Unicode Range x29600 to x296FF ( 169472 to 169727 )
𩘀 x29600 169472 |
𩘁 x29601 169473 |
𩘂 x29602 169474 |
𩘃 x29603 169475 |
𩘄 x29604 169476 |
𩘅 x29605 169477 |
𩘆 x29606 169478 |
𩘇 x29607 169479 |
𩘈 x29608 169480 |
𩘉 x29609 169481 |
𩘊 x2960A 169482 |
𩘋 x2960B 169483 |
𩘌 x2960C 169484 |
𩘍 x2960D 169485 |
𩘎 x2960E 169486 |
𩘏 x2960F 169487 |
𩘐 x29610 169488 |
𩘑 x29611 169489 |
𩘒 x29612 169490 |
𩘓 x29613 169491 |
𩘔 x29614 169492 |
𩘕 x29615 169493 |
𩘖 x29616 169494 |
𩘗 x29617 169495 |
𩘘 x29618 169496 |
𩘙 x29619 169497 |
𩘚 x2961A 169498 |
𩘛 x2961B 169499 |
𩘜 x2961C 169500 |
𩘝 x2961D 169501 |
𩘞 x2961E 169502 |
𩘟 x2961F 169503 |
𩘠 x29620 169504 |
𩘡 x29621 169505 |
𩘢 x29622 169506 |
𩘣 x29623 169507 |
𩘤 x29624 169508 |
𩘥 x29625 169509 |
𩘦 x29626 169510 |
𩘧 x29627 169511 |
𩘨 x29628 169512 |
𩘩 x29629 169513 |
𩘪 x2962A 169514 |
𩘫 x2962B 169515 |
𩘬 x2962C 169516 |
𩘭 x2962D 169517 |
𩘮 x2962E 169518 |
𩘯 x2962F 169519 |
𩘰 x29630 169520 |
𩘱 x29631 169521 |
𩘲 x29632 169522 |
𩘳 x29633 169523 |
𩘴 x29634 169524 |
𩘵 x29635 169525 |
𩘶 x29636 169526 |
𩘷 x29637 169527 |
𩘸 x29638 169528 |
𩘹 x29639 169529 |
𩘺 x2963A 169530 |
𩘻 x2963B 169531 |
𩘼 x2963C 169532 |
𩘽 x2963D 169533 |
𩘾 x2963E 169534 |
𩘿 x2963F 169535 |
𩙀 x29640 169536 |
𩙁 x29641 169537 |
𩙂 x29642 169538 |
𩙃 x29643 169539 |
𩙄 x29644 169540 |
𩙅 x29645 169541 |
𩙆 x29646 169542 |
𩙇 x29647 169543 |
𩙈 x29648 169544 |
𩙉 x29649 169545 |
𩙊 x2964A 169546 |
𩙋 x2964B 169547 |
𩙌 x2964C 169548 |
𩙍 x2964D 169549 |
𩙎 x2964E 169550 |
𩙏 x2964F 169551 |
𩙐 x29650 169552 |
𩙑 x29651 169553 |
𩙒 x29652 169554 |
𩙓 x29653 169555 |
𩙔 x29654 169556 |
𩙕 x29655 169557 |
𩙖 x29656 169558 |
𩙗 x29657 169559 |
𩙘 x29658 169560 |
𩙙 x29659 169561 |
𩙚 x2965A 169562 |
𩙛 x2965B 169563 |
𩙜 x2965C 169564 |
𩙝 x2965D 169565 |
𩙞 x2965E 169566 |
𩙟 x2965F 169567 |
𩙠 x29660 169568 |
𩙡 x29661 169569 |
𩙢 x29662 169570 |
𩙣 x29663 169571 |
𩙤 x29664 169572 |
𩙥 x29665 169573 |
𩙦 x29666 169574 |
𩙧 x29667 169575 |
𩙨 x29668 169576 |
𩙩 x29669 169577 |
𩙪 x2966A 169578 |
𩙫 x2966B 169579 |
𩙬 x2966C 169580 |
𩙭 x2966D 169581 |
𩙮 x2966E 169582 |
𩙯 x2966F 169583 |
𩙰 x29670 169584 |
𩙱 x29671 169585 |
𩙲 x29672 169586 |
𩙳 x29673 169587 |
𩙴 x29674 169588 |
𩙵 x29675 169589 |
𩙶 x29676 169590 |
𩙷 x29677 169591 |
𩙸 x29678 169592 |
𩙹 x29679 169593 |
𩙺 x2967A 169594 |
𩙻 x2967B 169595 |
𩙼 x2967C 169596 |
𩙽 x2967D 169597 |
𩙾 x2967E 169598 |
𩙿 x2967F 169599 |
𩚀 x29680 169600 |
𩚁 x29681 169601 |
𩚂 x29682 169602 |
𩚃 x29683 169603 |
𩚄 x29684 169604 |
𩚅 x29685 169605 |
𩚆 x29686 169606 |
𩚇 x29687 169607 |
𩚈 x29688 169608 |
𩚉 x29689 169609 |
𩚊 x2968A 169610 |
𩚋 x2968B 169611 |
𩚌 x2968C 169612 |
𩚍 x2968D 169613 |
𩚎 x2968E 169614 |
𩚏 x2968F 169615 |
𩚐 x29690 169616 |
𩚑 x29691 169617 |
𩚒 x29692 169618 |
𩚓 x29693 169619 |
𩚔 x29694 169620 |
𩚕 x29695 169621 |
𩚖 x29696 169622 |
𩚗 x29697 169623 |
𩚘 x29698 169624 |
𩚙 x29699 169625 |
𩚚 x2969A 169626 |
𩚛 x2969B 169627 |
𩚜 x2969C 169628 |
𩚝 x2969D 169629 |
𩚞 x2969E 169630 |
𩚟 x2969F 169631 |
𩚠 x296A0 169632 |
𩚡 x296A1 169633 |
𩚢 x296A2 169634 |
𩚣 x296A3 169635 |
𩚤 x296A4 169636 |
𩚥 x296A5 169637 |
𩚦 x296A6 169638 |
𩚧 x296A7 169639 |
𩚨 x296A8 169640 |
𩚩 x296A9 169641 |
𩚪 x296AA 169642 |
𩚫 x296AB 169643 |
𩚬 x296AC 169644 |
𩚭 x296AD 169645 |
𩚮 x296AE 169646 |
𩚯 x296AF 169647 |
𩚰 x296B0 169648 |
𩚱 x296B1 169649 |
𩚲 x296B2 169650 |
𩚳 x296B3 169651 |
𩚴 x296B4 169652 |
𩚵 x296B5 169653 |
𩚶 x296B6 169654 |
𩚷 x296B7 169655 |
𩚸 x296B8 169656 |
𩚹 x296B9 169657 |
𩚺 x296BA 169658 |
𩚻 x296BB 169659 |
𩚼 x296BC 169660 |
𩚽 x296BD 169661 |
𩚾 x296BE 169662 |
𩚿 x296BF 169663 |
𩛀 x296C0 169664 |
𩛁 x296C1 169665 |
𩛂 x296C2 169666 |
𩛃 x296C3 169667 |
𩛄 x296C4 169668 |
𩛅 x296C5 169669 |
𩛆 x296C6 169670 |
𩛇 x296C7 169671 |
𩛈 x296C8 169672 |
𩛉 x296C9 169673 |
𩛊 x296CA 169674 |
𩛋 x296CB 169675 |
𩛌 x296CC 169676 |
𩛍 x296CD 169677 |
𩛎 x296CE 169678 |
𩛏 x296CF 169679 |
𩛐 x296D0 169680 |
𩛑 x296D1 169681 |
𩛒 x296D2 169682 |
𩛓 x296D3 169683 |
𩛔 x296D4 169684 |
𩛕 x296D5 169685 |
𩛖 x296D6 169686 |
𩛗 x296D7 169687 |
𩛘 x296D8 169688 |
𩛙 x296D9 169689 |
𩛚 x296DA 169690 |
𩛛 x296DB 169691 |
𩛜 x296DC 169692 |
𩛝 x296DD 169693 |
𩛞 x296DE 169694 |
𩛟 x296DF 169695 |
𩛠 x296E0 169696 |
𩛡 x296E1 169697 |
𩛢 x296E2 169698 |
𩛣 x296E3 169699 |
𩛤 x296E4 169700 |
𩛥 x296E5 169701 |
𩛦 x296E6 169702 |
𩛧 x296E7 169703 |
𩛨 x296E8 169704 |
𩛩 x296E9 169705 |
𩛪 x296EA 169706 |
𩛫 x296EB 169707 |
𩛬 x296EC 169708 |
𩛭 x296ED 169709 |
𩛮 x296EE 169710 |
𩛯 x296EF 169711 |
𩛰 x296F0 169712 |
𩛱 x296F1 169713 |
𩛲 x296F2 169714 |
𩛳 x296F3 169715 |
𩛴 x296F4 169716 |
𩛵 x296F5 169717 |
𩛶 x296F6 169718 |
𩛷 x296F7 169719 |
𩛸 x296F8 169720 |
𩛹 x296F9 169721 |
𩛺 x296FA 169722 |
𩛻 x296FB 169723 |
𩛼 x296FC 169724 |
𩛽 x296FD 169725 |
𩛾 x296FE 169726 |
𩛿 x296FF 169727 |
© 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