Unicode Range x21100 to x211FF ( 135424 to 135679 )
𡄀 x21100 135424 |
𡄁 x21101 135425 |
𡄂 x21102 135426 |
𡄃 x21103 135427 |
𡄄 x21104 135428 |
𡄅 x21105 135429 |
𡄆 x21106 135430 |
𡄇 x21107 135431 |
𡄈 x21108 135432 |
𡄉 x21109 135433 |
𡄊 x2110A 135434 |
𡄋 x2110B 135435 |
𡄌 x2110C 135436 |
𡄍 x2110D 135437 |
𡄎 x2110E 135438 |
𡄏 x2110F 135439 |
𡄐 x21110 135440 |
𡄑 x21111 135441 |
𡄒 x21112 135442 |
𡄓 x21113 135443 |
𡄔 x21114 135444 |
𡄕 x21115 135445 |
𡄖 x21116 135446 |
𡄗 x21117 135447 |
𡄘 x21118 135448 |
𡄙 x21119 135449 |
𡄚 x2111A 135450 |
𡄛 x2111B 135451 |
𡄜 x2111C 135452 |
𡄝 x2111D 135453 |
𡄞 x2111E 135454 |
𡄟 x2111F 135455 |
𡄠 x21120 135456 |
𡄡 x21121 135457 |
𡄢 x21122 135458 |
𡄣 x21123 135459 |
𡄤 x21124 135460 |
𡄥 x21125 135461 |
𡄦 x21126 135462 |
𡄧 x21127 135463 |
𡄨 x21128 135464 |
𡄩 x21129 135465 |
𡄪 x2112A 135466 |
𡄫 x2112B 135467 |
𡄬 x2112C 135468 |
𡄭 x2112D 135469 |
𡄮 x2112E 135470 |
𡄯 x2112F 135471 |
𡄰 x21130 135472 |
𡄱 x21131 135473 |
𡄲 x21132 135474 |
𡄳 x21133 135475 |
𡄴 x21134 135476 |
𡄵 x21135 135477 |
𡄶 x21136 135478 |
𡄷 x21137 135479 |
𡄸 x21138 135480 |
𡄹 x21139 135481 |
𡄺 x2113A 135482 |
𡄻 x2113B 135483 |
𡄼 x2113C 135484 |
𡄽 x2113D 135485 |
𡄾 x2113E 135486 |
𡄿 x2113F 135487 |
𡅀 x21140 135488 |
𡅁 x21141 135489 |
𡅂 x21142 135490 |
𡅃 x21143 135491 |
𡅄 x21144 135492 |
𡅅 x21145 135493 |
𡅆 x21146 135494 |
𡅇 x21147 135495 |
𡅈 x21148 135496 |
𡅉 x21149 135497 |
𡅊 x2114A 135498 |
𡅋 x2114B 135499 |
𡅌 x2114C 135500 |
𡅍 x2114D 135501 |
𡅎 x2114E 135502 |
𡅏 x2114F 135503 |
𡅐 x21150 135504 |
𡅑 x21151 135505 |
𡅒 x21152 135506 |
𡅓 x21153 135507 |
𡅔 x21154 135508 |
𡅕 x21155 135509 |
𡅖 x21156 135510 |
𡅗 x21157 135511 |
𡅘 x21158 135512 |
𡅙 x21159 135513 |
𡅚 x2115A 135514 |
𡅛 x2115B 135515 |
𡅜 x2115C 135516 |
𡅝 x2115D 135517 |
𡅞 x2115E 135518 |
𡅟 x2115F 135519 |
𡅠 x21160 135520 |
𡅡 x21161 135521 |
𡅢 x21162 135522 |
𡅣 x21163 135523 |
𡅤 x21164 135524 |
𡅥 x21165 135525 |
𡅦 x21166 135526 |
𡅧 x21167 135527 |
𡅨 x21168 135528 |
𡅩 x21169 135529 |
𡅪 x2116A 135530 |
𡅫 x2116B 135531 |
𡅬 x2116C 135532 |
𡅭 x2116D 135533 |
𡅮 x2116E 135534 |
𡅯 x2116F 135535 |
𡅰 x21170 135536 |
𡅱 x21171 135537 |
𡅲 x21172 135538 |
𡅳 x21173 135539 |
𡅴 x21174 135540 |
𡅵 x21175 135541 |
𡅶 x21176 135542 |
𡅷 x21177 135543 |
𡅸 x21178 135544 |
𡅹 x21179 135545 |
𡅺 x2117A 135546 |
𡅻 x2117B 135547 |
𡅼 x2117C 135548 |
𡅽 x2117D 135549 |
𡅾 x2117E 135550 |
𡅿 x2117F 135551 |
𡆀 x21180 135552 |
𡆁 x21181 135553 |
𡆂 x21182 135554 |
𡆃 x21183 135555 |
𡆄 x21184 135556 |
𡆅 x21185 135557 |
𡆆 x21186 135558 |
𡆇 x21187 135559 |
𡆈 x21188 135560 |
𡆉 x21189 135561 |
𡆊 x2118A 135562 |
𡆋 x2118B 135563 |
𡆌 x2118C 135564 |
𡆍 x2118D 135565 |
𡆎 x2118E 135566 |
𡆏 x2118F 135567 |
𡆐 x21190 135568 |
𡆑 x21191 135569 |
𡆒 x21192 135570 |
𡆓 x21193 135571 |
𡆔 x21194 135572 |
𡆕 x21195 135573 |
𡆖 x21196 135574 |
𡆗 x21197 135575 |
𡆘 x21198 135576 |
𡆙 x21199 135577 |
𡆚 x2119A 135578 |
𡆛 x2119B 135579 |
𡆜 x2119C 135580 |
𡆝 x2119D 135581 |
𡆞 x2119E 135582 |
𡆟 x2119F 135583 |
𡆠 x211A0 135584 |
𡆡 x211A1 135585 |
𡆢 x211A2 135586 |
𡆣 x211A3 135587 |
𡆤 x211A4 135588 |
𡆥 x211A5 135589 |
𡆦 x211A6 135590 |
𡆧 x211A7 135591 |
𡆨 x211A8 135592 |
𡆩 x211A9 135593 |
𡆪 x211AA 135594 |
𡆫 x211AB 135595 |
𡆬 x211AC 135596 |
𡆭 x211AD 135597 |
𡆮 x211AE 135598 |
𡆯 x211AF 135599 |
𡆰 x211B0 135600 |
𡆱 x211B1 135601 |
𡆲 x211B2 135602 |
𡆳 x211B3 135603 |
𡆴 x211B4 135604 |
𡆵 x211B5 135605 |
𡆶 x211B6 135606 |
𡆷 x211B7 135607 |
𡆸 x211B8 135608 |
𡆹 x211B9 135609 |
𡆺 x211BA 135610 |
𡆻 x211BB 135611 |
𡆼 x211BC 135612 |
𡆽 x211BD 135613 |
𡆾 x211BE 135614 |
𡆿 x211BF 135615 |
𡇀 x211C0 135616 |
𡇁 x211C1 135617 |
𡇂 x211C2 135618 |
𡇃 x211C3 135619 |
𡇄 x211C4 135620 |
𡇅 x211C5 135621 |
𡇆 x211C6 135622 |
𡇇 x211C7 135623 |
𡇈 x211C8 135624 |
𡇉 x211C9 135625 |
𡇊 x211CA 135626 |
𡇋 x211CB 135627 |
𡇌 x211CC 135628 |
𡇍 x211CD 135629 |
𡇎 x211CE 135630 |
𡇏 x211CF 135631 |
𡇐 x211D0 135632 |
𡇑 x211D1 135633 |
𡇒 x211D2 135634 |
𡇓 x211D3 135635 |
𡇔 x211D4 135636 |
𡇕 x211D5 135637 |
𡇖 x211D6 135638 |
𡇗 x211D7 135639 |
𡇘 x211D8 135640 |
𡇙 x211D9 135641 |
𡇚 x211DA 135642 |
𡇛 x211DB 135643 |
𡇜 x211DC 135644 |
𡇝 x211DD 135645 |
𡇞 x211DE 135646 |
𡇟 x211DF 135647 |
𡇠 x211E0 135648 |
𡇡 x211E1 135649 |
𡇢 x211E2 135650 |
𡇣 x211E3 135651 |
𡇤 x211E4 135652 |
𡇥 x211E5 135653 |
𡇦 x211E6 135654 |
𡇧 x211E7 135655 |
𡇨 x211E8 135656 |
𡇩 x211E9 135657 |
𡇪 x211EA 135658 |
𡇫 x211EB 135659 |
𡇬 x211EC 135660 |
𡇭 x211ED 135661 |
𡇮 x211EE 135662 |
𡇯 x211EF 135663 |
𡇰 x211F0 135664 |
𡇱 x211F1 135665 |
𡇲 x211F2 135666 |
𡇳 x211F3 135667 |
𡇴 x211F4 135668 |
𡇵 x211F5 135669 |
𡇶 x211F6 135670 |
𡇷 x211F7 135671 |
𡇸 x211F8 135672 |
𡇹 x211F9 135673 |
𡇺 x211FA 135674 |
𡇻 x211FB 135675 |
𡇼 x211FC 135676 |
𡇽 x211FD 135677 |
𡇾 x211FE 135678 |
𡇿 x211FF 135679 |
© 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