Unicode Range x28F00 to x28FFF ( 167680 to 167935 )
𨼀 x28F00 167680 |
𨼁 x28F01 167681 |
𨼂 x28F02 167682 |
𨼃 x28F03 167683 |
𨼄 x28F04 167684 |
𨼅 x28F05 167685 |
𨼆 x28F06 167686 |
𨼇 x28F07 167687 |
𨼈 x28F08 167688 |
𨼉 x28F09 167689 |
𨼊 x28F0A 167690 |
𨼋 x28F0B 167691 |
𨼌 x28F0C 167692 |
𨼍 x28F0D 167693 |
𨼎 x28F0E 167694 |
𨼏 x28F0F 167695 |
𨼐 x28F10 167696 |
𨼑 x28F11 167697 |
𨼒 x28F12 167698 |
𨼓 x28F13 167699 |
𨼔 x28F14 167700 |
𨼕 x28F15 167701 |
𨼖 x28F16 167702 |
𨼗 x28F17 167703 |
𨼘 x28F18 167704 |
𨼙 x28F19 167705 |
𨼚 x28F1A 167706 |
𨼛 x28F1B 167707 |
𨼜 x28F1C 167708 |
𨼝 x28F1D 167709 |
𨼞 x28F1E 167710 |
𨼟 x28F1F 167711 |
𨼠 x28F20 167712 |
𨼡 x28F21 167713 |
𨼢 x28F22 167714 |
𨼣 x28F23 167715 |
𨼤 x28F24 167716 |
𨼥 x28F25 167717 |
𨼦 x28F26 167718 |
𨼧 x28F27 167719 |
𨼨 x28F28 167720 |
𨼩 x28F29 167721 |
𨼪 x28F2A 167722 |
𨼫 x28F2B 167723 |
𨼬 x28F2C 167724 |
𨼭 x28F2D 167725 |
𨼮 x28F2E 167726 |
𨼯 x28F2F 167727 |
𨼰 x28F30 167728 |
𨼱 x28F31 167729 |
𨼲 x28F32 167730 |
𨼳 x28F33 167731 |
𨼴 x28F34 167732 |
𨼵 x28F35 167733 |
𨼶 x28F36 167734 |
𨼷 x28F37 167735 |
𨼸 x28F38 167736 |
𨼹 x28F39 167737 |
𨼺 x28F3A 167738 |
𨼻 x28F3B 167739 |
𨼼 x28F3C 167740 |
𨼽 x28F3D 167741 |
𨼾 x28F3E 167742 |
𨼿 x28F3F 167743 |
𨽀 x28F40 167744 |
𨽁 x28F41 167745 |
𨽂 x28F42 167746 |
𨽃 x28F43 167747 |
𨽄 x28F44 167748 |
𨽅 x28F45 167749 |
𨽆 x28F46 167750 |
𨽇 x28F47 167751 |
𨽈 x28F48 167752 |
𨽉 x28F49 167753 |
𨽊 x28F4A 167754 |
𨽋 x28F4B 167755 |
𨽌 x28F4C 167756 |
𨽍 x28F4D 167757 |
𨽎 x28F4E 167758 |
𨽏 x28F4F 167759 |
𨽐 x28F50 167760 |
𨽑 x28F51 167761 |
𨽒 x28F52 167762 |
𨽓 x28F53 167763 |
𨽔 x28F54 167764 |
𨽕 x28F55 167765 |
𨽖 x28F56 167766 |
𨽗 x28F57 167767 |
𨽘 x28F58 167768 |
𨽙 x28F59 167769 |
𨽚 x28F5A 167770 |
𨽛 x28F5B 167771 |
𨽜 x28F5C 167772 |
𨽝 x28F5D 167773 |
𨽞 x28F5E 167774 |
𨽟 x28F5F 167775 |
𨽠 x28F60 167776 |
𨽡 x28F61 167777 |
𨽢 x28F62 167778 |
𨽣 x28F63 167779 |
𨽤 x28F64 167780 |
𨽥 x28F65 167781 |
𨽦 x28F66 167782 |
𨽧 x28F67 167783 |
𨽨 x28F68 167784 |
𨽩 x28F69 167785 |
𨽪 x28F6A 167786 |
𨽫 x28F6B 167787 |
𨽬 x28F6C 167788 |
𨽭 x28F6D 167789 |
𨽮 x28F6E 167790 |
𨽯 x28F6F 167791 |
𨽰 x28F70 167792 |
𨽱 x28F71 167793 |
𨽲 x28F72 167794 |
𨽳 x28F73 167795 |
𨽴 x28F74 167796 |
𨽵 x28F75 167797 |
𨽶 x28F76 167798 |
𨽷 x28F77 167799 |
𨽸 x28F78 167800 |
𨽹 x28F79 167801 |
𨽺 x28F7A 167802 |
𨽻 x28F7B 167803 |
𨽼 x28F7C 167804 |
𨽽 x28F7D 167805 |
𨽾 x28F7E 167806 |
𨽿 x28F7F 167807 |
𨾀 x28F80 167808 |
𨾁 x28F81 167809 |
𨾂 x28F82 167810 |
𨾃 x28F83 167811 |
𨾄 x28F84 167812 |
𨾅 x28F85 167813 |
𨾆 x28F86 167814 |
𨾇 x28F87 167815 |
𨾈 x28F88 167816 |
𨾉 x28F89 167817 |
𨾊 x28F8A 167818 |
𨾋 x28F8B 167819 |
𨾌 x28F8C 167820 |
𨾍 x28F8D 167821 |
𨾎 x28F8E 167822 |
𨾏 x28F8F 167823 |
𨾐 x28F90 167824 |
𨾑 x28F91 167825 |
𨾒 x28F92 167826 |
𨾓 x28F93 167827 |
𨾔 x28F94 167828 |
𨾕 x28F95 167829 |
𨾖 x28F96 167830 |
𨾗 x28F97 167831 |
𨾘 x28F98 167832 |
𨾙 x28F99 167833 |
𨾚 x28F9A 167834 |
𨾛 x28F9B 167835 |
𨾜 x28F9C 167836 |
𨾝 x28F9D 167837 |
𨾞 x28F9E 167838 |
𨾟 x28F9F 167839 |
𨾠 x28FA0 167840 |
𨾡 x28FA1 167841 |
𨾢 x28FA2 167842 |
𨾣 x28FA3 167843 |
𨾤 x28FA4 167844 |
𨾥 x28FA5 167845 |
𨾦 x28FA6 167846 |
𨾧 x28FA7 167847 |
𨾨 x28FA8 167848 |
𨾩 x28FA9 167849 |
𨾪 x28FAA 167850 |
𨾫 x28FAB 167851 |
𨾬 x28FAC 167852 |
𨾭 x28FAD 167853 |
𨾮 x28FAE 167854 |
𨾯 x28FAF 167855 |
𨾰 x28FB0 167856 |
𨾱 x28FB1 167857 |
𨾲 x28FB2 167858 |
𨾳 x28FB3 167859 |
𨾴 x28FB4 167860 |
𨾵 x28FB5 167861 |
𨾶 x28FB6 167862 |
𨾷 x28FB7 167863 |
𨾸 x28FB8 167864 |
𨾹 x28FB9 167865 |
𨾺 x28FBA 167866 |
𨾻 x28FBB 167867 |
𨾼 x28FBC 167868 |
𨾽 x28FBD 167869 |
𨾾 x28FBE 167870 |
𨾿 x28FBF 167871 |
𨿀 x28FC0 167872 |
𨿁 x28FC1 167873 |
𨿂 x28FC2 167874 |
𨿃 x28FC3 167875 |
𨿄 x28FC4 167876 |
𨿅 x28FC5 167877 |
𨿆 x28FC6 167878 |
𨿇 x28FC7 167879 |
𨿈 x28FC8 167880 |
𨿉 x28FC9 167881 |
𨿊 x28FCA 167882 |
𨿋 x28FCB 167883 |
𨿌 x28FCC 167884 |
𨿍 x28FCD 167885 |
𨿎 x28FCE 167886 |
𨿏 x28FCF 167887 |
𨿐 x28FD0 167888 |
𨿑 x28FD1 167889 |
𨿒 x28FD2 167890 |
𨿓 x28FD3 167891 |
𨿔 x28FD4 167892 |
𨿕 x28FD5 167893 |
𨿖 x28FD6 167894 |
𨿗 x28FD7 167895 |
𨿘 x28FD8 167896 |
𨿙 x28FD9 167897 |
𨿚 x28FDA 167898 |
𨿛 x28FDB 167899 |
𨿜 x28FDC 167900 |
𨿝 x28FDD 167901 |
𨿞 x28FDE 167902 |
𨿟 x28FDF 167903 |
𨿠 x28FE0 167904 |
𨿡 x28FE1 167905 |
𨿢 x28FE2 167906 |
𨿣 x28FE3 167907 |
𨿤 x28FE4 167908 |
𨿥 x28FE5 167909 |
𨿦 x28FE6 167910 |
𨿧 x28FE7 167911 |
𨿨 x28FE8 167912 |
𨿩 x28FE9 167913 |
𨿪 x28FEA 167914 |
𨿫 x28FEB 167915 |
𨿬 x28FEC 167916 |
𨿭 x28FED 167917 |
𨿮 x28FEE 167918 |
𨿯 x28FEF 167919 |
𨿰 x28FF0 167920 |
𨿱 x28FF1 167921 |
𨿲 x28FF2 167922 |
𨿳 x28FF3 167923 |
𨿴 x28FF4 167924 |
𨿵 x28FF5 167925 |
𨿶 x28FF6 167926 |
𨿷 x28FF7 167927 |
𨿸 x28FF8 167928 |
𨿹 x28FF9 167929 |
𨿺 x28FFA 167930 |
𨿻 x28FFB 167931 |
𨿼 x28FFC 167932 |
𨿽 x28FFD 167933 |
𨿾 x28FFE 167934 |
𨿿 x28FFF 167935 |
© 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