Unicode Range x28800 to x288FF ( 165888 to 166143 )
𨠀 x28800 165888 |
𨠁 x28801 165889 |
𨠂 x28802 165890 |
𨠃 x28803 165891 |
𨠄 x28804 165892 |
𨠅 x28805 165893 |
𨠆 x28806 165894 |
𨠇 x28807 165895 |
𨠈 x28808 165896 |
𨠉 x28809 165897 |
𨠊 x2880A 165898 |
𨠋 x2880B 165899 |
𨠌 x2880C 165900 |
𨠍 x2880D 165901 |
𨠎 x2880E 165902 |
𨠏 x2880F 165903 |
𨠐 x28810 165904 |
𨠑 x28811 165905 |
𨠒 x28812 165906 |
𨠓 x28813 165907 |
𨠔 x28814 165908 |
𨠕 x28815 165909 |
𨠖 x28816 165910 |
𨠗 x28817 165911 |
𨠘 x28818 165912 |
𨠙 x28819 165913 |
𨠚 x2881A 165914 |
𨠛 x2881B 165915 |
𨠜 x2881C 165916 |
𨠝 x2881D 165917 |
𨠞 x2881E 165918 |
𨠟 x2881F 165919 |
𨠠 x28820 165920 |
𨠡 x28821 165921 |
𨠢 x28822 165922 |
𨠣 x28823 165923 |
𨠤 x28824 165924 |
𨠥 x28825 165925 |
𨠦 x28826 165926 |
𨠧 x28827 165927 |
𨠨 x28828 165928 |
𨠩 x28829 165929 |
𨠪 x2882A 165930 |
𨠫 x2882B 165931 |
𨠬 x2882C 165932 |
𨠭 x2882D 165933 |
𨠮 x2882E 165934 |
𨠯 x2882F 165935 |
𨠰 x28830 165936 |
𨠱 x28831 165937 |
𨠲 x28832 165938 |
𨠳 x28833 165939 |
𨠴 x28834 165940 |
𨠵 x28835 165941 |
𨠶 x28836 165942 |
𨠷 x28837 165943 |
𨠸 x28838 165944 |
𨠹 x28839 165945 |
𨠺 x2883A 165946 |
𨠻 x2883B 165947 |
𨠼 x2883C 165948 |
𨠽 x2883D 165949 |
𨠾 x2883E 165950 |
𨠿 x2883F 165951 |
𨡀 x28840 165952 |
𨡁 x28841 165953 |
𨡂 x28842 165954 |
𨡃 x28843 165955 |
𨡄 x28844 165956 |
𨡅 x28845 165957 |
𨡆 x28846 165958 |
𨡇 x28847 165959 |
𨡈 x28848 165960 |
𨡉 x28849 165961 |
𨡊 x2884A 165962 |
𨡋 x2884B 165963 |
𨡌 x2884C 165964 |
𨡍 x2884D 165965 |
𨡎 x2884E 165966 |
𨡏 x2884F 165967 |
𨡐 x28850 165968 |
𨡑 x28851 165969 |
𨡒 x28852 165970 |
𨡓 x28853 165971 |
𨡔 x28854 165972 |
𨡕 x28855 165973 |
𨡖 x28856 165974 |
𨡗 x28857 165975 |
𨡘 x28858 165976 |
𨡙 x28859 165977 |
𨡚 x2885A 165978 |
𨡛 x2885B 165979 |
𨡜 x2885C 165980 |
𨡝 x2885D 165981 |
𨡞 x2885E 165982 |
𨡟 x2885F 165983 |
𨡠 x28860 165984 |
𨡡 x28861 165985 |
𨡢 x28862 165986 |
𨡣 x28863 165987 |
𨡤 x28864 165988 |
𨡥 x28865 165989 |
𨡦 x28866 165990 |
𨡧 x28867 165991 |
𨡨 x28868 165992 |
𨡩 x28869 165993 |
𨡪 x2886A 165994 |
𨡫 x2886B 165995 |
𨡬 x2886C 165996 |
𨡭 x2886D 165997 |
𨡮 x2886E 165998 |
𨡯 x2886F 165999 |
𨡰 x28870 166000 |
𨡱 x28871 166001 |
𨡲 x28872 166002 |
𨡳 x28873 166003 |
𨡴 x28874 166004 |
𨡵 x28875 166005 |
𨡶 x28876 166006 |
𨡷 x28877 166007 |
𨡸 x28878 166008 |
𨡹 x28879 166009 |
𨡺 x2887A 166010 |
𨡻 x2887B 166011 |
𨡼 x2887C 166012 |
𨡽 x2887D 166013 |
𨡾 x2887E 166014 |
𨡿 x2887F 166015 |
𨢀 x28880 166016 |
𨢁 x28881 166017 |
𨢂 x28882 166018 |
𨢃 x28883 166019 |
𨢄 x28884 166020 |
𨢅 x28885 166021 |
𨢆 x28886 166022 |
𨢇 x28887 166023 |
𨢈 x28888 166024 |
𨢉 x28889 166025 |
𨢊 x2888A 166026 |
𨢋 x2888B 166027 |
𨢌 x2888C 166028 |
𨢍 x2888D 166029 |
𨢎 x2888E 166030 |
𨢏 x2888F 166031 |
𨢐 x28890 166032 |
𨢑 x28891 166033 |
𨢒 x28892 166034 |
𨢓 x28893 166035 |
𨢔 x28894 166036 |
𨢕 x28895 166037 |
𨢖 x28896 166038 |
𨢗 x28897 166039 |
𨢘 x28898 166040 |
𨢙 x28899 166041 |
𨢚 x2889A 166042 |
𨢛 x2889B 166043 |
𨢜 x2889C 166044 |
𨢝 x2889D 166045 |
𨢞 x2889E 166046 |
𨢟 x2889F 166047 |
𨢠 x288A0 166048 |
𨢡 x288A1 166049 |
𨢢 x288A2 166050 |
𨢣 x288A3 166051 |
𨢤 x288A4 166052 |
𨢥 x288A5 166053 |
𨢦 x288A6 166054 |
𨢧 x288A7 166055 |
𨢨 x288A8 166056 |
𨢩 x288A9 166057 |
𨢪 x288AA 166058 |
𨢫 x288AB 166059 |
𨢬 x288AC 166060 |
𨢭 x288AD 166061 |
𨢮 x288AE 166062 |
𨢯 x288AF 166063 |
𨢰 x288B0 166064 |
𨢱 x288B1 166065 |
𨢲 x288B2 166066 |
𨢳 x288B3 166067 |
𨢴 x288B4 166068 |
𨢵 x288B5 166069 |
𨢶 x288B6 166070 |
𨢷 x288B7 166071 |
𨢸 x288B8 166072 |
𨢹 x288B9 166073 |
𨢺 x288BA 166074 |
𨢻 x288BB 166075 |
𨢼 x288BC 166076 |
𨢽 x288BD 166077 |
𨢾 x288BE 166078 |
𨢿 x288BF 166079 |
𨣀 x288C0 166080 |
𨣁 x288C1 166081 |
𨣂 x288C2 166082 |
𨣃 x288C3 166083 |
𨣄 x288C4 166084 |
𨣅 x288C5 166085 |
𨣆 x288C6 166086 |
𨣇 x288C7 166087 |
𨣈 x288C8 166088 |
𨣉 x288C9 166089 |
𨣊 x288CA 166090 |
𨣋 x288CB 166091 |
𨣌 x288CC 166092 |
𨣍 x288CD 166093 |
𨣎 x288CE 166094 |
𨣏 x288CF 166095 |
𨣐 x288D0 166096 |
𨣑 x288D1 166097 |
𨣒 x288D2 166098 |
𨣓 x288D3 166099 |
𨣔 x288D4 166100 |
𨣕 x288D5 166101 |
𨣖 x288D6 166102 |
𨣗 x288D7 166103 |
𨣘 x288D8 166104 |
𨣙 x288D9 166105 |
𨣚 x288DA 166106 |
𨣛 x288DB 166107 |
𨣜 x288DC 166108 |
𨣝 x288DD 166109 |
𨣞 x288DE 166110 |
𨣟 x288DF 166111 |
𨣠 x288E0 166112 |
𨣡 x288E1 166113 |
𨣢 x288E2 166114 |
𨣣 x288E3 166115 |
𨣤 x288E4 166116 |
𨣥 x288E5 166117 |
𨣦 x288E6 166118 |
𨣧 x288E7 166119 |
𨣨 x288E8 166120 |
𨣩 x288E9 166121 |
𨣪 x288EA 166122 |
𨣫 x288EB 166123 |
𨣬 x288EC 166124 |
𨣭 x288ED 166125 |
𨣮 x288EE 166126 |
𨣯 x288EF 166127 |
𨣰 x288F0 166128 |
𨣱 x288F1 166129 |
𨣲 x288F2 166130 |
𨣳 x288F3 166131 |
𨣴 x288F4 166132 |
𨣵 x288F5 166133 |
𨣶 x288F6 166134 |
𨣷 x288F7 166135 |
𨣸 x288F8 166136 |
𨣹 x288F9 166137 |
𨣺 x288FA 166138 |
𨣻 x288FB 166139 |
𨣼 x288FC 166140 |
𨣽 x288FD 166141 |
𨣾 x288FE 166142 |
𨣿 x288FF 166143 |
© 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