Unicode Range x26900 to x269FF ( 157952 to 158207 )
𦤀 x26900 157952 |
𦤁 x26901 157953 |
𦤂 x26902 157954 |
𦤃 x26903 157955 |
𦤄 x26904 157956 |
𦤅 x26905 157957 |
𦤆 x26906 157958 |
𦤇 x26907 157959 |
𦤈 x26908 157960 |
𦤉 x26909 157961 |
𦤊 x2690A 157962 |
𦤋 x2690B 157963 |
𦤌 x2690C 157964 |
𦤍 x2690D 157965 |
𦤎 x2690E 157966 |
𦤏 x2690F 157967 |
𦤐 x26910 157968 |
𦤑 x26911 157969 |
𦤒 x26912 157970 |
𦤓 x26913 157971 |
𦤔 x26914 157972 |
𦤕 x26915 157973 |
𦤖 x26916 157974 |
𦤗 x26917 157975 |
𦤘 x26918 157976 |
𦤙 x26919 157977 |
𦤚 x2691A 157978 |
𦤛 x2691B 157979 |
𦤜 x2691C 157980 |
𦤝 x2691D 157981 |
𦤞 x2691E 157982 |
𦤟 x2691F 157983 |
𦤠 x26920 157984 |
𦤡 x26921 157985 |
𦤢 x26922 157986 |
𦤣 x26923 157987 |
𦤤 x26924 157988 |
𦤥 x26925 157989 |
𦤦 x26926 157990 |
𦤧 x26927 157991 |
𦤨 x26928 157992 |
𦤩 x26929 157993 |
𦤪 x2692A 157994 |
𦤫 x2692B 157995 |
𦤬 x2692C 157996 |
𦤭 x2692D 157997 |
𦤮 x2692E 157998 |
𦤯 x2692F 157999 |
𦤰 x26930 158000 |
𦤱 x26931 158001 |
𦤲 x26932 158002 |
𦤳 x26933 158003 |
𦤴 x26934 158004 |
𦤵 x26935 158005 |
𦤶 x26936 158006 |
𦤷 x26937 158007 |
𦤸 x26938 158008 |
𦤹 x26939 158009 |
𦤺 x2693A 158010 |
𦤻 x2693B 158011 |
𦤼 x2693C 158012 |
𦤽 x2693D 158013 |
𦤾 x2693E 158014 |
𦤿 x2693F 158015 |
𦥀 x26940 158016 |
𦥁 x26941 158017 |
𦥂 x26942 158018 |
𦥃 x26943 158019 |
𦥄 x26944 158020 |
𦥅 x26945 158021 |
𦥆 x26946 158022 |
𦥇 x26947 158023 |
𦥈 x26948 158024 |
𦥉 x26949 158025 |
𦥊 x2694A 158026 |
𦥋 x2694B 158027 |
𦥌 x2694C 158028 |
𦥍 x2694D 158029 |
𦥎 x2694E 158030 |
𦥏 x2694F 158031 |
𦥐 x26950 158032 |
𦥑 x26951 158033 |
𦥒 x26952 158034 |
𦥓 x26953 158035 |
𦥔 x26954 158036 |
𦥕 x26955 158037 |
𦥖 x26956 158038 |
𦥗 x26957 158039 |
𦥘 x26958 158040 |
𦥙 x26959 158041 |
𦥚 x2695A 158042 |
𦥛 x2695B 158043 |
𦥜 x2695C 158044 |
𦥝 x2695D 158045 |
𦥞 x2695E 158046 |
𦥟 x2695F 158047 |
𦥠 x26960 158048 |
𦥡 x26961 158049 |
𦥢 x26962 158050 |
𦥣 x26963 158051 |
𦥤 x26964 158052 |
𦥥 x26965 158053 |
𦥦 x26966 158054 |
𦥧 x26967 158055 |
𦥨 x26968 158056 |
𦥩 x26969 158057 |
𦥪 x2696A 158058 |
𦥫 x2696B 158059 |
𦥬 x2696C 158060 |
𦥭 x2696D 158061 |
𦥮 x2696E 158062 |
𦥯 x2696F 158063 |
𦥰 x26970 158064 |
𦥱 x26971 158065 |
𦥲 x26972 158066 |
𦥳 x26973 158067 |
𦥴 x26974 158068 |
𦥵 x26975 158069 |
𦥶 x26976 158070 |
𦥷 x26977 158071 |
𦥸 x26978 158072 |
𦥹 x26979 158073 |
𦥺 x2697A 158074 |
𦥻 x2697B 158075 |
𦥼 x2697C 158076 |
𦥽 x2697D 158077 |
𦥾 x2697E 158078 |
𦥿 x2697F 158079 |
𦦀 x26980 158080 |
𦦁 x26981 158081 |
𦦂 x26982 158082 |
𦦃 x26983 158083 |
𦦄 x26984 158084 |
𦦅 x26985 158085 |
𦦆 x26986 158086 |
𦦇 x26987 158087 |
𦦈 x26988 158088 |
𦦉 x26989 158089 |
𦦊 x2698A 158090 |
𦦋 x2698B 158091 |
𦦌 x2698C 158092 |
𦦍 x2698D 158093 |
𦦎 x2698E 158094 |
𦦏 x2698F 158095 |
𦦐 x26990 158096 |
𦦑 x26991 158097 |
𦦒 x26992 158098 |
𦦓 x26993 158099 |
𦦔 x26994 158100 |
𦦕 x26995 158101 |
𦦖 x26996 158102 |
𦦗 x26997 158103 |
𦦘 x26998 158104 |
𦦙 x26999 158105 |
𦦚 x2699A 158106 |
𦦛 x2699B 158107 |
𦦜 x2699C 158108 |
𦦝 x2699D 158109 |
𦦞 x2699E 158110 |
𦦟 x2699F 158111 |
𦦠 x269A0 158112 |
𦦡 x269A1 158113 |
𦦢 x269A2 158114 |
𦦣 x269A3 158115 |
𦦤 x269A4 158116 |
𦦥 x269A5 158117 |
𦦦 x269A6 158118 |
𦦧 x269A7 158119 |
𦦨 x269A8 158120 |
𦦩 x269A9 158121 |
𦦪 x269AA 158122 |
𦦫 x269AB 158123 |
𦦬 x269AC 158124 |
𦦭 x269AD 158125 |
𦦮 x269AE 158126 |
𦦯 x269AF 158127 |
𦦰 x269B0 158128 |
𦦱 x269B1 158129 |
𦦲 x269B2 158130 |
𦦳 x269B3 158131 |
𦦴 x269B4 158132 |
𦦵 x269B5 158133 |
𦦶 x269B6 158134 |
𦦷 x269B7 158135 |
𦦸 x269B8 158136 |
𦦹 x269B9 158137 |
𦦺 x269BA 158138 |
𦦻 x269BB 158139 |
𦦼 x269BC 158140 |
𦦽 x269BD 158141 |
𦦾 x269BE 158142 |
𦦿 x269BF 158143 |
𦧀 x269C0 158144 |
𦧁 x269C1 158145 |
𦧂 x269C2 158146 |
𦧃 x269C3 158147 |
𦧄 x269C4 158148 |
𦧅 x269C5 158149 |
𦧆 x269C6 158150 |
𦧇 x269C7 158151 |
𦧈 x269C8 158152 |
𦧉 x269C9 158153 |
𦧊 x269CA 158154 |
𦧋 x269CB 158155 |
𦧌 x269CC 158156 |
𦧍 x269CD 158157 |
𦧎 x269CE 158158 |
𦧏 x269CF 158159 |
𦧐 x269D0 158160 |
𦧑 x269D1 158161 |
𦧒 x269D2 158162 |
𦧓 x269D3 158163 |
𦧔 x269D4 158164 |
𦧕 x269D5 158165 |
𦧖 x269D6 158166 |
𦧗 x269D7 158167 |
𦧘 x269D8 158168 |
𦧙 x269D9 158169 |
𦧚 x269DA 158170 |
𦧛 x269DB 158171 |
𦧜 x269DC 158172 |
𦧝 x269DD 158173 |
𦧞 x269DE 158174 |
𦧟 x269DF 158175 |
𦧠 x269E0 158176 |
𦧡 x269E1 158177 |
𦧢 x269E2 158178 |
𦧣 x269E3 158179 |
𦧤 x269E4 158180 |
𦧥 x269E5 158181 |
𦧦 x269E6 158182 |
𦧧 x269E7 158183 |
𦧨 x269E8 158184 |
𦧩 x269E9 158185 |
𦧪 x269EA 158186 |
𦧫 x269EB 158187 |
𦧬 x269EC 158188 |
𦧭 x269ED 158189 |
𦧮 x269EE 158190 |
𦧯 x269EF 158191 |
𦧰 x269F0 158192 |
𦧱 x269F1 158193 |
𦧲 x269F2 158194 |
𦧳 x269F3 158195 |
𦧴 x269F4 158196 |
𦧵 x269F5 158197 |
𦧶 x269F6 158198 |
𦧷 x269F7 158199 |
𦧸 x269F8 158200 |
𦧹 x269F9 158201 |
𦧺 x269FA 158202 |
𦧻 x269FB 158203 |
𦧼 x269FC 158204 |
𦧽 x269FD 158205 |
𦧾 x269FE 158206 |
𦧿 x269FF 158207 |
© 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