Unicode Range x28900 to x289FF ( 166144 to 166399 )
𨤀 x28900 166144 |
𨤁 x28901 166145 |
𨤂 x28902 166146 |
𨤃 x28903 166147 |
𨤄 x28904 166148 |
𨤅 x28905 166149 |
𨤆 x28906 166150 |
𨤇 x28907 166151 |
𨤈 x28908 166152 |
𨤉 x28909 166153 |
𨤊 x2890A 166154 |
𨤋 x2890B 166155 |
𨤌 x2890C 166156 |
𨤍 x2890D 166157 |
𨤎 x2890E 166158 |
𨤏 x2890F 166159 |
𨤐 x28910 166160 |
𨤑 x28911 166161 |
𨤒 x28912 166162 |
𨤓 x28913 166163 |
𨤔 x28914 166164 |
𨤕 x28915 166165 |
𨤖 x28916 166166 |
𨤗 x28917 166167 |
𨤘 x28918 166168 |
𨤙 x28919 166169 |
𨤚 x2891A 166170 |
𨤛 x2891B 166171 |
𨤜 x2891C 166172 |
𨤝 x2891D 166173 |
𨤞 x2891E 166174 |
𨤟 x2891F 166175 |
𨤠 x28920 166176 |
𨤡 x28921 166177 |
𨤢 x28922 166178 |
𨤣 x28923 166179 |
𨤤 x28924 166180 |
𨤥 x28925 166181 |
𨤦 x28926 166182 |
𨤧 x28927 166183 |
𨤨 x28928 166184 |
𨤩 x28929 166185 |
𨤪 x2892A 166186 |
𨤫 x2892B 166187 |
𨤬 x2892C 166188 |
𨤭 x2892D 166189 |
𨤮 x2892E 166190 |
𨤯 x2892F 166191 |
𨤰 x28930 166192 |
𨤱 x28931 166193 |
𨤲 x28932 166194 |
𨤳 x28933 166195 |
𨤴 x28934 166196 |
𨤵 x28935 166197 |
𨤶 x28936 166198 |
𨤷 x28937 166199 |
𨤸 x28938 166200 |
𨤹 x28939 166201 |
𨤺 x2893A 166202 |
𨤻 x2893B 166203 |
𨤼 x2893C 166204 |
𨤽 x2893D 166205 |
𨤾 x2893E 166206 |
𨤿 x2893F 166207 |
𨥀 x28940 166208 |
𨥁 x28941 166209 |
𨥂 x28942 166210 |
𨥃 x28943 166211 |
𨥄 x28944 166212 |
𨥅 x28945 166213 |
𨥆 x28946 166214 |
𨥇 x28947 166215 |
𨥈 x28948 166216 |
𨥉 x28949 166217 |
𨥊 x2894A 166218 |
𨥋 x2894B 166219 |
𨥌 x2894C 166220 |
𨥍 x2894D 166221 |
𨥎 x2894E 166222 |
𨥏 x2894F 166223 |
𨥐 x28950 166224 |
𨥑 x28951 166225 |
𨥒 x28952 166226 |
𨥓 x28953 166227 |
𨥔 x28954 166228 |
𨥕 x28955 166229 |
𨥖 x28956 166230 |
𨥗 x28957 166231 |
𨥘 x28958 166232 |
𨥙 x28959 166233 |
𨥚 x2895A 166234 |
𨥛 x2895B 166235 |
𨥜 x2895C 166236 |
𨥝 x2895D 166237 |
𨥞 x2895E 166238 |
𨥟 x2895F 166239 |
𨥠 x28960 166240 |
𨥡 x28961 166241 |
𨥢 x28962 166242 |
𨥣 x28963 166243 |
𨥤 x28964 166244 |
𨥥 x28965 166245 |
𨥦 x28966 166246 |
𨥧 x28967 166247 |
𨥨 x28968 166248 |
𨥩 x28969 166249 |
𨥪 x2896A 166250 |
𨥫 x2896B 166251 |
𨥬 x2896C 166252 |
𨥭 x2896D 166253 |
𨥮 x2896E 166254 |
𨥯 x2896F 166255 |
𨥰 x28970 166256 |
𨥱 x28971 166257 |
𨥲 x28972 166258 |
𨥳 x28973 166259 |
𨥴 x28974 166260 |
𨥵 x28975 166261 |
𨥶 x28976 166262 |
𨥷 x28977 166263 |
𨥸 x28978 166264 |
𨥹 x28979 166265 |
𨥺 x2897A 166266 |
𨥻 x2897B 166267 |
𨥼 x2897C 166268 |
𨥽 x2897D 166269 |
𨥾 x2897E 166270 |
𨥿 x2897F 166271 |
𨦀 x28980 166272 |
𨦁 x28981 166273 |
𨦂 x28982 166274 |
𨦃 x28983 166275 |
𨦄 x28984 166276 |
𨦅 x28985 166277 |
𨦆 x28986 166278 |
𨦇 x28987 166279 |
𨦈 x28988 166280 |
𨦉 x28989 166281 |
𨦊 x2898A 166282 |
𨦋 x2898B 166283 |
𨦌 x2898C 166284 |
𨦍 x2898D 166285 |
𨦎 x2898E 166286 |
𨦏 x2898F 166287 |
𨦐 x28990 166288 |
𨦑 x28991 166289 |
𨦒 x28992 166290 |
𨦓 x28993 166291 |
𨦔 x28994 166292 |
𨦕 x28995 166293 |
𨦖 x28996 166294 |
𨦗 x28997 166295 |
𨦘 x28998 166296 |
𨦙 x28999 166297 |
𨦚 x2899A 166298 |
𨦛 x2899B 166299 |
𨦜 x2899C 166300 |
𨦝 x2899D 166301 |
𨦞 x2899E 166302 |
𨦟 x2899F 166303 |
𨦠 x289A0 166304 |
𨦡 x289A1 166305 |
𨦢 x289A2 166306 |
𨦣 x289A3 166307 |
𨦤 x289A4 166308 |
𨦥 x289A5 166309 |
𨦦 x289A6 166310 |
𨦧 x289A7 166311 |
𨦨 x289A8 166312 |
𨦩 x289A9 166313 |
𨦪 x289AA 166314 |
𨦫 x289AB 166315 |
𨦬 x289AC 166316 |
𨦭 x289AD 166317 |
𨦮 x289AE 166318 |
𨦯 x289AF 166319 |
𨦰 x289B0 166320 |
𨦱 x289B1 166321 |
𨦲 x289B2 166322 |
𨦳 x289B3 166323 |
𨦴 x289B4 166324 |
𨦵 x289B5 166325 |
𨦶 x289B6 166326 |
𨦷 x289B7 166327 |
𨦸 x289B8 166328 |
𨦹 x289B9 166329 |
𨦺 x289BA 166330 |
𨦻 x289BB 166331 |
𨦼 x289BC 166332 |
𨦽 x289BD 166333 |
𨦾 x289BE 166334 |
𨦿 x289BF 166335 |
𨧀 x289C0 166336 |
𨧁 x289C1 166337 |
𨧂 x289C2 166338 |
𨧃 x289C3 166339 |
𨧄 x289C4 166340 |
𨧅 x289C5 166341 |
𨧆 x289C6 166342 |
𨧇 x289C7 166343 |
𨧈 x289C8 166344 |
𨧉 x289C9 166345 |
𨧊 x289CA 166346 |
𨧋 x289CB 166347 |
𨧌 x289CC 166348 |
𨧍 x289CD 166349 |
𨧎 x289CE 166350 |
𨧏 x289CF 166351 |
𨧐 x289D0 166352 |
𨧑 x289D1 166353 |
𨧒 x289D2 166354 |
𨧓 x289D3 166355 |
𨧔 x289D4 166356 |
𨧕 x289D5 166357 |
𨧖 x289D6 166358 |
𨧗 x289D7 166359 |
𨧘 x289D8 166360 |
𨧙 x289D9 166361 |
𨧚 x289DA 166362 |
𨧛 x289DB 166363 |
𨧜 x289DC 166364 |
𨧝 x289DD 166365 |
𨧞 x289DE 166366 |
𨧟 x289DF 166367 |
𨧠 x289E0 166368 |
𨧡 x289E1 166369 |
𨧢 x289E2 166370 |
𨧣 x289E3 166371 |
𨧤 x289E4 166372 |
𨧥 x289E5 166373 |
𨧦 x289E6 166374 |
𨧧 x289E7 166375 |
𨧨 x289E8 166376 |
𨧩 x289E9 166377 |
𨧪 x289EA 166378 |
𨧫 x289EB 166379 |
𨧬 x289EC 166380 |
𨧭 x289ED 166381 |
𨧮 x289EE 166382 |
𨧯 x289EF 166383 |
𨧰 x289F0 166384 |
𨧱 x289F1 166385 |
𨧲 x289F2 166386 |
𨧳 x289F3 166387 |
𨧴 x289F4 166388 |
𨧵 x289F5 166389 |
𨧶 x289F6 166390 |
𨧷 x289F7 166391 |
𨧸 x289F8 166392 |
𨧹 x289F9 166393 |
𨧺 x289FA 166394 |
𨧻 x289FB 166395 |
𨧼 x289FC 166396 |
𨧽 x289FD 166397 |
𨧾 x289FE 166398 |
𨧿 x289FF 166399 |
© 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