Unicode Range x20600 to x206FF ( 132608 to 132863 )
𠘀 x20600 132608 |
𠘁 x20601 132609 |
𠘂 x20602 132610 |
𠘃 x20603 132611 |
𠘄 x20604 132612 |
𠘅 x20605 132613 |
𠘆 x20606 132614 |
𠘇 x20607 132615 |
𠘈 x20608 132616 |
𠘉 x20609 132617 |
𠘊 x2060A 132618 |
𠘋 x2060B 132619 |
𠘌 x2060C 132620 |
𠘍 x2060D 132621 |
𠘎 x2060E 132622 |
𠘏 x2060F 132623 |
𠘐 x20610 132624 |
𠘑 x20611 132625 |
𠘒 x20612 132626 |
𠘓 x20613 132627 |
𠘔 x20614 132628 |
𠘕 x20615 132629 |
𠘖 x20616 132630 |
𠘗 x20617 132631 |
𠘘 x20618 132632 |
𠘙 x20619 132633 |
𠘚 x2061A 132634 |
𠘛 x2061B 132635 |
𠘜 x2061C 132636 |
𠘝 x2061D 132637 |
𠘞 x2061E 132638 |
𠘟 x2061F 132639 |
𠘠 x20620 132640 |
𠘡 x20621 132641 |
𠘢 x20622 132642 |
𠘣 x20623 132643 |
𠘤 x20624 132644 |
𠘥 x20625 132645 |
𠘦 x20626 132646 |
𠘧 x20627 132647 |
𠘨 x20628 132648 |
𠘩 x20629 132649 |
𠘪 x2062A 132650 |
𠘫 x2062B 132651 |
𠘬 x2062C 132652 |
𠘭 x2062D 132653 |
𠘮 x2062E 132654 |
𠘯 x2062F 132655 |
𠘰 x20630 132656 |
𠘱 x20631 132657 |
𠘲 x20632 132658 |
𠘳 x20633 132659 |
𠘴 x20634 132660 |
𠘵 x20635 132661 |
𠘶 x20636 132662 |
𠘷 x20637 132663 |
𠘸 x20638 132664 |
𠘹 x20639 132665 |
𠘺 x2063A 132666 |
𠘻 x2063B 132667 |
𠘼 x2063C 132668 |
𠘽 x2063D 132669 |
𠘾 x2063E 132670 |
𠘿 x2063F 132671 |
𠙀 x20640 132672 |
𠙁 x20641 132673 |
𠙂 x20642 132674 |
𠙃 x20643 132675 |
𠙄 x20644 132676 |
𠙅 x20645 132677 |
𠙆 x20646 132678 |
𠙇 x20647 132679 |
𠙈 x20648 132680 |
𠙉 x20649 132681 |
𠙊 x2064A 132682 |
𠙋 x2064B 132683 |
𠙌 x2064C 132684 |
𠙍 x2064D 132685 |
𠙎 x2064E 132686 |
𠙏 x2064F 132687 |
𠙐 x20650 132688 |
𠙑 x20651 132689 |
𠙒 x20652 132690 |
𠙓 x20653 132691 |
𠙔 x20654 132692 |
𠙕 x20655 132693 |
𠙖 x20656 132694 |
𠙗 x20657 132695 |
𠙘 x20658 132696 |
𠙙 x20659 132697 |
𠙚 x2065A 132698 |
𠙛 x2065B 132699 |
𠙜 x2065C 132700 |
𠙝 x2065D 132701 |
𠙞 x2065E 132702 |
𠙟 x2065F 132703 |
𠙠 x20660 132704 |
𠙡 x20661 132705 |
𠙢 x20662 132706 |
𠙣 x20663 132707 |
𠙤 x20664 132708 |
𠙥 x20665 132709 |
𠙦 x20666 132710 |
𠙧 x20667 132711 |
𠙨 x20668 132712 |
𠙩 x20669 132713 |
𠙪 x2066A 132714 |
𠙫 x2066B 132715 |
𠙬 x2066C 132716 |
𠙭 x2066D 132717 |
𠙮 x2066E 132718 |
𠙯 x2066F 132719 |
𠙰 x20670 132720 |
𠙱 x20671 132721 |
𠙲 x20672 132722 |
𠙳 x20673 132723 |
𠙴 x20674 132724 |
𠙵 x20675 132725 |
𠙶 x20676 132726 |
𠙷 x20677 132727 |
𠙸 x20678 132728 |
𠙹 x20679 132729 |
𠙺 x2067A 132730 |
𠙻 x2067B 132731 |
𠙼 x2067C 132732 |
𠙽 x2067D 132733 |
𠙾 x2067E 132734 |
𠙿 x2067F 132735 |
𠚀 x20680 132736 |
𠚁 x20681 132737 |
𠚂 x20682 132738 |
𠚃 x20683 132739 |
𠚄 x20684 132740 |
𠚅 x20685 132741 |
𠚆 x20686 132742 |
𠚇 x20687 132743 |
𠚈 x20688 132744 |
𠚉 x20689 132745 |
𠚊 x2068A 132746 |
𠚋 x2068B 132747 |
𠚌 x2068C 132748 |
𠚍 x2068D 132749 |
𠚎 x2068E 132750 |
𠚏 x2068F 132751 |
𠚐 x20690 132752 |
𠚑 x20691 132753 |
𠚒 x20692 132754 |
𠚓 x20693 132755 |
𠚔 x20694 132756 |
𠚕 x20695 132757 |
𠚖 x20696 132758 |
𠚗 x20697 132759 |
𠚘 x20698 132760 |
𠚙 x20699 132761 |
𠚚 x2069A 132762 |
𠚛 x2069B 132763 |
𠚜 x2069C 132764 |
𠚝 x2069D 132765 |
𠚞 x2069E 132766 |
𠚟 x2069F 132767 |
𠚠 x206A0 132768 |
𠚡 x206A1 132769 |
𠚢 x206A2 132770 |
𠚣 x206A3 132771 |
𠚤 x206A4 132772 |
𠚥 x206A5 132773 |
𠚦 x206A6 132774 |
𠚧 x206A7 132775 |
𠚨 x206A8 132776 |
𠚩 x206A9 132777 |
𠚪 x206AA 132778 |
𠚫 x206AB 132779 |
𠚬 x206AC 132780 |
𠚭 x206AD 132781 |
𠚮 x206AE 132782 |
𠚯 x206AF 132783 |
𠚰 x206B0 132784 |
𠚱 x206B1 132785 |
𠚲 x206B2 132786 |
𠚳 x206B3 132787 |
𠚴 x206B4 132788 |
𠚵 x206B5 132789 |
𠚶 x206B6 132790 |
𠚷 x206B7 132791 |
𠚸 x206B8 132792 |
𠚹 x206B9 132793 |
𠚺 x206BA 132794 |
𠚻 x206BB 132795 |
𠚼 x206BC 132796 |
𠚽 x206BD 132797 |
𠚾 x206BE 132798 |
𠚿 x206BF 132799 |
𠛀 x206C0 132800 |
𠛁 x206C1 132801 |
𠛂 x206C2 132802 |
𠛃 x206C3 132803 |
𠛄 x206C4 132804 |
𠛅 x206C5 132805 |
𠛆 x206C6 132806 |
𠛇 x206C7 132807 |
𠛈 x206C8 132808 |
𠛉 x206C9 132809 |
𠛊 x206CA 132810 |
𠛋 x206CB 132811 |
𠛌 x206CC 132812 |
𠛍 x206CD 132813 |
𠛎 x206CE 132814 |
𠛏 x206CF 132815 |
𠛐 x206D0 132816 |
𠛑 x206D1 132817 |
𠛒 x206D2 132818 |
𠛓 x206D3 132819 |
𠛔 x206D4 132820 |
𠛕 x206D5 132821 |
𠛖 x206D6 132822 |
𠛗 x206D7 132823 |
𠛘 x206D8 132824 |
𠛙 x206D9 132825 |
𠛚 x206DA 132826 |
𠛛 x206DB 132827 |
𠛜 x206DC 132828 |
𠛝 x206DD 132829 |
𠛞 x206DE 132830 |
𠛟 x206DF 132831 |
𠛠 x206E0 132832 |
𠛡 x206E1 132833 |
𠛢 x206E2 132834 |
𠛣 x206E3 132835 |
𠛤 x206E4 132836 |
𠛥 x206E5 132837 |
𠛦 x206E6 132838 |
𠛧 x206E7 132839 |
𠛨 x206E8 132840 |
𠛩 x206E9 132841 |
𠛪 x206EA 132842 |
𠛫 x206EB 132843 |
𠛬 x206EC 132844 |
𠛭 x206ED 132845 |
𠛮 x206EE 132846 |
𠛯 x206EF 132847 |
𠛰 x206F0 132848 |
𠛱 x206F1 132849 |
𠛲 x206F2 132850 |
𠛳 x206F3 132851 |
𠛴 x206F4 132852 |
𠛵 x206F5 132853 |
𠛶 x206F6 132854 |
𠛷 x206F7 132855 |
𠛸 x206F8 132856 |
𠛹 x206F9 132857 |
𠛺 x206FA 132858 |
𠛻 x206FB 132859 |
𠛼 x206FC 132860 |
𠛽 x206FD 132861 |
𠛾 x206FE 132862 |
𠛿 x206FF 132863 |
© 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