Unicode Range x29000 to x290FF ( 167936 to 168191 )
𩀀 x29000 167936 |
𩀁 x29001 167937 |
𩀂 x29002 167938 |
𩀃 x29003 167939 |
𩀄 x29004 167940 |
𩀅 x29005 167941 |
𩀆 x29006 167942 |
𩀇 x29007 167943 |
𩀈 x29008 167944 |
𩀉 x29009 167945 |
𩀊 x2900A 167946 |
𩀋 x2900B 167947 |
𩀌 x2900C 167948 |
𩀍 x2900D 167949 |
𩀎 x2900E 167950 |
𩀏 x2900F 167951 |
𩀐 x29010 167952 |
𩀑 x29011 167953 |
𩀒 x29012 167954 |
𩀓 x29013 167955 |
𩀔 x29014 167956 |
𩀕 x29015 167957 |
𩀖 x29016 167958 |
𩀗 x29017 167959 |
𩀘 x29018 167960 |
𩀙 x29019 167961 |
𩀚 x2901A 167962 |
𩀛 x2901B 167963 |
𩀜 x2901C 167964 |
𩀝 x2901D 167965 |
𩀞 x2901E 167966 |
𩀟 x2901F 167967 |
𩀠 x29020 167968 |
𩀡 x29021 167969 |
𩀢 x29022 167970 |
𩀣 x29023 167971 |
𩀤 x29024 167972 |
𩀥 x29025 167973 |
𩀦 x29026 167974 |
𩀧 x29027 167975 |
𩀨 x29028 167976 |
𩀩 x29029 167977 |
𩀪 x2902A 167978 |
𩀫 x2902B 167979 |
𩀬 x2902C 167980 |
𩀭 x2902D 167981 |
𩀮 x2902E 167982 |
𩀯 x2902F 167983 |
𩀰 x29030 167984 |
𩀱 x29031 167985 |
𩀲 x29032 167986 |
𩀳 x29033 167987 |
𩀴 x29034 167988 |
𩀵 x29035 167989 |
𩀶 x29036 167990 |
𩀷 x29037 167991 |
𩀸 x29038 167992 |
𩀹 x29039 167993 |
𩀺 x2903A 167994 |
𩀻 x2903B 167995 |
𩀼 x2903C 167996 |
𩀽 x2903D 167997 |
𩀾 x2903E 167998 |
𩀿 x2903F 167999 |
𩁀 x29040 168000 |
𩁁 x29041 168001 |
𩁂 x29042 168002 |
𩁃 x29043 168003 |
𩁄 x29044 168004 |
𩁅 x29045 168005 |
𩁆 x29046 168006 |
𩁇 x29047 168007 |
𩁈 x29048 168008 |
𩁉 x29049 168009 |
𩁊 x2904A 168010 |
𩁋 x2904B 168011 |
𩁌 x2904C 168012 |
𩁍 x2904D 168013 |
𩁎 x2904E 168014 |
𩁏 x2904F 168015 |
𩁐 x29050 168016 |
𩁑 x29051 168017 |
𩁒 x29052 168018 |
𩁓 x29053 168019 |
𩁔 x29054 168020 |
𩁕 x29055 168021 |
𩁖 x29056 168022 |
𩁗 x29057 168023 |
𩁘 x29058 168024 |
𩁙 x29059 168025 |
𩁚 x2905A 168026 |
𩁛 x2905B 168027 |
𩁜 x2905C 168028 |
𩁝 x2905D 168029 |
𩁞 x2905E 168030 |
𩁟 x2905F 168031 |
𩁠 x29060 168032 |
𩁡 x29061 168033 |
𩁢 x29062 168034 |
𩁣 x29063 168035 |
𩁤 x29064 168036 |
𩁥 x29065 168037 |
𩁦 x29066 168038 |
𩁧 x29067 168039 |
𩁨 x29068 168040 |
𩁩 x29069 168041 |
𩁪 x2906A 168042 |
𩁫 x2906B 168043 |
𩁬 x2906C 168044 |
𩁭 x2906D 168045 |
𩁮 x2906E 168046 |
𩁯 x2906F 168047 |
𩁰 x29070 168048 |
𩁱 x29071 168049 |
𩁲 x29072 168050 |
𩁳 x29073 168051 |
𩁴 x29074 168052 |
𩁵 x29075 168053 |
𩁶 x29076 168054 |
𩁷 x29077 168055 |
𩁸 x29078 168056 |
𩁹 x29079 168057 |
𩁺 x2907A 168058 |
𩁻 x2907B 168059 |
𩁼 x2907C 168060 |
𩁽 x2907D 168061 |
𩁾 x2907E 168062 |
𩁿 x2907F 168063 |
𩂀 x29080 168064 |
𩂁 x29081 168065 |
𩂂 x29082 168066 |
𩂃 x29083 168067 |
𩂄 x29084 168068 |
𩂅 x29085 168069 |
𩂆 x29086 168070 |
𩂇 x29087 168071 |
𩂈 x29088 168072 |
𩂉 x29089 168073 |
𩂊 x2908A 168074 |
𩂋 x2908B 168075 |
𩂌 x2908C 168076 |
𩂍 x2908D 168077 |
𩂎 x2908E 168078 |
𩂏 x2908F 168079 |
𩂐 x29090 168080 |
𩂑 x29091 168081 |
𩂒 x29092 168082 |
𩂓 x29093 168083 |
𩂔 x29094 168084 |
𩂕 x29095 168085 |
𩂖 x29096 168086 |
𩂗 x29097 168087 |
𩂘 x29098 168088 |
𩂙 x29099 168089 |
𩂚 x2909A 168090 |
𩂛 x2909B 168091 |
𩂜 x2909C 168092 |
𩂝 x2909D 168093 |
𩂞 x2909E 168094 |
𩂟 x2909F 168095 |
𩂠 x290A0 168096 |
𩂡 x290A1 168097 |
𩂢 x290A2 168098 |
𩂣 x290A3 168099 |
𩂤 x290A4 168100 |
𩂥 x290A5 168101 |
𩂦 x290A6 168102 |
𩂧 x290A7 168103 |
𩂨 x290A8 168104 |
𩂩 x290A9 168105 |
𩂪 x290AA 168106 |
𩂫 x290AB 168107 |
𩂬 x290AC 168108 |
𩂭 x290AD 168109 |
𩂮 x290AE 168110 |
𩂯 x290AF 168111 |
𩂰 x290B0 168112 |
𩂱 x290B1 168113 |
𩂲 x290B2 168114 |
𩂳 x290B3 168115 |
𩂴 x290B4 168116 |
𩂵 x290B5 168117 |
𩂶 x290B6 168118 |
𩂷 x290B7 168119 |
𩂸 x290B8 168120 |
𩂹 x290B9 168121 |
𩂺 x290BA 168122 |
𩂻 x290BB 168123 |
𩂼 x290BC 168124 |
𩂽 x290BD 168125 |
𩂾 x290BE 168126 |
𩂿 x290BF 168127 |
𩃀 x290C0 168128 |
𩃁 x290C1 168129 |
𩃂 x290C2 168130 |
𩃃 x290C3 168131 |
𩃄 x290C4 168132 |
𩃅 x290C5 168133 |
𩃆 x290C6 168134 |
𩃇 x290C7 168135 |
𩃈 x290C8 168136 |
𩃉 x290C9 168137 |
𩃊 x290CA 168138 |
𩃋 x290CB 168139 |
𩃌 x290CC 168140 |
𩃍 x290CD 168141 |
𩃎 x290CE 168142 |
𩃏 x290CF 168143 |
𩃐 x290D0 168144 |
𩃑 x290D1 168145 |
𩃒 x290D2 168146 |
𩃓 x290D3 168147 |
𩃔 x290D4 168148 |
𩃕 x290D5 168149 |
𩃖 x290D6 168150 |
𩃗 x290D7 168151 |
𩃘 x290D8 168152 |
𩃙 x290D9 168153 |
𩃚 x290DA 168154 |
𩃛 x290DB 168155 |
𩃜 x290DC 168156 |
𩃝 x290DD 168157 |
𩃞 x290DE 168158 |
𩃟 x290DF 168159 |
𩃠 x290E0 168160 |
𩃡 x290E1 168161 |
𩃢 x290E2 168162 |
𩃣 x290E3 168163 |
𩃤 x290E4 168164 |
𩃥 x290E5 168165 |
𩃦 x290E6 168166 |
𩃧 x290E7 168167 |
𩃨 x290E8 168168 |
𩃩 x290E9 168169 |
𩃪 x290EA 168170 |
𩃫 x290EB 168171 |
𩃬 x290EC 168172 |
𩃭 x290ED 168173 |
𩃮 x290EE 168174 |
𩃯 x290EF 168175 |
𩃰 x290F0 168176 |
𩃱 x290F1 168177 |
𩃲 x290F2 168178 |
𩃳 x290F3 168179 |
𩃴 x290F4 168180 |
𩃵 x290F5 168181 |
𩃶 x290F6 168182 |
𩃷 x290F7 168183 |
𩃸 x290F8 168184 |
𩃹 x290F9 168185 |
𩃺 x290FA 168186 |
𩃻 x290FB 168187 |
𩃼 x290FC 168188 |
𩃽 x290FD 168189 |
𩃾 x290FE 168190 |
𩃿 x290FF 168191 |
© 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