Unicode Range x29B00 to x29BFF ( 170752 to 171007 )
𩬀 x29B00 170752 |
𩬁 x29B01 170753 |
𩬂 x29B02 170754 |
𩬃 x29B03 170755 |
𩬄 x29B04 170756 |
𩬅 x29B05 170757 |
𩬆 x29B06 170758 |
𩬇 x29B07 170759 |
𩬈 x29B08 170760 |
𩬉 x29B09 170761 |
𩬊 x29B0A 170762 |
𩬋 x29B0B 170763 |
𩬌 x29B0C 170764 |
𩬍 x29B0D 170765 |
𩬎 x29B0E 170766 |
𩬏 x29B0F 170767 |
𩬐 x29B10 170768 |
𩬑 x29B11 170769 |
𩬒 x29B12 170770 |
𩬓 x29B13 170771 |
𩬔 x29B14 170772 |
𩬕 x29B15 170773 |
𩬖 x29B16 170774 |
𩬗 x29B17 170775 |
𩬘 x29B18 170776 |
𩬙 x29B19 170777 |
𩬚 x29B1A 170778 |
𩬛 x29B1B 170779 |
𩬜 x29B1C 170780 |
𩬝 x29B1D 170781 |
𩬞 x29B1E 170782 |
𩬟 x29B1F 170783 |
𩬠 x29B20 170784 |
𩬡 x29B21 170785 |
𩬢 x29B22 170786 |
𩬣 x29B23 170787 |
𩬤 x29B24 170788 |
𩬥 x29B25 170789 |
𩬦 x29B26 170790 |
𩬧 x29B27 170791 |
𩬨 x29B28 170792 |
𩬩 x29B29 170793 |
𩬪 x29B2A 170794 |
𩬫 x29B2B 170795 |
𩬬 x29B2C 170796 |
𩬭 x29B2D 170797 |
𩬮 x29B2E 170798 |
𩬯 x29B2F 170799 |
𩬰 x29B30 170800 |
𩬱 x29B31 170801 |
𩬲 x29B32 170802 |
𩬳 x29B33 170803 |
𩬴 x29B34 170804 |
𩬵 x29B35 170805 |
𩬶 x29B36 170806 |
𩬷 x29B37 170807 |
𩬸 x29B38 170808 |
𩬹 x29B39 170809 |
𩬺 x29B3A 170810 |
𩬻 x29B3B 170811 |
𩬼 x29B3C 170812 |
𩬽 x29B3D 170813 |
𩬾 x29B3E 170814 |
𩬿 x29B3F 170815 |
𩭀 x29B40 170816 |
𩭁 x29B41 170817 |
𩭂 x29B42 170818 |
𩭃 x29B43 170819 |
𩭄 x29B44 170820 |
𩭅 x29B45 170821 |
𩭆 x29B46 170822 |
𩭇 x29B47 170823 |
𩭈 x29B48 170824 |
𩭉 x29B49 170825 |
𩭊 x29B4A 170826 |
𩭋 x29B4B 170827 |
𩭌 x29B4C 170828 |
𩭍 x29B4D 170829 |
𩭎 x29B4E 170830 |
𩭏 x29B4F 170831 |
𩭐 x29B50 170832 |
𩭑 x29B51 170833 |
𩭒 x29B52 170834 |
𩭓 x29B53 170835 |
𩭔 x29B54 170836 |
𩭕 x29B55 170837 |
𩭖 x29B56 170838 |
𩭗 x29B57 170839 |
𩭘 x29B58 170840 |
𩭙 x29B59 170841 |
𩭚 x29B5A 170842 |
𩭛 x29B5B 170843 |
𩭜 x29B5C 170844 |
𩭝 x29B5D 170845 |
𩭞 x29B5E 170846 |
𩭟 x29B5F 170847 |
𩭠 x29B60 170848 |
𩭡 x29B61 170849 |
𩭢 x29B62 170850 |
𩭣 x29B63 170851 |
𩭤 x29B64 170852 |
𩭥 x29B65 170853 |
𩭦 x29B66 170854 |
𩭧 x29B67 170855 |
𩭨 x29B68 170856 |
𩭩 x29B69 170857 |
𩭪 x29B6A 170858 |
𩭫 x29B6B 170859 |
𩭬 x29B6C 170860 |
𩭭 x29B6D 170861 |
𩭮 x29B6E 170862 |
𩭯 x29B6F 170863 |
𩭰 x29B70 170864 |
𩭱 x29B71 170865 |
𩭲 x29B72 170866 |
𩭳 x29B73 170867 |
𩭴 x29B74 170868 |
𩭵 x29B75 170869 |
𩭶 x29B76 170870 |
𩭷 x29B77 170871 |
𩭸 x29B78 170872 |
𩭹 x29B79 170873 |
𩭺 x29B7A 170874 |
𩭻 x29B7B 170875 |
𩭼 x29B7C 170876 |
𩭽 x29B7D 170877 |
𩭾 x29B7E 170878 |
𩭿 x29B7F 170879 |
𩮀 x29B80 170880 |
𩮁 x29B81 170881 |
𩮂 x29B82 170882 |
𩮃 x29B83 170883 |
𩮄 x29B84 170884 |
𩮅 x29B85 170885 |
𩮆 x29B86 170886 |
𩮇 x29B87 170887 |
𩮈 x29B88 170888 |
𩮉 x29B89 170889 |
𩮊 x29B8A 170890 |
𩮋 x29B8B 170891 |
𩮌 x29B8C 170892 |
𩮍 x29B8D 170893 |
𩮎 x29B8E 170894 |
𩮏 x29B8F 170895 |
𩮐 x29B90 170896 |
𩮑 x29B91 170897 |
𩮒 x29B92 170898 |
𩮓 x29B93 170899 |
𩮔 x29B94 170900 |
𩮕 x29B95 170901 |
𩮖 x29B96 170902 |
𩮗 x29B97 170903 |
𩮘 x29B98 170904 |
𩮙 x29B99 170905 |
𩮚 x29B9A 170906 |
𩮛 x29B9B 170907 |
𩮜 x29B9C 170908 |
𩮝 x29B9D 170909 |
𩮞 x29B9E 170910 |
𩮟 x29B9F 170911 |
𩮠 x29BA0 170912 |
𩮡 x29BA1 170913 |
𩮢 x29BA2 170914 |
𩮣 x29BA3 170915 |
𩮤 x29BA4 170916 |
𩮥 x29BA5 170917 |
𩮦 x29BA6 170918 |
𩮧 x29BA7 170919 |
𩮨 x29BA8 170920 |
𩮩 x29BA9 170921 |
𩮪 x29BAA 170922 |
𩮫 x29BAB 170923 |
𩮬 x29BAC 170924 |
𩮭 x29BAD 170925 |
𩮮 x29BAE 170926 |
𩮯 x29BAF 170927 |
𩮰 x29BB0 170928 |
𩮱 x29BB1 170929 |
𩮲 x29BB2 170930 |
𩮳 x29BB3 170931 |
𩮴 x29BB4 170932 |
𩮵 x29BB5 170933 |
𩮶 x29BB6 170934 |
𩮷 x29BB7 170935 |
𩮸 x29BB8 170936 |
𩮹 x29BB9 170937 |
𩮺 x29BBA 170938 |
𩮻 x29BBB 170939 |
𩮼 x29BBC 170940 |
𩮽 x29BBD 170941 |
𩮾 x29BBE 170942 |
𩮿 x29BBF 170943 |
𩯀 x29BC0 170944 |
𩯁 x29BC1 170945 |
𩯂 x29BC2 170946 |
𩯃 x29BC3 170947 |
𩯄 x29BC4 170948 |
𩯅 x29BC5 170949 |
𩯆 x29BC6 170950 |
𩯇 x29BC7 170951 |
𩯈 x29BC8 170952 |
𩯉 x29BC9 170953 |
𩯊 x29BCA 170954 |
𩯋 x29BCB 170955 |
𩯌 x29BCC 170956 |
𩯍 x29BCD 170957 |
𩯎 x29BCE 170958 |
𩯏 x29BCF 170959 |
𩯐 x29BD0 170960 |
𩯑 x29BD1 170961 |
𩯒 x29BD2 170962 |
𩯓 x29BD3 170963 |
𩯔 x29BD4 170964 |
𩯕 x29BD5 170965 |
𩯖 x29BD6 170966 |
𩯗 x29BD7 170967 |
𩯘 x29BD8 170968 |
𩯙 x29BD9 170969 |
𩯚 x29BDA 170970 |
𩯛 x29BDB 170971 |
𩯜 x29BDC 170972 |
𩯝 x29BDD 170973 |
𩯞 x29BDE 170974 |
𩯟 x29BDF 170975 |
𩯠 x29BE0 170976 |
𩯡 x29BE1 170977 |
𩯢 x29BE2 170978 |
𩯣 x29BE3 170979 |
𩯤 x29BE4 170980 |
𩯥 x29BE5 170981 |
𩯦 x29BE6 170982 |
𩯧 x29BE7 170983 |
𩯨 x29BE8 170984 |
𩯩 x29BE9 170985 |
𩯪 x29BEA 170986 |
𩯫 x29BEB 170987 |
𩯬 x29BEC 170988 |
𩯭 x29BED 170989 |
𩯮 x29BEE 170990 |
𩯯 x29BEF 170991 |
𩯰 x29BF0 170992 |
𩯱 x29BF1 170993 |
𩯲 x29BF2 170994 |
𩯳 x29BF3 170995 |
𩯴 x29BF4 170996 |
𩯵 x29BF5 170997 |
𩯶 x29BF6 170998 |
𩯷 x29BF7 170999 |
𩯸 x29BF8 171000 |
𩯹 x29BF9 171001 |
𩯺 x29BFA 171002 |
𩯻 x29BFB 171003 |
𩯼 x29BFC 171004 |
𩯽 x29BFD 171005 |
𩯾 x29BFE 171006 |
𩯿 x29BFF 171007 |
© 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