Unicode Range x29E00 to x29EFF ( 171520 to 171775 )
𩸀 x29E00 171520 |
𩸁 x29E01 171521 |
𩸂 x29E02 171522 |
𩸃 x29E03 171523 |
𩸄 x29E04 171524 |
𩸅 x29E05 171525 |
𩸆 x29E06 171526 |
𩸇 x29E07 171527 |
𩸈 x29E08 171528 |
𩸉 x29E09 171529 |
𩸊 x29E0A 171530 |
𩸋 x29E0B 171531 |
𩸌 x29E0C 171532 |
𩸍 x29E0D 171533 |
𩸎 x29E0E 171534 |
𩸏 x29E0F 171535 |
𩸐 x29E10 171536 |
𩸑 x29E11 171537 |
𩸒 x29E12 171538 |
𩸓 x29E13 171539 |
𩸔 x29E14 171540 |
𩸕 x29E15 171541 |
𩸖 x29E16 171542 |
𩸗 x29E17 171543 |
𩸘 x29E18 171544 |
𩸙 x29E19 171545 |
𩸚 x29E1A 171546 |
𩸛 x29E1B 171547 |
𩸜 x29E1C 171548 |
𩸝 x29E1D 171549 |
𩸞 x29E1E 171550 |
𩸟 x29E1F 171551 |
𩸠 x29E20 171552 |
𩸡 x29E21 171553 |
𩸢 x29E22 171554 |
𩸣 x29E23 171555 |
𩸤 x29E24 171556 |
𩸥 x29E25 171557 |
𩸦 x29E26 171558 |
𩸧 x29E27 171559 |
𩸨 x29E28 171560 |
𩸩 x29E29 171561 |
𩸪 x29E2A 171562 |
𩸫 x29E2B 171563 |
𩸬 x29E2C 171564 |
𩸭 x29E2D 171565 |
𩸮 x29E2E 171566 |
𩸯 x29E2F 171567 |
𩸰 x29E30 171568 |
𩸱 x29E31 171569 |
𩸲 x29E32 171570 |
𩸳 x29E33 171571 |
𩸴 x29E34 171572 |
𩸵 x29E35 171573 |
𩸶 x29E36 171574 |
𩸷 x29E37 171575 |
𩸸 x29E38 171576 |
𩸹 x29E39 171577 |
𩸺 x29E3A 171578 |
𩸻 x29E3B 171579 |
𩸼 x29E3C 171580 |
𩸽 x29E3D 171581 |
𩸾 x29E3E 171582 |
𩸿 x29E3F 171583 |
𩹀 x29E40 171584 |
𩹁 x29E41 171585 |
𩹂 x29E42 171586 |
𩹃 x29E43 171587 |
𩹄 x29E44 171588 |
𩹅 x29E45 171589 |
𩹆 x29E46 171590 |
𩹇 x29E47 171591 |
𩹈 x29E48 171592 |
𩹉 x29E49 171593 |
𩹊 x29E4A 171594 |
𩹋 x29E4B 171595 |
𩹌 x29E4C 171596 |
𩹍 x29E4D 171597 |
𩹎 x29E4E 171598 |
𩹏 x29E4F 171599 |
𩹐 x29E50 171600 |
𩹑 x29E51 171601 |
𩹒 x29E52 171602 |
𩹓 x29E53 171603 |
𩹔 x29E54 171604 |
𩹕 x29E55 171605 |
𩹖 x29E56 171606 |
𩹗 x29E57 171607 |
𩹘 x29E58 171608 |
𩹙 x29E59 171609 |
𩹚 x29E5A 171610 |
𩹛 x29E5B 171611 |
𩹜 x29E5C 171612 |
𩹝 x29E5D 171613 |
𩹞 x29E5E 171614 |
𩹟 x29E5F 171615 |
𩹠 x29E60 171616 |
𩹡 x29E61 171617 |
𩹢 x29E62 171618 |
𩹣 x29E63 171619 |
𩹤 x29E64 171620 |
𩹥 x29E65 171621 |
𩹦 x29E66 171622 |
𩹧 x29E67 171623 |
𩹨 x29E68 171624 |
𩹩 x29E69 171625 |
𩹪 x29E6A 171626 |
𩹫 x29E6B 171627 |
𩹬 x29E6C 171628 |
𩹭 x29E6D 171629 |
𩹮 x29E6E 171630 |
𩹯 x29E6F 171631 |
𩹰 x29E70 171632 |
𩹱 x29E71 171633 |
𩹲 x29E72 171634 |
𩹳 x29E73 171635 |
𩹴 x29E74 171636 |
𩹵 x29E75 171637 |
𩹶 x29E76 171638 |
𩹷 x29E77 171639 |
𩹸 x29E78 171640 |
𩹹 x29E79 171641 |
𩹺 x29E7A 171642 |
𩹻 x29E7B 171643 |
𩹼 x29E7C 171644 |
𩹽 x29E7D 171645 |
𩹾 x29E7E 171646 |
𩹿 x29E7F 171647 |
𩺀 x29E80 171648 |
𩺁 x29E81 171649 |
𩺂 x29E82 171650 |
𩺃 x29E83 171651 |
𩺄 x29E84 171652 |
𩺅 x29E85 171653 |
𩺆 x29E86 171654 |
𩺇 x29E87 171655 |
𩺈 x29E88 171656 |
𩺉 x29E89 171657 |
𩺊 x29E8A 171658 |
𩺋 x29E8B 171659 |
𩺌 x29E8C 171660 |
𩺍 x29E8D 171661 |
𩺎 x29E8E 171662 |
𩺏 x29E8F 171663 |
𩺐 x29E90 171664 |
𩺑 x29E91 171665 |
𩺒 x29E92 171666 |
𩺓 x29E93 171667 |
𩺔 x29E94 171668 |
𩺕 x29E95 171669 |
𩺖 x29E96 171670 |
𩺗 x29E97 171671 |
𩺘 x29E98 171672 |
𩺙 x29E99 171673 |
𩺚 x29E9A 171674 |
𩺛 x29E9B 171675 |
𩺜 x29E9C 171676 |
𩺝 x29E9D 171677 |
𩺞 x29E9E 171678 |
𩺟 x29E9F 171679 |
𩺠 x29EA0 171680 |
𩺡 x29EA1 171681 |
𩺢 x29EA2 171682 |
𩺣 x29EA3 171683 |
𩺤 x29EA4 171684 |
𩺥 x29EA5 171685 |
𩺦 x29EA6 171686 |
𩺧 x29EA7 171687 |
𩺨 x29EA8 171688 |
𩺩 x29EA9 171689 |
𩺪 x29EAA 171690 |
𩺫 x29EAB 171691 |
𩺬 x29EAC 171692 |
𩺭 x29EAD 171693 |
𩺮 x29EAE 171694 |
𩺯 x29EAF 171695 |
𩺰 x29EB0 171696 |
𩺱 x29EB1 171697 |
𩺲 x29EB2 171698 |
𩺳 x29EB3 171699 |
𩺴 x29EB4 171700 |
𩺵 x29EB5 171701 |
𩺶 x29EB6 171702 |
𩺷 x29EB7 171703 |
𩺸 x29EB8 171704 |
𩺹 x29EB9 171705 |
𩺺 x29EBA 171706 |
𩺻 x29EBB 171707 |
𩺼 x29EBC 171708 |
𩺽 x29EBD 171709 |
𩺾 x29EBE 171710 |
𩺿 x29EBF 171711 |
𩻀 x29EC0 171712 |
𩻁 x29EC1 171713 |
𩻂 x29EC2 171714 |
𩻃 x29EC3 171715 |
𩻄 x29EC4 171716 |
𩻅 x29EC5 171717 |
𩻆 x29EC6 171718 |
𩻇 x29EC7 171719 |
𩻈 x29EC8 171720 |
𩻉 x29EC9 171721 |
𩻊 x29ECA 171722 |
𩻋 x29ECB 171723 |
𩻌 x29ECC 171724 |
𩻍 x29ECD 171725 |
𩻎 x29ECE 171726 |
𩻏 x29ECF 171727 |
𩻐 x29ED0 171728 |
𩻑 x29ED1 171729 |
𩻒 x29ED2 171730 |
𩻓 x29ED3 171731 |
𩻔 x29ED4 171732 |
𩻕 x29ED5 171733 |
𩻖 x29ED6 171734 |
𩻗 x29ED7 171735 |
𩻘 x29ED8 171736 |
𩻙 x29ED9 171737 |
𩻚 x29EDA 171738 |
𩻛 x29EDB 171739 |
𩻜 x29EDC 171740 |
𩻝 x29EDD 171741 |
𩻞 x29EDE 171742 |
𩻟 x29EDF 171743 |
𩻠 x29EE0 171744 |
𩻡 x29EE1 171745 |
𩻢 x29EE2 171746 |
𩻣 x29EE3 171747 |
𩻤 x29EE4 171748 |
𩻥 x29EE5 171749 |
𩻦 x29EE6 171750 |
𩻧 x29EE7 171751 |
𩻨 x29EE8 171752 |
𩻩 x29EE9 171753 |
𩻪 x29EEA 171754 |
𩻫 x29EEB 171755 |
𩻬 x29EEC 171756 |
𩻭 x29EED 171757 |
𩻮 x29EEE 171758 |
𩻯 x29EEF 171759 |
𩻰 x29EF0 171760 |
𩻱 x29EF1 171761 |
𩻲 x29EF2 171762 |
𩻳 x29EF3 171763 |
𩻴 x29EF4 171764 |
𩻵 x29EF5 171765 |
𩻶 x29EF6 171766 |
𩻷 x29EF7 171767 |
𩻸 x29EF8 171768 |
𩻹 x29EF9 171769 |
𩻺 x29EFA 171770 |
𩻻 x29EFB 171771 |
𩻼 x29EFC 171772 |
𩻽 x29EFD 171773 |
𩻾 x29EFE 171774 |
𩻿 x29EFF 171775 |
© 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