Unicode Range x21600 to x216FF ( 136704 to 136959 )
𡘀 x21600 136704 |
𡘁 x21601 136705 |
𡘂 x21602 136706 |
𡘃 x21603 136707 |
𡘄 x21604 136708 |
𡘅 x21605 136709 |
𡘆 x21606 136710 |
𡘇 x21607 136711 |
𡘈 x21608 136712 |
𡘉 x21609 136713 |
𡘊 x2160A 136714 |
𡘋 x2160B 136715 |
𡘌 x2160C 136716 |
𡘍 x2160D 136717 |
𡘎 x2160E 136718 |
𡘏 x2160F 136719 |
𡘐 x21610 136720 |
𡘑 x21611 136721 |
𡘒 x21612 136722 |
𡘓 x21613 136723 |
𡘔 x21614 136724 |
𡘕 x21615 136725 |
𡘖 x21616 136726 |
𡘗 x21617 136727 |
𡘘 x21618 136728 |
𡘙 x21619 136729 |
𡘚 x2161A 136730 |
𡘛 x2161B 136731 |
𡘜 x2161C 136732 |
𡘝 x2161D 136733 |
𡘞 x2161E 136734 |
𡘟 x2161F 136735 |
𡘠 x21620 136736 |
𡘡 x21621 136737 |
𡘢 x21622 136738 |
𡘣 x21623 136739 |
𡘤 x21624 136740 |
𡘥 x21625 136741 |
𡘦 x21626 136742 |
𡘧 x21627 136743 |
𡘨 x21628 136744 |
𡘩 x21629 136745 |
𡘪 x2162A 136746 |
𡘫 x2162B 136747 |
𡘬 x2162C 136748 |
𡘭 x2162D 136749 |
𡘮 x2162E 136750 |
𡘯 x2162F 136751 |
𡘰 x21630 136752 |
𡘱 x21631 136753 |
𡘲 x21632 136754 |
𡘳 x21633 136755 |
𡘴 x21634 136756 |
𡘵 x21635 136757 |
𡘶 x21636 136758 |
𡘷 x21637 136759 |
𡘸 x21638 136760 |
𡘹 x21639 136761 |
𡘺 x2163A 136762 |
𡘻 x2163B 136763 |
𡘼 x2163C 136764 |
𡘽 x2163D 136765 |
𡘾 x2163E 136766 |
𡘿 x2163F 136767 |
𡙀 x21640 136768 |
𡙁 x21641 136769 |
𡙂 x21642 136770 |
𡙃 x21643 136771 |
𡙄 x21644 136772 |
𡙅 x21645 136773 |
𡙆 x21646 136774 |
𡙇 x21647 136775 |
𡙈 x21648 136776 |
𡙉 x21649 136777 |
𡙊 x2164A 136778 |
𡙋 x2164B 136779 |
𡙌 x2164C 136780 |
𡙍 x2164D 136781 |
𡙎 x2164E 136782 |
𡙏 x2164F 136783 |
𡙐 x21650 136784 |
𡙑 x21651 136785 |
𡙒 x21652 136786 |
𡙓 x21653 136787 |
𡙔 x21654 136788 |
𡙕 x21655 136789 |
𡙖 x21656 136790 |
𡙗 x21657 136791 |
𡙘 x21658 136792 |
𡙙 x21659 136793 |
𡙚 x2165A 136794 |
𡙛 x2165B 136795 |
𡙜 x2165C 136796 |
𡙝 x2165D 136797 |
𡙞 x2165E 136798 |
𡙟 x2165F 136799 |
𡙠 x21660 136800 |
𡙡 x21661 136801 |
𡙢 x21662 136802 |
𡙣 x21663 136803 |
𡙤 x21664 136804 |
𡙥 x21665 136805 |
𡙦 x21666 136806 |
𡙧 x21667 136807 |
𡙨 x21668 136808 |
𡙩 x21669 136809 |
𡙪 x2166A 136810 |
𡙫 x2166B 136811 |
𡙬 x2166C 136812 |
𡙭 x2166D 136813 |
𡙮 x2166E 136814 |
𡙯 x2166F 136815 |
𡙰 x21670 136816 |
𡙱 x21671 136817 |
𡙲 x21672 136818 |
𡙳 x21673 136819 |
𡙴 x21674 136820 |
𡙵 x21675 136821 |
𡙶 x21676 136822 |
𡙷 x21677 136823 |
𡙸 x21678 136824 |
𡙹 x21679 136825 |
𡙺 x2167A 136826 |
𡙻 x2167B 136827 |
𡙼 x2167C 136828 |
𡙽 x2167D 136829 |
𡙾 x2167E 136830 |
𡙿 x2167F 136831 |
𡚀 x21680 136832 |
𡚁 x21681 136833 |
𡚂 x21682 136834 |
𡚃 x21683 136835 |
𡚄 x21684 136836 |
𡚅 x21685 136837 |
𡚆 x21686 136838 |
𡚇 x21687 136839 |
𡚈 x21688 136840 |
𡚉 x21689 136841 |
𡚊 x2168A 136842 |
𡚋 x2168B 136843 |
𡚌 x2168C 136844 |
𡚍 x2168D 136845 |
𡚎 x2168E 136846 |
𡚏 x2168F 136847 |
𡚐 x21690 136848 |
𡚑 x21691 136849 |
𡚒 x21692 136850 |
𡚓 x21693 136851 |
𡚔 x21694 136852 |
𡚕 x21695 136853 |
𡚖 x21696 136854 |
𡚗 x21697 136855 |
𡚘 x21698 136856 |
𡚙 x21699 136857 |
𡚚 x2169A 136858 |
𡚛 x2169B 136859 |
𡚜 x2169C 136860 |
𡚝 x2169D 136861 |
𡚞 x2169E 136862 |
𡚟 x2169F 136863 |
𡚠 x216A0 136864 |
𡚡 x216A1 136865 |
𡚢 x216A2 136866 |
𡚣 x216A3 136867 |
𡚤 x216A4 136868 |
𡚥 x216A5 136869 |
𡚦 x216A6 136870 |
𡚧 x216A7 136871 |
𡚨 x216A8 136872 |
𡚩 x216A9 136873 |
𡚪 x216AA 136874 |
𡚫 x216AB 136875 |
𡚬 x216AC 136876 |
𡚭 x216AD 136877 |
𡚮 x216AE 136878 |
𡚯 x216AF 136879 |
𡚰 x216B0 136880 |
𡚱 x216B1 136881 |
𡚲 x216B2 136882 |
𡚳 x216B3 136883 |
𡚴 x216B4 136884 |
𡚵 x216B5 136885 |
𡚶 x216B6 136886 |
𡚷 x216B7 136887 |
𡚸 x216B8 136888 |
𡚹 x216B9 136889 |
𡚺 x216BA 136890 |
𡚻 x216BB 136891 |
𡚼 x216BC 136892 |
𡚽 x216BD 136893 |
𡚾 x216BE 136894 |
𡚿 x216BF 136895 |
𡛀 x216C0 136896 |
𡛁 x216C1 136897 |
𡛂 x216C2 136898 |
𡛃 x216C3 136899 |
𡛄 x216C4 136900 |
𡛅 x216C5 136901 |
𡛆 x216C6 136902 |
𡛇 x216C7 136903 |
𡛈 x216C8 136904 |
𡛉 x216C9 136905 |
𡛊 x216CA 136906 |
𡛋 x216CB 136907 |
𡛌 x216CC 136908 |
𡛍 x216CD 136909 |
𡛎 x216CE 136910 |
𡛏 x216CF 136911 |
𡛐 x216D0 136912 |
𡛑 x216D1 136913 |
𡛒 x216D2 136914 |
𡛓 x216D3 136915 |
𡛔 x216D4 136916 |
𡛕 x216D5 136917 |
𡛖 x216D6 136918 |
𡛗 x216D7 136919 |
𡛘 x216D8 136920 |
𡛙 x216D9 136921 |
𡛚 x216DA 136922 |
𡛛 x216DB 136923 |
𡛜 x216DC 136924 |
𡛝 x216DD 136925 |
𡛞 x216DE 136926 |
𡛟 x216DF 136927 |
𡛠 x216E0 136928 |
𡛡 x216E1 136929 |
𡛢 x216E2 136930 |
𡛣 x216E3 136931 |
𡛤 x216E4 136932 |
𡛥 x216E5 136933 |
𡛦 x216E6 136934 |
𡛧 x216E7 136935 |
𡛨 x216E8 136936 |
𡛩 x216E9 136937 |
𡛪 x216EA 136938 |
𡛫 x216EB 136939 |
𡛬 x216EC 136940 |
𡛭 x216ED 136941 |
𡛮 x216EE 136942 |
𡛯 x216EF 136943 |
𡛰 x216F0 136944 |
𡛱 x216F1 136945 |
𡛲 x216F2 136946 |
𡛳 x216F3 136947 |
𡛴 x216F4 136948 |
𡛵 x216F5 136949 |
𡛶 x216F6 136950 |
𡛷 x216F7 136951 |
𡛸 x216F8 136952 |
𡛹 x216F9 136953 |
𡛺 x216FA 136954 |
𡛻 x216FB 136955 |
𡛼 x216FC 136956 |
𡛽 x216FD 136957 |
𡛾 x216FE 136958 |
𡛿 x216FF 136959 |
© 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