Unicode Range x20800 to x208FF ( 133120 to 133375 )
𠠀 x20800 133120 |
𠠁 x20801 133121 |
𠠂 x20802 133122 |
𠠃 x20803 133123 |
𠠄 x20804 133124 |
𠠅 x20805 133125 |
𠠆 x20806 133126 |
𠠇 x20807 133127 |
𠠈 x20808 133128 |
𠠉 x20809 133129 |
𠠊 x2080A 133130 |
𠠋 x2080B 133131 |
𠠌 x2080C 133132 |
𠠍 x2080D 133133 |
𠠎 x2080E 133134 |
𠠏 x2080F 133135 |
𠠐 x20810 133136 |
𠠑 x20811 133137 |
𠠒 x20812 133138 |
𠠓 x20813 133139 |
𠠔 x20814 133140 |
𠠕 x20815 133141 |
𠠖 x20816 133142 |
𠠗 x20817 133143 |
𠠘 x20818 133144 |
𠠙 x20819 133145 |
𠠚 x2081A 133146 |
𠠛 x2081B 133147 |
𠠜 x2081C 133148 |
𠠝 x2081D 133149 |
𠠞 x2081E 133150 |
𠠟 x2081F 133151 |
𠠠 x20820 133152 |
𠠡 x20821 133153 |
𠠢 x20822 133154 |
𠠣 x20823 133155 |
𠠤 x20824 133156 |
𠠥 x20825 133157 |
𠠦 x20826 133158 |
𠠧 x20827 133159 |
𠠨 x20828 133160 |
𠠩 x20829 133161 |
𠠪 x2082A 133162 |
𠠫 x2082B 133163 |
𠠬 x2082C 133164 |
𠠭 x2082D 133165 |
𠠮 x2082E 133166 |
𠠯 x2082F 133167 |
𠠰 x20830 133168 |
𠠱 x20831 133169 |
𠠲 x20832 133170 |
𠠳 x20833 133171 |
𠠴 x20834 133172 |
𠠵 x20835 133173 |
𠠶 x20836 133174 |
𠠷 x20837 133175 |
𠠸 x20838 133176 |
𠠹 x20839 133177 |
𠠺 x2083A 133178 |
𠠻 x2083B 133179 |
𠠼 x2083C 133180 |
𠠽 x2083D 133181 |
𠠾 x2083E 133182 |
𠠿 x2083F 133183 |
𠡀 x20840 133184 |
𠡁 x20841 133185 |
𠡂 x20842 133186 |
𠡃 x20843 133187 |
𠡄 x20844 133188 |
𠡅 x20845 133189 |
𠡆 x20846 133190 |
𠡇 x20847 133191 |
𠡈 x20848 133192 |
𠡉 x20849 133193 |
𠡊 x2084A 133194 |
𠡋 x2084B 133195 |
𠡌 x2084C 133196 |
𠡍 x2084D 133197 |
𠡎 x2084E 133198 |
𠡏 x2084F 133199 |
𠡐 x20850 133200 |
𠡑 x20851 133201 |
𠡒 x20852 133202 |
𠡓 x20853 133203 |
𠡔 x20854 133204 |
𠡕 x20855 133205 |
𠡖 x20856 133206 |
𠡗 x20857 133207 |
𠡘 x20858 133208 |
𠡙 x20859 133209 |
𠡚 x2085A 133210 |
𠡛 x2085B 133211 |
𠡜 x2085C 133212 |
𠡝 x2085D 133213 |
𠡞 x2085E 133214 |
𠡟 x2085F 133215 |
𠡠 x20860 133216 |
𠡡 x20861 133217 |
𠡢 x20862 133218 |
𠡣 x20863 133219 |
𠡤 x20864 133220 |
𠡥 x20865 133221 |
𠡦 x20866 133222 |
𠡧 x20867 133223 |
𠡨 x20868 133224 |
𠡩 x20869 133225 |
𠡪 x2086A 133226 |
𠡫 x2086B 133227 |
𠡬 x2086C 133228 |
𠡭 x2086D 133229 |
𠡮 x2086E 133230 |
𠡯 x2086F 133231 |
𠡰 x20870 133232 |
𠡱 x20871 133233 |
𠡲 x20872 133234 |
𠡳 x20873 133235 |
𠡴 x20874 133236 |
𠡵 x20875 133237 |
𠡶 x20876 133238 |
𠡷 x20877 133239 |
𠡸 x20878 133240 |
𠡹 x20879 133241 |
𠡺 x2087A 133242 |
𠡻 x2087B 133243 |
𠡼 x2087C 133244 |
𠡽 x2087D 133245 |
𠡾 x2087E 133246 |
𠡿 x2087F 133247 |
𠢀 x20880 133248 |
𠢁 x20881 133249 |
𠢂 x20882 133250 |
𠢃 x20883 133251 |
𠢄 x20884 133252 |
𠢅 x20885 133253 |
𠢆 x20886 133254 |
𠢇 x20887 133255 |
𠢈 x20888 133256 |
𠢉 x20889 133257 |
𠢊 x2088A 133258 |
𠢋 x2088B 133259 |
𠢌 x2088C 133260 |
𠢍 x2088D 133261 |
𠢎 x2088E 133262 |
𠢏 x2088F 133263 |
𠢐 x20890 133264 |
𠢑 x20891 133265 |
𠢒 x20892 133266 |
𠢓 x20893 133267 |
𠢔 x20894 133268 |
𠢕 x20895 133269 |
𠢖 x20896 133270 |
𠢗 x20897 133271 |
𠢘 x20898 133272 |
𠢙 x20899 133273 |
𠢚 x2089A 133274 |
𠢛 x2089B 133275 |
𠢜 x2089C 133276 |
𠢝 x2089D 133277 |
𠢞 x2089E 133278 |
𠢟 x2089F 133279 |
𠢠 x208A0 133280 |
𠢡 x208A1 133281 |
𠢢 x208A2 133282 |
𠢣 x208A3 133283 |
𠢤 x208A4 133284 |
𠢥 x208A5 133285 |
𠢦 x208A6 133286 |
𠢧 x208A7 133287 |
𠢨 x208A8 133288 |
𠢩 x208A9 133289 |
𠢪 x208AA 133290 |
𠢫 x208AB 133291 |
𠢬 x208AC 133292 |
𠢭 x208AD 133293 |
𠢮 x208AE 133294 |
𠢯 x208AF 133295 |
𠢰 x208B0 133296 |
𠢱 x208B1 133297 |
𠢲 x208B2 133298 |
𠢳 x208B3 133299 |
𠢴 x208B4 133300 |
𠢵 x208B5 133301 |
𠢶 x208B6 133302 |
𠢷 x208B7 133303 |
𠢸 x208B8 133304 |
𠢹 x208B9 133305 |
𠢺 x208BA 133306 |
𠢻 x208BB 133307 |
𠢼 x208BC 133308 |
𠢽 x208BD 133309 |
𠢾 x208BE 133310 |
𠢿 x208BF 133311 |
𠣀 x208C0 133312 |
𠣁 x208C1 133313 |
𠣂 x208C2 133314 |
𠣃 x208C3 133315 |
𠣄 x208C4 133316 |
𠣅 x208C5 133317 |
𠣆 x208C6 133318 |
𠣇 x208C7 133319 |
𠣈 x208C8 133320 |
𠣉 x208C9 133321 |
𠣊 x208CA 133322 |
𠣋 x208CB 133323 |
𠣌 x208CC 133324 |
𠣍 x208CD 133325 |
𠣎 x208CE 133326 |
𠣏 x208CF 133327 |
𠣐 x208D0 133328 |
𠣑 x208D1 133329 |
𠣒 x208D2 133330 |
𠣓 x208D3 133331 |
𠣔 x208D4 133332 |
𠣕 x208D5 133333 |
𠣖 x208D6 133334 |
𠣗 x208D7 133335 |
𠣘 x208D8 133336 |
𠣙 x208D9 133337 |
𠣚 x208DA 133338 |
𠣛 x208DB 133339 |
𠣜 x208DC 133340 |
𠣝 x208DD 133341 |
𠣞 x208DE 133342 |
𠣟 x208DF 133343 |
𠣠 x208E0 133344 |
𠣡 x208E1 133345 |
𠣢 x208E2 133346 |
𠣣 x208E3 133347 |
𠣤 x208E4 133348 |
𠣥 x208E5 133349 |
𠣦 x208E6 133350 |
𠣧 x208E7 133351 |
𠣨 x208E8 133352 |
𠣩 x208E9 133353 |
𠣪 x208EA 133354 |
𠣫 x208EB 133355 |
𠣬 x208EC 133356 |
𠣭 x208ED 133357 |
𠣮 x208EE 133358 |
𠣯 x208EF 133359 |
𠣰 x208F0 133360 |
𠣱 x208F1 133361 |
𠣲 x208F2 133362 |
𠣳 x208F3 133363 |
𠣴 x208F4 133364 |
𠣵 x208F5 133365 |
𠣶 x208F6 133366 |
𠣷 x208F7 133367 |
𠣸 x208F8 133368 |
𠣹 x208F9 133369 |
𠣺 x208FA 133370 |
𠣻 x208FB 133371 |
𠣼 x208FC 133372 |
𠣽 x208FD 133373 |
𠣾 x208FE 133374 |
𠣿 x208FF 133375 |
© 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