Unicode Range x21800 to x218FF ( 137216 to 137471 )
𡠀 x21800 137216 |
𡠁 x21801 137217 |
𡠂 x21802 137218 |
𡠃 x21803 137219 |
𡠄 x21804 137220 |
𡠅 x21805 137221 |
𡠆 x21806 137222 |
𡠇 x21807 137223 |
𡠈 x21808 137224 |
𡠉 x21809 137225 |
𡠊 x2180A 137226 |
𡠋 x2180B 137227 |
𡠌 x2180C 137228 |
𡠍 x2180D 137229 |
𡠎 x2180E 137230 |
𡠏 x2180F 137231 |
𡠐 x21810 137232 |
𡠑 x21811 137233 |
𡠒 x21812 137234 |
𡠓 x21813 137235 |
𡠔 x21814 137236 |
𡠕 x21815 137237 |
𡠖 x21816 137238 |
𡠗 x21817 137239 |
𡠘 x21818 137240 |
𡠙 x21819 137241 |
𡠚 x2181A 137242 |
𡠛 x2181B 137243 |
𡠜 x2181C 137244 |
𡠝 x2181D 137245 |
𡠞 x2181E 137246 |
𡠟 x2181F 137247 |
𡠠 x21820 137248 |
𡠡 x21821 137249 |
𡠢 x21822 137250 |
𡠣 x21823 137251 |
𡠤 x21824 137252 |
𡠥 x21825 137253 |
𡠦 x21826 137254 |
𡠧 x21827 137255 |
𡠨 x21828 137256 |
𡠩 x21829 137257 |
𡠪 x2182A 137258 |
𡠫 x2182B 137259 |
𡠬 x2182C 137260 |
𡠭 x2182D 137261 |
𡠮 x2182E 137262 |
𡠯 x2182F 137263 |
𡠰 x21830 137264 |
𡠱 x21831 137265 |
𡠲 x21832 137266 |
𡠳 x21833 137267 |
𡠴 x21834 137268 |
𡠵 x21835 137269 |
𡠶 x21836 137270 |
𡠷 x21837 137271 |
𡠸 x21838 137272 |
𡠹 x21839 137273 |
𡠺 x2183A 137274 |
𡠻 x2183B 137275 |
𡠼 x2183C 137276 |
𡠽 x2183D 137277 |
𡠾 x2183E 137278 |
𡠿 x2183F 137279 |
𡡀 x21840 137280 |
𡡁 x21841 137281 |
𡡂 x21842 137282 |
𡡃 x21843 137283 |
𡡄 x21844 137284 |
𡡅 x21845 137285 |
𡡆 x21846 137286 |
𡡇 x21847 137287 |
𡡈 x21848 137288 |
𡡉 x21849 137289 |
𡡊 x2184A 137290 |
𡡋 x2184B 137291 |
𡡌 x2184C 137292 |
𡡍 x2184D 137293 |
𡡎 x2184E 137294 |
𡡏 x2184F 137295 |
𡡐 x21850 137296 |
𡡑 x21851 137297 |
𡡒 x21852 137298 |
𡡓 x21853 137299 |
𡡔 x21854 137300 |
𡡕 x21855 137301 |
𡡖 x21856 137302 |
𡡗 x21857 137303 |
𡡘 x21858 137304 |
𡡙 x21859 137305 |
𡡚 x2185A 137306 |
𡡛 x2185B 137307 |
𡡜 x2185C 137308 |
𡡝 x2185D 137309 |
𡡞 x2185E 137310 |
𡡟 x2185F 137311 |
𡡠 x21860 137312 |
𡡡 x21861 137313 |
𡡢 x21862 137314 |
𡡣 x21863 137315 |
𡡤 x21864 137316 |
𡡥 x21865 137317 |
𡡦 x21866 137318 |
𡡧 x21867 137319 |
𡡨 x21868 137320 |
𡡩 x21869 137321 |
𡡪 x2186A 137322 |
𡡫 x2186B 137323 |
𡡬 x2186C 137324 |
𡡭 x2186D 137325 |
𡡮 x2186E 137326 |
𡡯 x2186F 137327 |
𡡰 x21870 137328 |
𡡱 x21871 137329 |
𡡲 x21872 137330 |
𡡳 x21873 137331 |
𡡴 x21874 137332 |
𡡵 x21875 137333 |
𡡶 x21876 137334 |
𡡷 x21877 137335 |
𡡸 x21878 137336 |
𡡹 x21879 137337 |
𡡺 x2187A 137338 |
𡡻 x2187B 137339 |
𡡼 x2187C 137340 |
𡡽 x2187D 137341 |
𡡾 x2187E 137342 |
𡡿 x2187F 137343 |
𡢀 x21880 137344 |
𡢁 x21881 137345 |
𡢂 x21882 137346 |
𡢃 x21883 137347 |
𡢄 x21884 137348 |
𡢅 x21885 137349 |
𡢆 x21886 137350 |
𡢇 x21887 137351 |
𡢈 x21888 137352 |
𡢉 x21889 137353 |
𡢊 x2188A 137354 |
𡢋 x2188B 137355 |
𡢌 x2188C 137356 |
𡢍 x2188D 137357 |
𡢎 x2188E 137358 |
𡢏 x2188F 137359 |
𡢐 x21890 137360 |
𡢑 x21891 137361 |
𡢒 x21892 137362 |
𡢓 x21893 137363 |
𡢔 x21894 137364 |
𡢕 x21895 137365 |
𡢖 x21896 137366 |
𡢗 x21897 137367 |
𡢘 x21898 137368 |
𡢙 x21899 137369 |
𡢚 x2189A 137370 |
𡢛 x2189B 137371 |
𡢜 x2189C 137372 |
𡢝 x2189D 137373 |
𡢞 x2189E 137374 |
𡢟 x2189F 137375 |
𡢠 x218A0 137376 |
𡢡 x218A1 137377 |
𡢢 x218A2 137378 |
𡢣 x218A3 137379 |
𡢤 x218A4 137380 |
𡢥 x218A5 137381 |
𡢦 x218A6 137382 |
𡢧 x218A7 137383 |
𡢨 x218A8 137384 |
𡢩 x218A9 137385 |
𡢪 x218AA 137386 |
𡢫 x218AB 137387 |
𡢬 x218AC 137388 |
𡢭 x218AD 137389 |
𡢮 x218AE 137390 |
𡢯 x218AF 137391 |
𡢰 x218B0 137392 |
𡢱 x218B1 137393 |
𡢲 x218B2 137394 |
𡢳 x218B3 137395 |
𡢴 x218B4 137396 |
𡢵 x218B5 137397 |
𡢶 x218B6 137398 |
𡢷 x218B7 137399 |
𡢸 x218B8 137400 |
𡢹 x218B9 137401 |
𡢺 x218BA 137402 |
𡢻 x218BB 137403 |
𡢼 x218BC 137404 |
𡢽 x218BD 137405 |
𡢾 x218BE 137406 |
𡢿 x218BF 137407 |
𡣀 x218C0 137408 |
𡣁 x218C1 137409 |
𡣂 x218C2 137410 |
𡣃 x218C3 137411 |
𡣄 x218C4 137412 |
𡣅 x218C5 137413 |
𡣆 x218C6 137414 |
𡣇 x218C7 137415 |
𡣈 x218C8 137416 |
𡣉 x218C9 137417 |
𡣊 x218CA 137418 |
𡣋 x218CB 137419 |
𡣌 x218CC 137420 |
𡣍 x218CD 137421 |
𡣎 x218CE 137422 |
𡣏 x218CF 137423 |
𡣐 x218D0 137424 |
𡣑 x218D1 137425 |
𡣒 x218D2 137426 |
𡣓 x218D3 137427 |
𡣔 x218D4 137428 |
𡣕 x218D5 137429 |
𡣖 x218D6 137430 |
𡣗 x218D7 137431 |
𡣘 x218D8 137432 |
𡣙 x218D9 137433 |
𡣚 x218DA 137434 |
𡣛 x218DB 137435 |
𡣜 x218DC 137436 |
𡣝 x218DD 137437 |
𡣞 x218DE 137438 |
𡣟 x218DF 137439 |
𡣠 x218E0 137440 |
𡣡 x218E1 137441 |
𡣢 x218E2 137442 |
𡣣 x218E3 137443 |
𡣤 x218E4 137444 |
𡣥 x218E5 137445 |
𡣦 x218E6 137446 |
𡣧 x218E7 137447 |
𡣨 x218E8 137448 |
𡣩 x218E9 137449 |
𡣪 x218EA 137450 |
𡣫 x218EB 137451 |
𡣬 x218EC 137452 |
𡣭 x218ED 137453 |
𡣮 x218EE 137454 |
𡣯 x218EF 137455 |
𡣰 x218F0 137456 |
𡣱 x218F1 137457 |
𡣲 x218F2 137458 |
𡣳 x218F3 137459 |
𡣴 x218F4 137460 |
𡣵 x218F5 137461 |
𡣶 x218F6 137462 |
𡣷 x218F7 137463 |
𡣸 x218F8 137464 |
𡣹 x218F9 137465 |
𡣺 x218FA 137466 |
𡣻 x218FB 137467 |
𡣼 x218FC 137468 |
𡣽 x218FD 137469 |
𡣾 x218FE 137470 |
𡣿 x218FF 137471 |
© 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