Unicode Range x28C00 to x28CFF ( 166912 to 167167 )
𨰀 x28C00 166912 |
𨰁 x28C01 166913 |
𨰂 x28C02 166914 |
𨰃 x28C03 166915 |
𨰄 x28C04 166916 |
𨰅 x28C05 166917 |
𨰆 x28C06 166918 |
𨰇 x28C07 166919 |
𨰈 x28C08 166920 |
𨰉 x28C09 166921 |
𨰊 x28C0A 166922 |
𨰋 x28C0B 166923 |
𨰌 x28C0C 166924 |
𨰍 x28C0D 166925 |
𨰎 x28C0E 166926 |
𨰏 x28C0F 166927 |
𨰐 x28C10 166928 |
𨰑 x28C11 166929 |
𨰒 x28C12 166930 |
𨰓 x28C13 166931 |
𨰔 x28C14 166932 |
𨰕 x28C15 166933 |
𨰖 x28C16 166934 |
𨰗 x28C17 166935 |
𨰘 x28C18 166936 |
𨰙 x28C19 166937 |
𨰚 x28C1A 166938 |
𨰛 x28C1B 166939 |
𨰜 x28C1C 166940 |
𨰝 x28C1D 166941 |
𨰞 x28C1E 166942 |
𨰟 x28C1F 166943 |
𨰠 x28C20 166944 |
𨰡 x28C21 166945 |
𨰢 x28C22 166946 |
𨰣 x28C23 166947 |
𨰤 x28C24 166948 |
𨰥 x28C25 166949 |
𨰦 x28C26 166950 |
𨰧 x28C27 166951 |
𨰨 x28C28 166952 |
𨰩 x28C29 166953 |
𨰪 x28C2A 166954 |
𨰫 x28C2B 166955 |
𨰬 x28C2C 166956 |
𨰭 x28C2D 166957 |
𨰮 x28C2E 166958 |
𨰯 x28C2F 166959 |
𨰰 x28C30 166960 |
𨰱 x28C31 166961 |
𨰲 x28C32 166962 |
𨰳 x28C33 166963 |
𨰴 x28C34 166964 |
𨰵 x28C35 166965 |
𨰶 x28C36 166966 |
𨰷 x28C37 166967 |
𨰸 x28C38 166968 |
𨰹 x28C39 166969 |
𨰺 x28C3A 166970 |
𨰻 x28C3B 166971 |
𨰼 x28C3C 166972 |
𨰽 x28C3D 166973 |
𨰾 x28C3E 166974 |
𨰿 x28C3F 166975 |
𨱀 x28C40 166976 |
𨱁 x28C41 166977 |
𨱂 x28C42 166978 |
𨱃 x28C43 166979 |
𨱄 x28C44 166980 |
𨱅 x28C45 166981 |
𨱆 x28C46 166982 |
𨱇 x28C47 166983 |
𨱈 x28C48 166984 |
𨱉 x28C49 166985 |
𨱊 x28C4A 166986 |
𨱋 x28C4B 166987 |
𨱌 x28C4C 166988 |
𨱍 x28C4D 166989 |
𨱎 x28C4E 166990 |
𨱏 x28C4F 166991 |
𨱐 x28C50 166992 |
𨱑 x28C51 166993 |
𨱒 x28C52 166994 |
𨱓 x28C53 166995 |
𨱔 x28C54 166996 |
𨱕 x28C55 166997 |
𨱖 x28C56 166998 |
𨱗 x28C57 166999 |
𨱘 x28C58 167000 |
𨱙 x28C59 167001 |
𨱚 x28C5A 167002 |
𨱛 x28C5B 167003 |
𨱜 x28C5C 167004 |
𨱝 x28C5D 167005 |
𨱞 x28C5E 167006 |
𨱟 x28C5F 167007 |
𨱠 x28C60 167008 |
𨱡 x28C61 167009 |
𨱢 x28C62 167010 |
𨱣 x28C63 167011 |
𨱤 x28C64 167012 |
𨱥 x28C65 167013 |
𨱦 x28C66 167014 |
𨱧 x28C67 167015 |
𨱨 x28C68 167016 |
𨱩 x28C69 167017 |
𨱪 x28C6A 167018 |
𨱫 x28C6B 167019 |
𨱬 x28C6C 167020 |
𨱭 x28C6D 167021 |
𨱮 x28C6E 167022 |
𨱯 x28C6F 167023 |
𨱰 x28C70 167024 |
𨱱 x28C71 167025 |
𨱲 x28C72 167026 |
𨱳 x28C73 167027 |
𨱴 x28C74 167028 |
𨱵 x28C75 167029 |
𨱶 x28C76 167030 |
𨱷 x28C77 167031 |
𨱸 x28C78 167032 |
𨱹 x28C79 167033 |
𨱺 x28C7A 167034 |
𨱻 x28C7B 167035 |
𨱼 x28C7C 167036 |
𨱽 x28C7D 167037 |
𨱾 x28C7E 167038 |
𨱿 x28C7F 167039 |
𨲀 x28C80 167040 |
𨲁 x28C81 167041 |
𨲂 x28C82 167042 |
𨲃 x28C83 167043 |
𨲄 x28C84 167044 |
𨲅 x28C85 167045 |
𨲆 x28C86 167046 |
𨲇 x28C87 167047 |
𨲈 x28C88 167048 |
𨲉 x28C89 167049 |
𨲊 x28C8A 167050 |
𨲋 x28C8B 167051 |
𨲌 x28C8C 167052 |
𨲍 x28C8D 167053 |
𨲎 x28C8E 167054 |
𨲏 x28C8F 167055 |
𨲐 x28C90 167056 |
𨲑 x28C91 167057 |
𨲒 x28C92 167058 |
𨲓 x28C93 167059 |
𨲔 x28C94 167060 |
𨲕 x28C95 167061 |
𨲖 x28C96 167062 |
𨲗 x28C97 167063 |
𨲘 x28C98 167064 |
𨲙 x28C99 167065 |
𨲚 x28C9A 167066 |
𨲛 x28C9B 167067 |
𨲜 x28C9C 167068 |
𨲝 x28C9D 167069 |
𨲞 x28C9E 167070 |
𨲟 x28C9F 167071 |
𨲠 x28CA0 167072 |
𨲡 x28CA1 167073 |
𨲢 x28CA2 167074 |
𨲣 x28CA3 167075 |
𨲤 x28CA4 167076 |
𨲥 x28CA5 167077 |
𨲦 x28CA6 167078 |
𨲧 x28CA7 167079 |
𨲨 x28CA8 167080 |
𨲩 x28CA9 167081 |
𨲪 x28CAA 167082 |
𨲫 x28CAB 167083 |
𨲬 x28CAC 167084 |
𨲭 x28CAD 167085 |
𨲮 x28CAE 167086 |
𨲯 x28CAF 167087 |
𨲰 x28CB0 167088 |
𨲱 x28CB1 167089 |
𨲲 x28CB2 167090 |
𨲳 x28CB3 167091 |
𨲴 x28CB4 167092 |
𨲵 x28CB5 167093 |
𨲶 x28CB6 167094 |
𨲷 x28CB7 167095 |
𨲸 x28CB8 167096 |
𨲹 x28CB9 167097 |
𨲺 x28CBA 167098 |
𨲻 x28CBB 167099 |
𨲼 x28CBC 167100 |
𨲽 x28CBD 167101 |
𨲾 x28CBE 167102 |
𨲿 x28CBF 167103 |
𨳀 x28CC0 167104 |
𨳁 x28CC1 167105 |
𨳂 x28CC2 167106 |
𨳃 x28CC3 167107 |
𨳄 x28CC4 167108 |
𨳅 x28CC5 167109 |
𨳆 x28CC6 167110 |
𨳇 x28CC7 167111 |
𨳈 x28CC8 167112 |
𨳉 x28CC9 167113 |
𨳊 x28CCA 167114 |
𨳋 x28CCB 167115 |
𨳌 x28CCC 167116 |
𨳍 x28CCD 167117 |
𨳎 x28CCE 167118 |
𨳏 x28CCF 167119 |
𨳐 x28CD0 167120 |
𨳑 x28CD1 167121 |
𨳒 x28CD2 167122 |
𨳓 x28CD3 167123 |
𨳔 x28CD4 167124 |
𨳕 x28CD5 167125 |
𨳖 x28CD6 167126 |
𨳗 x28CD7 167127 |
𨳘 x28CD8 167128 |
𨳙 x28CD9 167129 |
𨳚 x28CDA 167130 |
𨳛 x28CDB 167131 |
𨳜 x28CDC 167132 |
𨳝 x28CDD 167133 |
𨳞 x28CDE 167134 |
𨳟 x28CDF 167135 |
𨳠 x28CE0 167136 |
𨳡 x28CE1 167137 |
𨳢 x28CE2 167138 |
𨳣 x28CE3 167139 |
𨳤 x28CE4 167140 |
𨳥 x28CE5 167141 |
𨳦 x28CE6 167142 |
𨳧 x28CE7 167143 |
𨳨 x28CE8 167144 |
𨳩 x28CE9 167145 |
𨳪 x28CEA 167146 |
𨳫 x28CEB 167147 |
𨳬 x28CEC 167148 |
𨳭 x28CED 167149 |
𨳮 x28CEE 167150 |
𨳯 x28CEF 167151 |
𨳰 x28CF0 167152 |
𨳱 x28CF1 167153 |
𨳲 x28CF2 167154 |
𨳳 x28CF3 167155 |
𨳴 x28CF4 167156 |
𨳵 x28CF5 167157 |
𨳶 x28CF6 167158 |
𨳷 x28CF7 167159 |
𨳸 x28CF8 167160 |
𨳹 x28CF9 167161 |
𨳺 x28CFA 167162 |
𨳻 x28CFB 167163 |
𨳼 x28CFC 167164 |
𨳽 x28CFD 167165 |
𨳾 x28CFE 167166 |
𨳿 x28CFF 167167 |
© 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