Unicode Range x27700 to x277FF ( 161536 to 161791 )
𧜀 x27700 161536 |
𧜁 x27701 161537 |
𧜂 x27702 161538 |
𧜃 x27703 161539 |
𧜄 x27704 161540 |
𧜅 x27705 161541 |
𧜆 x27706 161542 |
𧜇 x27707 161543 |
𧜈 x27708 161544 |
𧜉 x27709 161545 |
𧜊 x2770A 161546 |
𧜋 x2770B 161547 |
𧜌 x2770C 161548 |
𧜍 x2770D 161549 |
𧜎 x2770E 161550 |
𧜏 x2770F 161551 |
𧜐 x27710 161552 |
𧜑 x27711 161553 |
𧜒 x27712 161554 |
𧜓 x27713 161555 |
𧜔 x27714 161556 |
𧜕 x27715 161557 |
𧜖 x27716 161558 |
𧜗 x27717 161559 |
𧜘 x27718 161560 |
𧜙 x27719 161561 |
𧜚 x2771A 161562 |
𧜛 x2771B 161563 |
𧜜 x2771C 161564 |
𧜝 x2771D 161565 |
𧜞 x2771E 161566 |
𧜟 x2771F 161567 |
𧜠 x27720 161568 |
𧜡 x27721 161569 |
𧜢 x27722 161570 |
𧜣 x27723 161571 |
𧜤 x27724 161572 |
𧜥 x27725 161573 |
𧜦 x27726 161574 |
𧜧 x27727 161575 |
𧜨 x27728 161576 |
𧜩 x27729 161577 |
𧜪 x2772A 161578 |
𧜫 x2772B 161579 |
𧜬 x2772C 161580 |
𧜭 x2772D 161581 |
𧜮 x2772E 161582 |
𧜯 x2772F 161583 |
𧜰 x27730 161584 |
𧜱 x27731 161585 |
𧜲 x27732 161586 |
𧜳 x27733 161587 |
𧜴 x27734 161588 |
𧜵 x27735 161589 |
𧜶 x27736 161590 |
𧜷 x27737 161591 |
𧜸 x27738 161592 |
𧜹 x27739 161593 |
𧜺 x2773A 161594 |
𧜻 x2773B 161595 |
𧜼 x2773C 161596 |
𧜽 x2773D 161597 |
𧜾 x2773E 161598 |
𧜿 x2773F 161599 |
𧝀 x27740 161600 |
𧝁 x27741 161601 |
𧝂 x27742 161602 |
𧝃 x27743 161603 |
𧝄 x27744 161604 |
𧝅 x27745 161605 |
𧝆 x27746 161606 |
𧝇 x27747 161607 |
𧝈 x27748 161608 |
𧝉 x27749 161609 |
𧝊 x2774A 161610 |
𧝋 x2774B 161611 |
𧝌 x2774C 161612 |
𧝍 x2774D 161613 |
𧝎 x2774E 161614 |
𧝏 x2774F 161615 |
𧝐 x27750 161616 |
𧝑 x27751 161617 |
𧝒 x27752 161618 |
𧝓 x27753 161619 |
𧝔 x27754 161620 |
𧝕 x27755 161621 |
𧝖 x27756 161622 |
𧝗 x27757 161623 |
𧝘 x27758 161624 |
𧝙 x27759 161625 |
𧝚 x2775A 161626 |
𧝛 x2775B 161627 |
𧝜 x2775C 161628 |
𧝝 x2775D 161629 |
𧝞 x2775E 161630 |
𧝟 x2775F 161631 |
𧝠 x27760 161632 |
𧝡 x27761 161633 |
𧝢 x27762 161634 |
𧝣 x27763 161635 |
𧝤 x27764 161636 |
𧝥 x27765 161637 |
𧝦 x27766 161638 |
𧝧 x27767 161639 |
𧝨 x27768 161640 |
𧝩 x27769 161641 |
𧝪 x2776A 161642 |
𧝫 x2776B 161643 |
𧝬 x2776C 161644 |
𧝭 x2776D 161645 |
𧝮 x2776E 161646 |
𧝯 x2776F 161647 |
𧝰 x27770 161648 |
𧝱 x27771 161649 |
𧝲 x27772 161650 |
𧝳 x27773 161651 |
𧝴 x27774 161652 |
𧝵 x27775 161653 |
𧝶 x27776 161654 |
𧝷 x27777 161655 |
𧝸 x27778 161656 |
𧝹 x27779 161657 |
𧝺 x2777A 161658 |
𧝻 x2777B 161659 |
𧝼 x2777C 161660 |
𧝽 x2777D 161661 |
𧝾 x2777E 161662 |
𧝿 x2777F 161663 |
𧞀 x27780 161664 |
𧞁 x27781 161665 |
𧞂 x27782 161666 |
𧞃 x27783 161667 |
𧞄 x27784 161668 |
𧞅 x27785 161669 |
𧞆 x27786 161670 |
𧞇 x27787 161671 |
𧞈 x27788 161672 |
𧞉 x27789 161673 |
𧞊 x2778A 161674 |
𧞋 x2778B 161675 |
𧞌 x2778C 161676 |
𧞍 x2778D 161677 |
𧞎 x2778E 161678 |
𧞏 x2778F 161679 |
𧞐 x27790 161680 |
𧞑 x27791 161681 |
𧞒 x27792 161682 |
𧞓 x27793 161683 |
𧞔 x27794 161684 |
𧞕 x27795 161685 |
𧞖 x27796 161686 |
𧞗 x27797 161687 |
𧞘 x27798 161688 |
𧞙 x27799 161689 |
𧞚 x2779A 161690 |
𧞛 x2779B 161691 |
𧞜 x2779C 161692 |
𧞝 x2779D 161693 |
𧞞 x2779E 161694 |
𧞟 x2779F 161695 |
𧞠 x277A0 161696 |
𧞡 x277A1 161697 |
𧞢 x277A2 161698 |
𧞣 x277A3 161699 |
𧞤 x277A4 161700 |
𧞥 x277A5 161701 |
𧞦 x277A6 161702 |
𧞧 x277A7 161703 |
𧞨 x277A8 161704 |
𧞩 x277A9 161705 |
𧞪 x277AA 161706 |
𧞫 x277AB 161707 |
𧞬 x277AC 161708 |
𧞭 x277AD 161709 |
𧞮 x277AE 161710 |
𧞯 x277AF 161711 |
𧞰 x277B0 161712 |
𧞱 x277B1 161713 |
𧞲 x277B2 161714 |
𧞳 x277B3 161715 |
𧞴 x277B4 161716 |
𧞵 x277B5 161717 |
𧞶 x277B6 161718 |
𧞷 x277B7 161719 |
𧞸 x277B8 161720 |
𧞹 x277B9 161721 |
𧞺 x277BA 161722 |
𧞻 x277BB 161723 |
𧞼 x277BC 161724 |
𧞽 x277BD 161725 |
𧞾 x277BE 161726 |
𧞿 x277BF 161727 |
𧟀 x277C0 161728 |
𧟁 x277C1 161729 |
𧟂 x277C2 161730 |
𧟃 x277C3 161731 |
𧟄 x277C4 161732 |
𧟅 x277C5 161733 |
𧟆 x277C6 161734 |
𧟇 x277C7 161735 |
𧟈 x277C8 161736 |
𧟉 x277C9 161737 |
𧟊 x277CA 161738 |
𧟋 x277CB 161739 |
𧟌 x277CC 161740 |
𧟍 x277CD 161741 |
𧟎 x277CE 161742 |
𧟏 x277CF 161743 |
𧟐 x277D0 161744 |
𧟑 x277D1 161745 |
𧟒 x277D2 161746 |
𧟓 x277D3 161747 |
𧟔 x277D4 161748 |
𧟕 x277D5 161749 |
𧟖 x277D6 161750 |
𧟗 x277D7 161751 |
𧟘 x277D8 161752 |
𧟙 x277D9 161753 |
𧟚 x277DA 161754 |
𧟛 x277DB 161755 |
𧟜 x277DC 161756 |
𧟝 x277DD 161757 |
𧟞 x277DE 161758 |
𧟟 x277DF 161759 |
𧟠 x277E0 161760 |
𧟡 x277E1 161761 |
𧟢 x277E2 161762 |
𧟣 x277E3 161763 |
𧟤 x277E4 161764 |
𧟥 x277E5 161765 |
𧟦 x277E6 161766 |
𧟧 x277E7 161767 |
𧟨 x277E8 161768 |
𧟩 x277E9 161769 |
𧟪 x277EA 161770 |
𧟫 x277EB 161771 |
𧟬 x277EC 161772 |
𧟭 x277ED 161773 |
𧟮 x277EE 161774 |
𧟯 x277EF 161775 |
𧟰 x277F0 161776 |
𧟱 x277F1 161777 |
𧟲 x277F2 161778 |
𧟳 x277F3 161779 |
𧟴 x277F4 161780 |
𧟵 x277F5 161781 |
𧟶 x277F6 161782 |
𧟷 x277F7 161783 |
𧟸 x277F8 161784 |
𧟹 x277F9 161785 |
𧟺 x277FA 161786 |
𧟻 x277FB 161787 |
𧟼 x277FC 161788 |
𧟽 x277FD 161789 |
𧟾 x277FE 161790 |
𧟿 x277FF 161791 |
© 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