩈯 x2922F 168495 |
𩈰 x29230 168496 |
𩈱 x29231 168497 |
𩈲 x29232 168498 |
𩈳 x29233 168499 |
𩈴 x29234 168500 |
𩈵 x29235 168501 |
𩈶 x29236 168502 |
𩈷 x29237 168503 |
𩈸 x29238 168504 |
𩈹 x29239 168505 |
𩈺 x2923A 168506 |
𩈻 x2923B 168507 |
𩈼 x2923C 168508 |
𩈽 x2923D 168509 |
𩈾 x2923E 168510 |
𩈿 x2923F 168511 |
𩉀 x29240 168512 |
𩉁 x29241 168513 |
𩉂 x29242 168514 |
𩉃 x29243 168515 |
𩉄 x29244 168516 |
𩉅 x29245 168517 |
𩉆 x29246 168518 |
𩉇 x29247 168519 |
𩉈 x29248 168520 |
𩉉 x29249 168521 |
𩉊 x2924A 168522 |
𩉋 x2924B 168523 |
𩉌 x2924C 168524 |
𩉍 x2924D 168525 |
𩉎 x2924E 168526 |
𩉏 x2924F 168527 |
𩉐 x29250 168528 |
𩉑 x29251 168529 |
𩉒 x29252 168530 |
𩉓 x29253 168531 |
𩉔 x29254 168532 |
𩉕 x29255 168533 |
𩉖 x29256 168534 |
𩉗 x29257 168535 |
𩉘 x29258 168536 |
𩉙 x29259 168537 |
𩉚 x2925A 168538 |
𩉛 x2925B 168539 |
𩉜 x2925C 168540 |
𩉝 x2925D 168541 |
𩉞 x2925E 168542 |
𩉟 x2925F 168543 |
𩉠 x29260 168544 |
𩉡 x29261 168545 |
𩉢 x29262 168546 |
𩉣 x29263 168547 |
𩉤 x29264 168548 |
𩉥 x29265 168549 |
𩉦 x29266 168550 |
𩉧 x29267 168551 |
𩉨 x29268 168552 |
𩉩 x29269 168553 |
𩉪 x2926A 168554 |
𩉫 x2926B 168555 |
𩉬 x2926C 168556 |
𩉭 x2926D 168557 |
𩉮 x2926E 168558 |
𩉯 x2926F 168559 |
𩉰 x29270 168560 |
𩉱 x29271 168561 |
𩉲 x29272 168562 |
𩉳 x29273 168563 |
𩉴 x29274 168564 |
𩉵 x29275 168565 |
𩉶 x29276 168566 |
𩉷 x29277 168567 |
𩉸 x29278 168568 |
𩉹 x29279 168569 |
𩉺 x2927A 168570 |
𩉻 x2927B 168571 |
𩉼 x2927C 168572 |
𩉽 x2927D 168573 |
𩉾 x2927E 168574 |
𩉿 x2927F 168575 |
𩊀 x29280 168576 |
𩊁 x29281 168577 |
𩊂 x29282 168578 |
𩊃 x29283 168579 |
𩊄 x29284 168580 |
𩊅 x29285 168581 |
𩊆 x29286 168582 |
𩊇 x29287 168583 |
𩊈 x29288 168584 |
𩊉 x29289 168585 |
𩊊 x2928A 168586 |
𩊋 x2928B 168587 |
𩊌 x2928C 168588 |
𩊍 x2928D 168589 |
𩊎 x2928E 168590 |
𩊏 x2928F 168591 |
𩊐 x29290 168592 |
𩊑 x29291 168593 |
𩊒 x29292 168594 |
𩊓 x29293 168595 |
𩊔 x29294 168596 |
𩊕 x29295 168597 |
𩊖 x29296 168598 |
𩊗 x29297 168599 |
𩊘 x29298 168600 |
𩊙 x29299 168601 |
𩊚 x2929A 168602 |
𩊛 x2929B 168603 |
𩊜 x2929C 168604 |
𩊝 x2929D 168605 |
𩊞 x2929E 168606 |
𩊟 x2929F 168607 |
𩊠 x292A0 168608 |
𩊡 x292A1 168609 |
𩊢 x292A2 168610 |
𩊣 x292A3 168611 |
𩊤 x292A4 168612 |
𩊥 x292A5 168613 |
𩊦 x292A6 168614 |
𩊧 x292A7 168615 |
𩊨 x292A8 168616 |
𩊩 x292A9 168617 |
𩊪 x292AA 168618 |
𩊫 x292AB 168619 |
𩊬 x292AC 168620 |
𩊭 x292AD 168621 |
𩊮 x292AE 168622 |
𩊯 x292AF 168623 |
𩊰 x292B0 168624 |
𩊱 x292B1 168625 |
𩊲 x292B2 168626 |
𩊳 x292B3 168627 |
𩊴 x292B4 168628 |
𩊵 x292B5 168629 |
𩊶 x292B6 168630 |
𩊷 x292B7 168631 |
𩊸 x292B8 168632 |
𩊹 x292B9 168633 |
𩊺 x292BA 168634 |
𩊻 x292BB 168635 |
𩊼 x292BC 168636 |
𩊽 x292BD 168637 |
𩊾 x292BE 168638 |
𩊿 x292BF 168639 |
𩋀 x292C0 168640 |
𩋁 x292C1 168641 |
𩋂 x292C2 168642 |
𩋃 x292C3 168643 |
𩋄 x292C4 168644 |
𩋅 x292C5 168645 |
𩋆 x292C6 168646 |
𩋇 x292C7 168647 |
𩋈 x292C8 168648 |
𩋉 x292C9 168649 |
𩋊 x292CA 168650 |
𩋋 x292CB 168651 |
𩋌 x292CC 168652 |
𩋍 x292CD 168653 |
𩋎 x292CE 168654 |
𩋏 x292CF 168655 |
𩋐 x292D0 168656 |
𩋑 x292D1 168657 |
𩋒 x292D2 168658 |
𩋓 x292D3 168659 |
𩋔 x292D4 168660 |
𩋕 x292D5 168661 |
𩋖 x292D6 168662 |
𩋗 x292D7 168663 |
𩋘 x292D8 168664 |
𩋙 x292D9 168665 |
𩋚 x292DA 168666 |
𩋛 x292DB 168667 |
𩋜 x292DC 168668 |
𩋝 x292DD 168669 |
𩋞 x292DE 168670 |
𩋟 x292DF 168671 |
𩋠 x292E0 168672 |
𩋡 x292E1 168673 |
𩋢 x292E2 168674 |
𩋣 x292E3 168675 |
𩋤 x292E4 168676 |
𩋥 x292E5 168677 |
𩋦 x292E6 168678 |
𩋧 x292E7 168679 |
𩋨 x292E8 168680 |
𩋩 x292E9 168681 |
𩋪 x292EA 168682 |
𩋫 x292EB 168683 |
𩋬 x292EC 168684 |
𩋭 x292ED 168685 |
𩋮 x292EE 168686 |
𩋯 x292EF 168687 |
𩋰 x292F0 168688 |
𩋱 x292F1 168689 |
𩋲 x292F2 168690 |
𩋳 x292F3 168691 |
𩋴 x292F4 168692 |
𩋵 x292F5 168693 |
𩋶 x292F6 168694 |
𩋷 x292F7 168695 |
𩋸 x292F8 168696 |
𩋹 x292F9 168697 |
𩋺 x292FA 168698 |
𩋻 x292FB 168699 |
𩋼 x292FC 168700 |
𩋽 x292FD 168701 |
𩋾 x292FE 168702 |
𩋿 x292FF 168703 |
© 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