Unicode Range x21200 to x212FF ( 135680 to 135935 )
𡈀 x21200 135680 |
𡈁 x21201 135681 |
𡈂 x21202 135682 |
𡈃 x21203 135683 |
𡈄 x21204 135684 |
𡈅 x21205 135685 |
𡈆 x21206 135686 |
𡈇 x21207 135687 |
𡈈 x21208 135688 |
𡈉 x21209 135689 |
𡈊 x2120A 135690 |
𡈋 x2120B 135691 |
𡈌 x2120C 135692 |
𡈍 x2120D 135693 |
𡈎 x2120E 135694 |
𡈏 x2120F 135695 |
𡈐 x21210 135696 |
𡈑 x21211 135697 |
𡈒 x21212 135698 |
𡈓 x21213 135699 |
𡈔 x21214 135700 |
𡈕 x21215 135701 |
𡈖 x21216 135702 |
𡈗 x21217 135703 |
𡈘 x21218 135704 |
𡈙 x21219 135705 |
𡈚 x2121A 135706 |
𡈛 x2121B 135707 |
𡈜 x2121C 135708 |
𡈝 x2121D 135709 |
𡈞 x2121E 135710 |
𡈟 x2121F 135711 |
𡈠 x21220 135712 |
𡈡 x21221 135713 |
𡈢 x21222 135714 |
𡈣 x21223 135715 |
𡈤 x21224 135716 |
𡈥 x21225 135717 |
𡈦 x21226 135718 |
𡈧 x21227 135719 |
𡈨 x21228 135720 |
𡈩 x21229 135721 |
𡈪 x2122A 135722 |
𡈫 x2122B 135723 |
𡈬 x2122C 135724 |
𡈭 x2122D 135725 |
𡈮 x2122E 135726 |
𡈯 x2122F 135727 |
𡈰 x21230 135728 |
𡈱 x21231 135729 |
𡈲 x21232 135730 |
𡈳 x21233 135731 |
𡈴 x21234 135732 |
𡈵 x21235 135733 |
𡈶 x21236 135734 |
𡈷 x21237 135735 |
𡈸 x21238 135736 |
𡈹 x21239 135737 |
𡈺 x2123A 135738 |
𡈻 x2123B 135739 |
𡈼 x2123C 135740 |
𡈽 x2123D 135741 |
𡈾 x2123E 135742 |
𡈿 x2123F 135743 |
𡉀 x21240 135744 |
𡉁 x21241 135745 |
𡉂 x21242 135746 |
𡉃 x21243 135747 |
𡉄 x21244 135748 |
𡉅 x21245 135749 |
𡉆 x21246 135750 |
𡉇 x21247 135751 |
𡉈 x21248 135752 |
𡉉 x21249 135753 |
𡉊 x2124A 135754 |
𡉋 x2124B 135755 |
𡉌 x2124C 135756 |
𡉍 x2124D 135757 |
𡉎 x2124E 135758 |
𡉏 x2124F 135759 |
𡉐 x21250 135760 |
𡉑 x21251 135761 |
𡉒 x21252 135762 |
𡉓 x21253 135763 |
𡉔 x21254 135764 |
𡉕 x21255 135765 |
𡉖 x21256 135766 |
𡉗 x21257 135767 |
𡉘 x21258 135768 |
𡉙 x21259 135769 |
𡉚 x2125A 135770 |
𡉛 x2125B 135771 |
𡉜 x2125C 135772 |
𡉝 x2125D 135773 |
𡉞 x2125E 135774 |
𡉟 x2125F 135775 |
𡉠 x21260 135776 |
𡉡 x21261 135777 |
𡉢 x21262 135778 |
𡉣 x21263 135779 |
𡉤 x21264 135780 |
𡉥 x21265 135781 |
𡉦 x21266 135782 |
𡉧 x21267 135783 |
𡉨 x21268 135784 |
𡉩 x21269 135785 |
𡉪 x2126A 135786 |
𡉫 x2126B 135787 |
𡉬 x2126C 135788 |
𡉭 x2126D 135789 |
𡉮 x2126E 135790 |
𡉯 x2126F 135791 |
𡉰 x21270 135792 |
𡉱 x21271 135793 |
𡉲 x21272 135794 |
𡉳 x21273 135795 |
𡉴 x21274 135796 |
𡉵 x21275 135797 |
𡉶 x21276 135798 |
𡉷 x21277 135799 |
𡉸 x21278 135800 |
𡉹 x21279 135801 |
𡉺 x2127A 135802 |
𡉻 x2127B 135803 |
𡉼 x2127C 135804 |
𡉽 x2127D 135805 |
𡉾 x2127E 135806 |
𡉿 x2127F 135807 |
𡊀 x21280 135808 |
𡊁 x21281 135809 |
𡊂 x21282 135810 |
𡊃 x21283 135811 |
𡊄 x21284 135812 |
𡊅 x21285 135813 |
𡊆 x21286 135814 |
𡊇 x21287 135815 |
𡊈 x21288 135816 |
𡊉 x21289 135817 |
𡊊 x2128A 135818 |
𡊋 x2128B 135819 |
𡊌 x2128C 135820 |
𡊍 x2128D 135821 |
𡊎 x2128E 135822 |
𡊏 x2128F 135823 |
𡊐 x21290 135824 |
𡊑 x21291 135825 |
𡊒 x21292 135826 |
𡊓 x21293 135827 |
𡊔 x21294 135828 |
𡊕 x21295 135829 |
𡊖 x21296 135830 |
𡊗 x21297 135831 |
𡊘 x21298 135832 |
𡊙 x21299 135833 |
𡊚 x2129A 135834 |
𡊛 x2129B 135835 |
𡊜 x2129C 135836 |
𡊝 x2129D 135837 |
𡊞 x2129E 135838 |
𡊟 x2129F 135839 |
𡊠 x212A0 135840 |
𡊡 x212A1 135841 |
𡊢 x212A2 135842 |
𡊣 x212A3 135843 |
𡊤 x212A4 135844 |
𡊥 x212A5 135845 |
𡊦 x212A6 135846 |
𡊧 x212A7 135847 |
𡊨 x212A8 135848 |
𡊩 x212A9 135849 |
𡊪 x212AA 135850 |
𡊫 x212AB 135851 |
𡊬 x212AC 135852 |
𡊭 x212AD 135853 |
𡊮 x212AE 135854 |
𡊯 x212AF 135855 |
𡊰 x212B0 135856 |
𡊱 x212B1 135857 |
𡊲 x212B2 135858 |
𡊳 x212B3 135859 |
𡊴 x212B4 135860 |
𡊵 x212B5 135861 |
𡊶 x212B6 135862 |
𡊷 x212B7 135863 |
𡊸 x212B8 135864 |
𡊹 x212B9 135865 |
𡊺 x212BA 135866 |
𡊻 x212BB 135867 |
𡊼 x212BC 135868 |
𡊽 x212BD 135869 |
𡊾 x212BE 135870 |
𡊿 x212BF 135871 |
𡋀 x212C0 135872 |
𡋁 x212C1 135873 |
𡋂 x212C2 135874 |
𡋃 x212C3 135875 |
𡋄 x212C4 135876 |
𡋅 x212C5 135877 |
𡋆 x212C6 135878 |
𡋇 x212C7 135879 |
𡋈 x212C8 135880 |
𡋉 x212C9 135881 |
𡋊 x212CA 135882 |
𡋋 x212CB 135883 |
𡋌 x212CC 135884 |
𡋍 x212CD 135885 |
𡋎 x212CE 135886 |
𡋏 x212CF 135887 |
𡋐 x212D0 135888 |
𡋑 x212D1 135889 |
𡋒 x212D2 135890 |
𡋓 x212D3 135891 |
𡋔 x212D4 135892 |
𡋕 x212D5 135893 |
𡋖 x212D6 135894 |
𡋗 x212D7 135895 |
𡋘 x212D8 135896 |
𡋙 x212D9 135897 |
𡋚 x212DA 135898 |
𡋛 x212DB 135899 |
𡋜 x212DC 135900 |
𡋝 x212DD 135901 |
𡋞 x212DE 135902 |
𡋟 x212DF 135903 |
𡋠 x212E0 135904 |
𡋡 x212E1 135905 |
𡋢 x212E2 135906 |
𡋣 x212E3 135907 |
𡋤 x212E4 135908 |
𡋥 x212E5 135909 |
𡋦 x212E6 135910 |
𡋧 x212E7 135911 |
𡋨 x212E8 135912 |
𡋩 x212E9 135913 |
𡋪 x212EA 135914 |
𡋫 x212EB 135915 |
𡋬 x212EC 135916 |
𡋭 x212ED 135917 |
𡋮 x212EE 135918 |
𡋯 x212EF 135919 |
𡋰 x212F0 135920 |
𡋱 x212F1 135921 |
𡋲 x212F2 135922 |
𡋳 x212F3 135923 |
𡋴 x212F4 135924 |
𡋵 x212F5 135925 |
𡋶 x212F6 135926 |
𡋷 x212F7 135927 |
𡋸 x212F8 135928 |
𡋹 x212F9 135929 |
𡋺 x212FA 135930 |
𡋻 x212FB 135931 |
𡋼 x212FC 135932 |
𡋽 x212FD 135933 |
𡋾 x212FE 135934 |
𡋿 x212FF 135935 |
© 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