Unicode Range x22100 to x221FF ( 139520 to 139775 )
𢄀 x22100 139520 |
𢄁 x22101 139521 |
𢄂 x22102 139522 |
𢄃 x22103 139523 |
𢄄 x22104 139524 |
𢄅 x22105 139525 |
𢄆 x22106 139526 |
𢄇 x22107 139527 |
𢄈 x22108 139528 |
𢄉 x22109 139529 |
𢄊 x2210A 139530 |
𢄋 x2210B 139531 |
𢄌 x2210C 139532 |
𢄍 x2210D 139533 |
𢄎 x2210E 139534 |
𢄏 x2210F 139535 |
𢄐 x22110 139536 |
𢄑 x22111 139537 |
𢄒 x22112 139538 |
𢄓 x22113 139539 |
𢄔 x22114 139540 |
𢄕 x22115 139541 |
𢄖 x22116 139542 |
𢄗 x22117 139543 |
𢄘 x22118 139544 |
𢄙 x22119 139545 |
𢄚 x2211A 139546 |
𢄛 x2211B 139547 |
𢄜 x2211C 139548 |
𢄝 x2211D 139549 |
𢄞 x2211E 139550 |
𢄟 x2211F 139551 |
𢄠 x22120 139552 |
𢄡 x22121 139553 |
𢄢 x22122 139554 |
𢄣 x22123 139555 |
𢄤 x22124 139556 |
𢄥 x22125 139557 |
𢄦 x22126 139558 |
𢄧 x22127 139559 |
𢄨 x22128 139560 |
𢄩 x22129 139561 |
𢄪 x2212A 139562 |
𢄫 x2212B 139563 |
𢄬 x2212C 139564 |
𢄭 x2212D 139565 |
𢄮 x2212E 139566 |
𢄯 x2212F 139567 |
𢄰 x22130 139568 |
𢄱 x22131 139569 |
𢄲 x22132 139570 |
𢄳 x22133 139571 |
𢄴 x22134 139572 |
𢄵 x22135 139573 |
𢄶 x22136 139574 |
𢄷 x22137 139575 |
𢄸 x22138 139576 |
𢄹 x22139 139577 |
𢄺 x2213A 139578 |
𢄻 x2213B 139579 |
𢄼 x2213C 139580 |
𢄽 x2213D 139581 |
𢄾 x2213E 139582 |
𢄿 x2213F 139583 |
𢅀 x22140 139584 |
𢅁 x22141 139585 |
𢅂 x22142 139586 |
𢅃 x22143 139587 |
𢅄 x22144 139588 |
𢅅 x22145 139589 |
𢅆 x22146 139590 |
𢅇 x22147 139591 |
𢅈 x22148 139592 |
𢅉 x22149 139593 |
𢅊 x2214A 139594 |
𢅋 x2214B 139595 |
𢅌 x2214C 139596 |
𢅍 x2214D 139597 |
𢅎 x2214E 139598 |
𢅏 x2214F 139599 |
𢅐 x22150 139600 |
𢅑 x22151 139601 |
𢅒 x22152 139602 |
𢅓 x22153 139603 |
𢅔 x22154 139604 |
𢅕 x22155 139605 |
𢅖 x22156 139606 |
𢅗 x22157 139607 |
𢅘 x22158 139608 |
𢅙 x22159 139609 |
𢅚 x2215A 139610 |
𢅛 x2215B 139611 |
𢅜 x2215C 139612 |
𢅝 x2215D 139613 |
𢅞 x2215E 139614 |
𢅟 x2215F 139615 |
𢅠 x22160 139616 |
𢅡 x22161 139617 |
𢅢 x22162 139618 |
𢅣 x22163 139619 |
𢅤 x22164 139620 |
𢅥 x22165 139621 |
𢅦 x22166 139622 |
𢅧 x22167 139623 |
𢅨 x22168 139624 |
𢅩 x22169 139625 |
𢅪 x2216A 139626 |
𢅫 x2216B 139627 |
𢅬 x2216C 139628 |
𢅭 x2216D 139629 |
𢅮 x2216E 139630 |
𢅯 x2216F 139631 |
𢅰 x22170 139632 |
𢅱 x22171 139633 |
𢅲 x22172 139634 |
𢅳 x22173 139635 |
𢅴 x22174 139636 |
𢅵 x22175 139637 |
𢅶 x22176 139638 |
𢅷 x22177 139639 |
𢅸 x22178 139640 |
𢅹 x22179 139641 |
𢅺 x2217A 139642 |
𢅻 x2217B 139643 |
𢅼 x2217C 139644 |
𢅽 x2217D 139645 |
𢅾 x2217E 139646 |
𢅿 x2217F 139647 |
𢆀 x22180 139648 |
𢆁 x22181 139649 |
𢆂 x22182 139650 |
𢆃 x22183 139651 |
𢆄 x22184 139652 |
𢆅 x22185 139653 |
𢆆 x22186 139654 |
𢆇 x22187 139655 |
𢆈 x22188 139656 |
𢆉 x22189 139657 |
𢆊 x2218A 139658 |
𢆋 x2218B 139659 |
𢆌 x2218C 139660 |
𢆍 x2218D 139661 |
𢆎 x2218E 139662 |
𢆏 x2218F 139663 |
𢆐 x22190 139664 |
𢆑 x22191 139665 |
𢆒 x22192 139666 |
𢆓 x22193 139667 |
𢆔 x22194 139668 |
𢆕 x22195 139669 |
𢆖 x22196 139670 |
𢆗 x22197 139671 |
𢆘 x22198 139672 |
𢆙 x22199 139673 |
𢆚 x2219A 139674 |
𢆛 x2219B 139675 |
𢆜 x2219C 139676 |
𢆝 x2219D 139677 |
𢆞 x2219E 139678 |
𢆟 x2219F 139679 |
𢆠 x221A0 139680 |
𢆡 x221A1 139681 |
𢆢 x221A2 139682 |
𢆣 x221A3 139683 |
𢆤 x221A4 139684 |
𢆥 x221A5 139685 |
𢆦 x221A6 139686 |
𢆧 x221A7 139687 |
𢆨 x221A8 139688 |
𢆩 x221A9 139689 |
𢆪 x221AA 139690 |
𢆫 x221AB 139691 |
𢆬 x221AC 139692 |
𢆭 x221AD 139693 |
𢆮 x221AE 139694 |
𢆯 x221AF 139695 |
𢆰 x221B0 139696 |
𢆱 x221B1 139697 |
𢆲 x221B2 139698 |
𢆳 x221B3 139699 |
𢆴 x221B4 139700 |
𢆵 x221B5 139701 |
𢆶 x221B6 139702 |
𢆷 x221B7 139703 |
𢆸 x221B8 139704 |
𢆹 x221B9 139705 |
𢆺 x221BA 139706 |
𢆻 x221BB 139707 |
𢆼 x221BC 139708 |
𢆽 x221BD 139709 |
𢆾 x221BE 139710 |
𢆿 x221BF 139711 |
𢇀 x221C0 139712 |
𢇁 x221C1 139713 |
𢇂 x221C2 139714 |
𢇃 x221C3 139715 |
𢇄 x221C4 139716 |
𢇅 x221C5 139717 |
𢇆 x221C6 139718 |
𢇇 x221C7 139719 |
𢇈 x221C8 139720 |
𢇉 x221C9 139721 |
𢇊 x221CA 139722 |
𢇋 x221CB 139723 |
𢇌 x221CC 139724 |
𢇍 x221CD 139725 |
𢇎 x221CE 139726 |
𢇏 x221CF 139727 |
𢇐 x221D0 139728 |
𢇑 x221D1 139729 |
𢇒 x221D2 139730 |
𢇓 x221D3 139731 |
𢇔 x221D4 139732 |
𢇕 x221D5 139733 |
𢇖 x221D6 139734 |
𢇗 x221D7 139735 |
𢇘 x221D8 139736 |
𢇙 x221D9 139737 |
𢇚 x221DA 139738 |
𢇛 x221DB 139739 |
𢇜 x221DC 139740 |
𢇝 x221DD 139741 |
𢇞 x221DE 139742 |
𢇟 x221DF 139743 |
𢇠 x221E0 139744 |
𢇡 x221E1 139745 |
𢇢 x221E2 139746 |
𢇣 x221E3 139747 |
𢇤 x221E4 139748 |
𢇥 x221E5 139749 |
𢇦 x221E6 139750 |
𢇧 x221E7 139751 |
𢇨 x221E8 139752 |
𢇩 x221E9 139753 |
𢇪 x221EA 139754 |
𢇫 x221EB 139755 |
𢇬 x221EC 139756 |
𢇭 x221ED 139757 |
𢇮 x221EE 139758 |
𢇯 x221EF 139759 |
𢇰 x221F0 139760 |
𢇱 x221F1 139761 |
𢇲 x221F2 139762 |
𢇳 x221F3 139763 |
𢇴 x221F4 139764 |
𢇵 x221F5 139765 |
𢇶 x221F6 139766 |
𢇷 x221F7 139767 |
𢇸 x221F8 139768 |
𢇹 x221F9 139769 |
𢇺 x221FA 139770 |
𢇻 x221FB 139771 |
𢇼 x221FC 139772 |
𢇽 x221FD 139773 |
𢇾 x221FE 139774 |
𢇿 x221FF 139775 |
© 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