Unicode Range x20100 to x201FF ( 131328 to 131583 )
𠄀 x20100 131328 |
𠄁 x20101 131329 |
𠄂 x20102 131330 |
𠄃 x20103 131331 |
𠄄 x20104 131332 |
𠄅 x20105 131333 |
𠄆 x20106 131334 |
𠄇 x20107 131335 |
𠄈 x20108 131336 |
𠄉 x20109 131337 |
𠄊 x2010A 131338 |
𠄋 x2010B 131339 |
𠄌 x2010C 131340 |
𠄍 x2010D 131341 |
𠄎 x2010E 131342 |
𠄏 x2010F 131343 |
𠄐 x20110 131344 |
𠄑 x20111 131345 |
𠄒 x20112 131346 |
𠄓 x20113 131347 |
𠄔 x20114 131348 |
𠄕 x20115 131349 |
𠄖 x20116 131350 |
𠄗 x20117 131351 |
𠄘 x20118 131352 |
𠄙 x20119 131353 |
𠄚 x2011A 131354 |
𠄛 x2011B 131355 |
𠄜 x2011C 131356 |
𠄝 x2011D 131357 |
𠄞 x2011E 131358 |
𠄟 x2011F 131359 |
𠄠 x20120 131360 |
𠄡 x20121 131361 |
𠄢 x20122 131362 |
𠄣 x20123 131363 |
𠄤 x20124 131364 |
𠄥 x20125 131365 |
𠄦 x20126 131366 |
𠄧 x20127 131367 |
𠄨 x20128 131368 |
𠄩 x20129 131369 |
𠄪 x2012A 131370 |
𠄫 x2012B 131371 |
𠄬 x2012C 131372 |
𠄭 x2012D 131373 |
𠄮 x2012E 131374 |
𠄯 x2012F 131375 |
𠄰 x20130 131376 |
𠄱 x20131 131377 |
𠄲 x20132 131378 |
𠄳 x20133 131379 |
𠄴 x20134 131380 |
𠄵 x20135 131381 |
𠄶 x20136 131382 |
𠄷 x20137 131383 |
𠄸 x20138 131384 |
𠄹 x20139 131385 |
𠄺 x2013A 131386 |
𠄻 x2013B 131387 |
𠄼 x2013C 131388 |
𠄽 x2013D 131389 |
𠄾 x2013E 131390 |
𠄿 x2013F 131391 |
𠅀 x20140 131392 |
𠅁 x20141 131393 |
𠅂 x20142 131394 |
𠅃 x20143 131395 |
𠅄 x20144 131396 |
𠅅 x20145 131397 |
𠅆 x20146 131398 |
𠅇 x20147 131399 |
𠅈 x20148 131400 |
𠅉 x20149 131401 |
𠅊 x2014A 131402 |
𠅋 x2014B 131403 |
𠅌 x2014C 131404 |
𠅍 x2014D 131405 |
𠅎 x2014E 131406 |
𠅏 x2014F 131407 |
𠅐 x20150 131408 |
𠅑 x20151 131409 |
𠅒 x20152 131410 |
𠅓 x20153 131411 |
𠅔 x20154 131412 |
𠅕 x20155 131413 |
𠅖 x20156 131414 |
𠅗 x20157 131415 |
𠅘 x20158 131416 |
𠅙 x20159 131417 |
𠅚 x2015A 131418 |
𠅛 x2015B 131419 |
𠅜 x2015C 131420 |
𠅝 x2015D 131421 |
𠅞 x2015E 131422 |
𠅟 x2015F 131423 |
𠅠 x20160 131424 |
𠅡 x20161 131425 |
𠅢 x20162 131426 |
𠅣 x20163 131427 |
𠅤 x20164 131428 |
𠅥 x20165 131429 |
𠅦 x20166 131430 |
𠅧 x20167 131431 |
𠅨 x20168 131432 |
𠅩 x20169 131433 |
𠅪 x2016A 131434 |
𠅫 x2016B 131435 |
𠅬 x2016C 131436 |
𠅭 x2016D 131437 |
𠅮 x2016E 131438 |
𠅯 x2016F 131439 |
𠅰 x20170 131440 |
𠅱 x20171 131441 |
𠅲 x20172 131442 |
𠅳 x20173 131443 |
𠅴 x20174 131444 |
𠅵 x20175 131445 |
𠅶 x20176 131446 |
𠅷 x20177 131447 |
𠅸 x20178 131448 |
𠅹 x20179 131449 |
𠅺 x2017A 131450 |
𠅻 x2017B 131451 |
𠅼 x2017C 131452 |
𠅽 x2017D 131453 |
𠅾 x2017E 131454 |
𠅿 x2017F 131455 |
𠆀 x20180 131456 |
𠆁 x20181 131457 |
𠆂 x20182 131458 |
𠆃 x20183 131459 |
𠆄 x20184 131460 |
𠆅 x20185 131461 |
𠆆 x20186 131462 |
𠆇 x20187 131463 |
𠆈 x20188 131464 |
𠆉 x20189 131465 |
𠆊 x2018A 131466 |
𠆋 x2018B 131467 |
𠆌 x2018C 131468 |
𠆍 x2018D 131469 |
𠆎 x2018E 131470 |
𠆏 x2018F 131471 |
𠆐 x20190 131472 |
𠆑 x20191 131473 |
𠆒 x20192 131474 |
𠆓 x20193 131475 |
𠆔 x20194 131476 |
𠆕 x20195 131477 |
𠆖 x20196 131478 |
𠆗 x20197 131479 |
𠆘 x20198 131480 |
𠆙 x20199 131481 |
𠆚 x2019A 131482 |
𠆛 x2019B 131483 |
𠆜 x2019C 131484 |
𠆝 x2019D 131485 |
𠆞 x2019E 131486 |
𠆟 x2019F 131487 |
𠆠 x201A0 131488 |
𠆡 x201A1 131489 |
𠆢 x201A2 131490 |
𠆣 x201A3 131491 |
𠆤 x201A4 131492 |
𠆥 x201A5 131493 |
𠆦 x201A6 131494 |
𠆧 x201A7 131495 |
𠆨 x201A8 131496 |
𠆩 x201A9 131497 |
𠆪 x201AA 131498 |
𠆫 x201AB 131499 |
𠆬 x201AC 131500 |
𠆭 x201AD 131501 |
𠆮 x201AE 131502 |
𠆯 x201AF 131503 |
𠆰 x201B0 131504 |
𠆱 x201B1 131505 |
𠆲 x201B2 131506 |
𠆳 x201B3 131507 |
𠆴 x201B4 131508 |
𠆵 x201B5 131509 |
𠆶 x201B6 131510 |
𠆷 x201B7 131511 |
𠆸 x201B8 131512 |
𠆹 x201B9 131513 |
𠆺 x201BA 131514 |
𠆻 x201BB 131515 |
𠆼 x201BC 131516 |
𠆽 x201BD 131517 |
𠆾 x201BE 131518 |
𠆿 x201BF 131519 |
𠇀 x201C0 131520 |
𠇁 x201C1 131521 |
𠇂 x201C2 131522 |
𠇃 x201C3 131523 |
𠇄 x201C4 131524 |
𠇅 x201C5 131525 |
𠇆 x201C6 131526 |
𠇇 x201C7 131527 |
𠇈 x201C8 131528 |
𠇉 x201C9 131529 |
𠇊 x201CA 131530 |
𠇋 x201CB 131531 |
𠇌 x201CC 131532 |
𠇍 x201CD 131533 |
𠇎 x201CE 131534 |
𠇏 x201CF 131535 |
𠇐 x201D0 131536 |
𠇑 x201D1 131537 |
𠇒 x201D2 131538 |
𠇓 x201D3 131539 |
𠇔 x201D4 131540 |
𠇕 x201D5 131541 |
𠇖 x201D6 131542 |
𠇗 x201D7 131543 |
𠇘 x201D8 131544 |
𠇙 x201D9 131545 |
𠇚 x201DA 131546 |
𠇛 x201DB 131547 |
𠇜 x201DC 131548 |
𠇝 x201DD 131549 |
𠇞 x201DE 131550 |
𠇟 x201DF 131551 |
𠇠 x201E0 131552 |
𠇡 x201E1 131553 |
𠇢 x201E2 131554 |
𠇣 x201E3 131555 |
𠇤 x201E4 131556 |
𠇥 x201E5 131557 |
𠇦 x201E6 131558 |
𠇧 x201E7 131559 |
𠇨 x201E8 131560 |
𠇩 x201E9 131561 |
𠇪 x201EA 131562 |
𠇫 x201EB 131563 |
𠇬 x201EC 131564 |
𠇭 x201ED 131565 |
𠇮 x201EE 131566 |
𠇯 x201EF 131567 |
𠇰 x201F0 131568 |
𠇱 x201F1 131569 |
𠇲 x201F2 131570 |
𠇳 x201F3 131571 |
𠇴 x201F4 131572 |
𠇵 x201F5 131573 |
𠇶 x201F6 131574 |
𠇷 x201F7 131575 |
𠇸 x201F8 131576 |
𠇹 x201F9 131577 |
𠇺 x201FA 131578 |
𠇻 x201FB 131579 |
𠇼 x201FC 131580 |
𠇽 x201FD 131581 |
𠇾 x201FE 131582 |
𠇿 x201FF 131583 |
© 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