Unicode Range x21700 to x217FF ( 136960 to 137215 )
𡜀 x21700 136960 |
𡜁 x21701 136961 |
𡜂 x21702 136962 |
𡜃 x21703 136963 |
𡜄 x21704 136964 |
𡜅 x21705 136965 |
𡜆 x21706 136966 |
𡜇 x21707 136967 |
𡜈 x21708 136968 |
𡜉 x21709 136969 |
𡜊 x2170A 136970 |
𡜋 x2170B 136971 |
𡜌 x2170C 136972 |
𡜍 x2170D 136973 |
𡜎 x2170E 136974 |
𡜏 x2170F 136975 |
𡜐 x21710 136976 |
𡜑 x21711 136977 |
𡜒 x21712 136978 |
𡜓 x21713 136979 |
𡜔 x21714 136980 |
𡜕 x21715 136981 |
𡜖 x21716 136982 |
𡜗 x21717 136983 |
𡜘 x21718 136984 |
𡜙 x21719 136985 |
𡜚 x2171A 136986 |
𡜛 x2171B 136987 |
𡜜 x2171C 136988 |
𡜝 x2171D 136989 |
𡜞 x2171E 136990 |
𡜟 x2171F 136991 |
𡜠 x21720 136992 |
𡜡 x21721 136993 |
𡜢 x21722 136994 |
𡜣 x21723 136995 |
𡜤 x21724 136996 |
𡜥 x21725 136997 |
𡜦 x21726 136998 |
𡜧 x21727 136999 |
𡜨 x21728 137000 |
𡜩 x21729 137001 |
𡜪 x2172A 137002 |
𡜫 x2172B 137003 |
𡜬 x2172C 137004 |
𡜭 x2172D 137005 |
𡜮 x2172E 137006 |
𡜯 x2172F 137007 |
𡜰 x21730 137008 |
𡜱 x21731 137009 |
𡜲 x21732 137010 |
𡜳 x21733 137011 |
𡜴 x21734 137012 |
𡜵 x21735 137013 |
𡜶 x21736 137014 |
𡜷 x21737 137015 |
𡜸 x21738 137016 |
𡜹 x21739 137017 |
𡜺 x2173A 137018 |
𡜻 x2173B 137019 |
𡜼 x2173C 137020 |
𡜽 x2173D 137021 |
𡜾 x2173E 137022 |
𡜿 x2173F 137023 |
𡝀 x21740 137024 |
𡝁 x21741 137025 |
𡝂 x21742 137026 |
𡝃 x21743 137027 |
𡝄 x21744 137028 |
𡝅 x21745 137029 |
𡝆 x21746 137030 |
𡝇 x21747 137031 |
𡝈 x21748 137032 |
𡝉 x21749 137033 |
𡝊 x2174A 137034 |
𡝋 x2174B 137035 |
𡝌 x2174C 137036 |
𡝍 x2174D 137037 |
𡝎 x2174E 137038 |
𡝏 x2174F 137039 |
𡝐 x21750 137040 |
𡝑 x21751 137041 |
𡝒 x21752 137042 |
𡝓 x21753 137043 |
𡝔 x21754 137044 |
𡝕 x21755 137045 |
𡝖 x21756 137046 |
𡝗 x21757 137047 |
𡝘 x21758 137048 |
𡝙 x21759 137049 |
𡝚 x2175A 137050 |
𡝛 x2175B 137051 |
𡝜 x2175C 137052 |
𡝝 x2175D 137053 |
𡝞 x2175E 137054 |
𡝟 x2175F 137055 |
𡝠 x21760 137056 |
𡝡 x21761 137057 |
𡝢 x21762 137058 |
𡝣 x21763 137059 |
𡝤 x21764 137060 |
𡝥 x21765 137061 |
𡝦 x21766 137062 |
𡝧 x21767 137063 |
𡝨 x21768 137064 |
𡝩 x21769 137065 |
𡝪 x2176A 137066 |
𡝫 x2176B 137067 |
𡝬 x2176C 137068 |
𡝭 x2176D 137069 |
𡝮 x2176E 137070 |
𡝯 x2176F 137071 |
𡝰 x21770 137072 |
𡝱 x21771 137073 |
𡝲 x21772 137074 |
𡝳 x21773 137075 |
𡝴 x21774 137076 |
𡝵 x21775 137077 |
𡝶 x21776 137078 |
𡝷 x21777 137079 |
𡝸 x21778 137080 |
𡝹 x21779 137081 |
𡝺 x2177A 137082 |
𡝻 x2177B 137083 |
𡝼 x2177C 137084 |
𡝽 x2177D 137085 |
𡝾 x2177E 137086 |
𡝿 x2177F 137087 |
𡞀 x21780 137088 |
𡞁 x21781 137089 |
𡞂 x21782 137090 |
𡞃 x21783 137091 |
𡞄 x21784 137092 |
𡞅 x21785 137093 |
𡞆 x21786 137094 |
𡞇 x21787 137095 |
𡞈 x21788 137096 |
𡞉 x21789 137097 |
𡞊 x2178A 137098 |
𡞋 x2178B 137099 |
𡞌 x2178C 137100 |
𡞍 x2178D 137101 |
𡞎 x2178E 137102 |
𡞏 x2178F 137103 |
𡞐 x21790 137104 |
𡞑 x21791 137105 |
𡞒 x21792 137106 |
𡞓 x21793 137107 |
𡞔 x21794 137108 |
𡞕 x21795 137109 |
𡞖 x21796 137110 |
𡞗 x21797 137111 |
𡞘 x21798 137112 |
𡞙 x21799 137113 |
𡞚 x2179A 137114 |
𡞛 x2179B 137115 |
𡞜 x2179C 137116 |
𡞝 x2179D 137117 |
𡞞 x2179E 137118 |
𡞟 x2179F 137119 |
𡞠 x217A0 137120 |
𡞡 x217A1 137121 |
𡞢 x217A2 137122 |
𡞣 x217A3 137123 |
𡞤 x217A4 137124 |
𡞥 x217A5 137125 |
𡞦 x217A6 137126 |
𡞧 x217A7 137127 |
𡞨 x217A8 137128 |
𡞩 x217A9 137129 |
𡞪 x217AA 137130 |
𡞫 x217AB 137131 |
𡞬 x217AC 137132 |
𡞭 x217AD 137133 |
𡞮 x217AE 137134 |
𡞯 x217AF 137135 |
𡞰 x217B0 137136 |
𡞱 x217B1 137137 |
𡞲 x217B2 137138 |
𡞳 x217B3 137139 |
𡞴 x217B4 137140 |
𡞵 x217B5 137141 |
𡞶 x217B6 137142 |
𡞷 x217B7 137143 |
𡞸 x217B8 137144 |
𡞹 x217B9 137145 |
𡞺 x217BA 137146 |
𡞻 x217BB 137147 |
𡞼 x217BC 137148 |
𡞽 x217BD 137149 |
𡞾 x217BE 137150 |
𡞿 x217BF 137151 |
𡟀 x217C0 137152 |
𡟁 x217C1 137153 |
𡟂 x217C2 137154 |
𡟃 x217C3 137155 |
𡟄 x217C4 137156 |
𡟅 x217C5 137157 |
𡟆 x217C6 137158 |
𡟇 x217C7 137159 |
𡟈 x217C8 137160 |
𡟉 x217C9 137161 |
𡟊 x217CA 137162 |
𡟋 x217CB 137163 |
𡟌 x217CC 137164 |
𡟍 x217CD 137165 |
𡟎 x217CE 137166 |
𡟏 x217CF 137167 |
𡟐 x217D0 137168 |
𡟑 x217D1 137169 |
𡟒 x217D2 137170 |
𡟓 x217D3 137171 |
𡟔 x217D4 137172 |
𡟕 x217D5 137173 |
𡟖 x217D6 137174 |
𡟗 x217D7 137175 |
𡟘 x217D8 137176 |
𡟙 x217D9 137177 |
𡟚 x217DA 137178 |
𡟛 x217DB 137179 |
𡟜 x217DC 137180 |
𡟝 x217DD 137181 |
𡟞 x217DE 137182 |
𡟟 x217DF 137183 |
𡟠 x217E0 137184 |
𡟡 x217E1 137185 |
𡟢 x217E2 137186 |
𡟣 x217E3 137187 |
𡟤 x217E4 137188 |
𡟥 x217E5 137189 |
𡟦 x217E6 137190 |
𡟧 x217E7 137191 |
𡟨 x217E8 137192 |
𡟩 x217E9 137193 |
𡟪 x217EA 137194 |
𡟫 x217EB 137195 |
𡟬 x217EC 137196 |
𡟭 x217ED 137197 |
𡟮 x217EE 137198 |
𡟯 x217EF 137199 |
𡟰 x217F0 137200 |
𡟱 x217F1 137201 |
𡟲 x217F2 137202 |
𡟳 x217F3 137203 |
𡟴 x217F4 137204 |
𡟵 x217F5 137205 |
𡟶 x217F6 137206 |
𡟷 x217F7 137207 |
𡟸 x217F8 137208 |
𡟹 x217F9 137209 |
𡟺 x217FA 137210 |
𡟻 x217FB 137211 |
𡟼 x217FC 137212 |
𡟽 x217FD 137213 |
𡟾 x217FE 137214 |
𡟿 x217FF 137215 |
© 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