Unicode Range x28500 to x285FF ( 165120 to 165375 )
𨔀 x28500 165120 |
𨔁 x28501 165121 |
𨔂 x28502 165122 |
𨔃 x28503 165123 |
𨔄 x28504 165124 |
𨔅 x28505 165125 |
𨔆 x28506 165126 |
𨔇 x28507 165127 |
𨔈 x28508 165128 |
𨔉 x28509 165129 |
𨔊 x2850A 165130 |
𨔋 x2850B 165131 |
𨔌 x2850C 165132 |
𨔍 x2850D 165133 |
𨔎 x2850E 165134 |
𨔏 x2850F 165135 |
𨔐 x28510 165136 |
𨔑 x28511 165137 |
𨔒 x28512 165138 |
𨔓 x28513 165139 |
𨔔 x28514 165140 |
𨔕 x28515 165141 |
𨔖 x28516 165142 |
𨔗 x28517 165143 |
𨔘 x28518 165144 |
𨔙 x28519 165145 |
𨔚 x2851A 165146 |
𨔛 x2851B 165147 |
𨔜 x2851C 165148 |
𨔝 x2851D 165149 |
𨔞 x2851E 165150 |
𨔟 x2851F 165151 |
𨔠 x28520 165152 |
𨔡 x28521 165153 |
𨔢 x28522 165154 |
𨔣 x28523 165155 |
𨔤 x28524 165156 |
𨔥 x28525 165157 |
𨔦 x28526 165158 |
𨔧 x28527 165159 |
𨔨 x28528 165160 |
𨔩 x28529 165161 |
𨔪 x2852A 165162 |
𨔫 x2852B 165163 |
𨔬 x2852C 165164 |
𨔭 x2852D 165165 |
𨔮 x2852E 165166 |
𨔯 x2852F 165167 |
𨔰 x28530 165168 |
𨔱 x28531 165169 |
𨔲 x28532 165170 |
𨔳 x28533 165171 |
𨔴 x28534 165172 |
𨔵 x28535 165173 |
𨔶 x28536 165174 |
𨔷 x28537 165175 |
𨔸 x28538 165176 |
𨔹 x28539 165177 |
𨔺 x2853A 165178 |
𨔻 x2853B 165179 |
𨔼 x2853C 165180 |
𨔽 x2853D 165181 |
𨔾 x2853E 165182 |
𨔿 x2853F 165183 |
𨕀 x28540 165184 |
𨕁 x28541 165185 |
𨕂 x28542 165186 |
𨕃 x28543 165187 |
𨕄 x28544 165188 |
𨕅 x28545 165189 |
𨕆 x28546 165190 |
𨕇 x28547 165191 |
𨕈 x28548 165192 |
𨕉 x28549 165193 |
𨕊 x2854A 165194 |
𨕋 x2854B 165195 |
𨕌 x2854C 165196 |
𨕍 x2854D 165197 |
𨕎 x2854E 165198 |
𨕏 x2854F 165199 |
𨕐 x28550 165200 |
𨕑 x28551 165201 |
𨕒 x28552 165202 |
𨕓 x28553 165203 |
𨕔 x28554 165204 |
𨕕 x28555 165205 |
𨕖 x28556 165206 |
𨕗 x28557 165207 |
𨕘 x28558 165208 |
𨕙 x28559 165209 |
𨕚 x2855A 165210 |
𨕛 x2855B 165211 |
𨕜 x2855C 165212 |
𨕝 x2855D 165213 |
𨕞 x2855E 165214 |
𨕟 x2855F 165215 |
𨕠 x28560 165216 |
𨕡 x28561 165217 |
𨕢 x28562 165218 |
𨕣 x28563 165219 |
𨕤 x28564 165220 |
𨕥 x28565 165221 |
𨕦 x28566 165222 |
𨕧 x28567 165223 |
𨕨 x28568 165224 |
𨕩 x28569 165225 |
𨕪 x2856A 165226 |
𨕫 x2856B 165227 |
𨕬 x2856C 165228 |
𨕭 x2856D 165229 |
𨕮 x2856E 165230 |
𨕯 x2856F 165231 |
𨕰 x28570 165232 |
𨕱 x28571 165233 |
𨕲 x28572 165234 |
𨕳 x28573 165235 |
𨕴 x28574 165236 |
𨕵 x28575 165237 |
𨕶 x28576 165238 |
𨕷 x28577 165239 |
𨕸 x28578 165240 |
𨕹 x28579 165241 |
𨕺 x2857A 165242 |
𨕻 x2857B 165243 |
𨕼 x2857C 165244 |
𨕽 x2857D 165245 |
𨕾 x2857E 165246 |
𨕿 x2857F 165247 |
𨖀 x28580 165248 |
𨖁 x28581 165249 |
𨖂 x28582 165250 |
𨖃 x28583 165251 |
𨖄 x28584 165252 |
𨖅 x28585 165253 |
𨖆 x28586 165254 |
𨖇 x28587 165255 |
𨖈 x28588 165256 |
𨖉 x28589 165257 |
𨖊 x2858A 165258 |
𨖋 x2858B 165259 |
𨖌 x2858C 165260 |
𨖍 x2858D 165261 |
𨖎 x2858E 165262 |
𨖏 x2858F 165263 |
𨖐 x28590 165264 |
𨖑 x28591 165265 |
𨖒 x28592 165266 |
𨖓 x28593 165267 |
𨖔 x28594 165268 |
𨖕 x28595 165269 |
𨖖 x28596 165270 |
𨖗 x28597 165271 |
𨖘 x28598 165272 |
𨖙 x28599 165273 |
𨖚 x2859A 165274 |
𨖛 x2859B 165275 |
𨖜 x2859C 165276 |
𨖝 x2859D 165277 |
𨖞 x2859E 165278 |
𨖟 x2859F 165279 |
𨖠 x285A0 165280 |
𨖡 x285A1 165281 |
𨖢 x285A2 165282 |
𨖣 x285A3 165283 |
𨖤 x285A4 165284 |
𨖥 x285A5 165285 |
𨖦 x285A6 165286 |
𨖧 x285A7 165287 |
𨖨 x285A8 165288 |
𨖩 x285A9 165289 |
𨖪 x285AA 165290 |
𨖫 x285AB 165291 |
𨖬 x285AC 165292 |
𨖭 x285AD 165293 |
𨖮 x285AE 165294 |
𨖯 x285AF 165295 |
𨖰 x285B0 165296 |
𨖱 x285B1 165297 |
𨖲 x285B2 165298 |
𨖳 x285B3 165299 |
𨖴 x285B4 165300 |
𨖵 x285B5 165301 |
𨖶 x285B6 165302 |
𨖷 x285B7 165303 |
𨖸 x285B8 165304 |
𨖹 x285B9 165305 |
𨖺 x285BA 165306 |
𨖻 x285BB 165307 |
𨖼 x285BC 165308 |
𨖽 x285BD 165309 |
𨖾 x285BE 165310 |
𨖿 x285BF 165311 |
𨗀 x285C0 165312 |
𨗁 x285C1 165313 |
𨗂 x285C2 165314 |
𨗃 x285C3 165315 |
𨗄 x285C4 165316 |
𨗅 x285C5 165317 |
𨗆 x285C6 165318 |
𨗇 x285C7 165319 |
𨗈 x285C8 165320 |
𨗉 x285C9 165321 |
𨗊 x285CA 165322 |
𨗋 x285CB 165323 |
𨗌 x285CC 165324 |
𨗍 x285CD 165325 |
𨗎 x285CE 165326 |
𨗏 x285CF 165327 |
𨗐 x285D0 165328 |
𨗑 x285D1 165329 |
𨗒 x285D2 165330 |
𨗓 x285D3 165331 |
𨗔 x285D4 165332 |
𨗕 x285D5 165333 |
𨗖 x285D6 165334 |
𨗗 x285D7 165335 |
𨗘 x285D8 165336 |
𨗙 x285D9 165337 |
𨗚 x285DA 165338 |
𨗛 x285DB 165339 |
𨗜 x285DC 165340 |
𨗝 x285DD 165341 |
𨗞 x285DE 165342 |
𨗟 x285DF 165343 |
𨗠 x285E0 165344 |
𨗡 x285E1 165345 |
𨗢 x285E2 165346 |
𨗣 x285E3 165347 |
𨗤 x285E4 165348 |
𨗥 x285E5 165349 |
𨗦 x285E6 165350 |
𨗧 x285E7 165351 |
𨗨 x285E8 165352 |
𨗩 x285E9 165353 |
𨗪 x285EA 165354 |
𨗫 x285EB 165355 |
𨗬 x285EC 165356 |
𨗭 x285ED 165357 |
𨗮 x285EE 165358 |
𨗯 x285EF 165359 |
𨗰 x285F0 165360 |
𨗱 x285F1 165361 |
𨗲 x285F2 165362 |
𨗳 x285F3 165363 |
𨗴 x285F4 165364 |
𨗵 x285F5 165365 |
𨗶 x285F6 165366 |
𨗷 x285F7 165367 |
𨗸 x285F8 165368 |
𨗹 x285F9 165369 |
𨗺 x285FA 165370 |
𨗻 x285FB 165371 |
𨗼 x285FC 165372 |
𨗽 x285FD 165373 |
𨗾 x285FE 165374 |
𨗿 x285FF 165375 |
© 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