Unicode Range x27B00 to x27BFF ( 162560 to 162815 )
𧬀 x27B00 162560 |
𧬁 x27B01 162561 |
𧬂 x27B02 162562 |
𧬃 x27B03 162563 |
𧬄 x27B04 162564 |
𧬅 x27B05 162565 |
𧬆 x27B06 162566 |
𧬇 x27B07 162567 |
𧬈 x27B08 162568 |
𧬉 x27B09 162569 |
𧬊 x27B0A 162570 |
𧬋 x27B0B 162571 |
𧬌 x27B0C 162572 |
𧬍 x27B0D 162573 |
𧬎 x27B0E 162574 |
𧬏 x27B0F 162575 |
𧬐 x27B10 162576 |
𧬑 x27B11 162577 |
𧬒 x27B12 162578 |
𧬓 x27B13 162579 |
𧬔 x27B14 162580 |
𧬕 x27B15 162581 |
𧬖 x27B16 162582 |
𧬗 x27B17 162583 |
𧬘 x27B18 162584 |
𧬙 x27B19 162585 |
𧬚 x27B1A 162586 |
𧬛 x27B1B 162587 |
𧬜 x27B1C 162588 |
𧬝 x27B1D 162589 |
𧬞 x27B1E 162590 |
𧬟 x27B1F 162591 |
𧬠 x27B20 162592 |
𧬡 x27B21 162593 |
𧬢 x27B22 162594 |
𧬣 x27B23 162595 |
𧬤 x27B24 162596 |
𧬥 x27B25 162597 |
𧬦 x27B26 162598 |
𧬧 x27B27 162599 |
𧬨 x27B28 162600 |
𧬩 x27B29 162601 |
𧬪 x27B2A 162602 |
𧬫 x27B2B 162603 |
𧬬 x27B2C 162604 |
𧬭 x27B2D 162605 |
𧬮 x27B2E 162606 |
𧬯 x27B2F 162607 |
𧬰 x27B30 162608 |
𧬱 x27B31 162609 |
𧬲 x27B32 162610 |
𧬳 x27B33 162611 |
𧬴 x27B34 162612 |
𧬵 x27B35 162613 |
𧬶 x27B36 162614 |
𧬷 x27B37 162615 |
𧬸 x27B38 162616 |
𧬹 x27B39 162617 |
𧬺 x27B3A 162618 |
𧬻 x27B3B 162619 |
𧬼 x27B3C 162620 |
𧬽 x27B3D 162621 |
𧬾 x27B3E 162622 |
𧬿 x27B3F 162623 |
𧭀 x27B40 162624 |
𧭁 x27B41 162625 |
𧭂 x27B42 162626 |
𧭃 x27B43 162627 |
𧭄 x27B44 162628 |
𧭅 x27B45 162629 |
𧭆 x27B46 162630 |
𧭇 x27B47 162631 |
𧭈 x27B48 162632 |
𧭉 x27B49 162633 |
𧭊 x27B4A 162634 |
𧭋 x27B4B 162635 |
𧭌 x27B4C 162636 |
𧭍 x27B4D 162637 |
𧭎 x27B4E 162638 |
𧭏 x27B4F 162639 |
𧭐 x27B50 162640 |
𧭑 x27B51 162641 |
𧭒 x27B52 162642 |
𧭓 x27B53 162643 |
𧭔 x27B54 162644 |
𧭕 x27B55 162645 |
𧭖 x27B56 162646 |
𧭗 x27B57 162647 |
𧭘 x27B58 162648 |
𧭙 x27B59 162649 |
𧭚 x27B5A 162650 |
𧭛 x27B5B 162651 |
𧭜 x27B5C 162652 |
𧭝 x27B5D 162653 |
𧭞 x27B5E 162654 |
𧭟 x27B5F 162655 |
𧭠 x27B60 162656 |
𧭡 x27B61 162657 |
𧭢 x27B62 162658 |
𧭣 x27B63 162659 |
𧭤 x27B64 162660 |
𧭥 x27B65 162661 |
𧭦 x27B66 162662 |
𧭧 x27B67 162663 |
𧭨 x27B68 162664 |
𧭩 x27B69 162665 |
𧭪 x27B6A 162666 |
𧭫 x27B6B 162667 |
𧭬 x27B6C 162668 |
𧭭 x27B6D 162669 |
𧭮 x27B6E 162670 |
𧭯 x27B6F 162671 |
𧭰 x27B70 162672 |
𧭱 x27B71 162673 |
𧭲 x27B72 162674 |
𧭳 x27B73 162675 |
𧭴 x27B74 162676 |
𧭵 x27B75 162677 |
𧭶 x27B76 162678 |
𧭷 x27B77 162679 |
𧭸 x27B78 162680 |
𧭹 x27B79 162681 |
𧭺 x27B7A 162682 |
𧭻 x27B7B 162683 |
𧭼 x27B7C 162684 |
𧭽 x27B7D 162685 |
𧭾 x27B7E 162686 |
𧭿 x27B7F 162687 |
𧮀 x27B80 162688 |
𧮁 x27B81 162689 |
𧮂 x27B82 162690 |
𧮃 x27B83 162691 |
𧮄 x27B84 162692 |
𧮅 x27B85 162693 |
𧮆 x27B86 162694 |
𧮇 x27B87 162695 |
𧮈 x27B88 162696 |
𧮉 x27B89 162697 |
𧮊 x27B8A 162698 |
𧮋 x27B8B 162699 |
𧮌 x27B8C 162700 |
𧮍 x27B8D 162701 |
𧮎 x27B8E 162702 |
𧮏 x27B8F 162703 |
𧮐 x27B90 162704 |
𧮑 x27B91 162705 |
𧮒 x27B92 162706 |
𧮓 x27B93 162707 |
𧮔 x27B94 162708 |
𧮕 x27B95 162709 |
𧮖 x27B96 162710 |
𧮗 x27B97 162711 |
𧮘 x27B98 162712 |
𧮙 x27B99 162713 |
𧮚 x27B9A 162714 |
𧮛 x27B9B 162715 |
𧮜 x27B9C 162716 |
𧮝 x27B9D 162717 |
𧮞 x27B9E 162718 |
𧮟 x27B9F 162719 |
𧮠 x27BA0 162720 |
𧮡 x27BA1 162721 |
𧮢 x27BA2 162722 |
𧮣 x27BA3 162723 |
𧮤 x27BA4 162724 |
𧮥 x27BA5 162725 |
𧮦 x27BA6 162726 |
𧮧 x27BA7 162727 |
𧮨 x27BA8 162728 |
𧮩 x27BA9 162729 |
𧮪 x27BAA 162730 |
𧮫 x27BAB 162731 |
𧮬 x27BAC 162732 |
𧮭 x27BAD 162733 |
𧮮 x27BAE 162734 |
𧮯 x27BAF 162735 |
𧮰 x27BB0 162736 |
𧮱 x27BB1 162737 |
𧮲 x27BB2 162738 |
𧮳 x27BB3 162739 |
𧮴 x27BB4 162740 |
𧮵 x27BB5 162741 |
𧮶 x27BB6 162742 |
𧮷 x27BB7 162743 |
𧮸 x27BB8 162744 |
𧮹 x27BB9 162745 |
𧮺 x27BBA 162746 |
𧮻 x27BBB 162747 |
𧮼 x27BBC 162748 |
𧮽 x27BBD 162749 |
𧮾 x27BBE 162750 |
𧮿 x27BBF 162751 |
𧯀 x27BC0 162752 |
𧯁 x27BC1 162753 |
𧯂 x27BC2 162754 |
𧯃 x27BC3 162755 |
𧯄 x27BC4 162756 |
𧯅 x27BC5 162757 |
𧯆 x27BC6 162758 |
𧯇 x27BC7 162759 |
𧯈 x27BC8 162760 |
𧯉 x27BC9 162761 |
𧯊 x27BCA 162762 |
𧯋 x27BCB 162763 |
𧯌 x27BCC 162764 |
𧯍 x27BCD 162765 |
𧯎 x27BCE 162766 |
𧯏 x27BCF 162767 |
𧯐 x27BD0 162768 |
𧯑 x27BD1 162769 |
𧯒 x27BD2 162770 |
𧯓 x27BD3 162771 |
𧯔 x27BD4 162772 |
𧯕 x27BD5 162773 |
𧯖 x27BD6 162774 |
𧯗 x27BD7 162775 |
𧯘 x27BD8 162776 |
𧯙 x27BD9 162777 |
𧯚 x27BDA 162778 |
𧯛 x27BDB 162779 |
𧯜 x27BDC 162780 |
𧯝 x27BDD 162781 |
𧯞 x27BDE 162782 |
𧯟 x27BDF 162783 |
𧯠 x27BE0 162784 |
𧯡 x27BE1 162785 |
𧯢 x27BE2 162786 |
𧯣 x27BE3 162787 |
𧯤 x27BE4 162788 |
𧯥 x27BE5 162789 |
𧯦 x27BE6 162790 |
𧯧 x27BE7 162791 |
𧯨 x27BE8 162792 |
𧯩 x27BE9 162793 |
𧯪 x27BEA 162794 |
𧯫 x27BEB 162795 |
𧯬 x27BEC 162796 |
𧯭 x27BED 162797 |
𧯮 x27BEE 162798 |
𧯯 x27BEF 162799 |
𧯰 x27BF0 162800 |
𧯱 x27BF1 162801 |
𧯲 x27BF2 162802 |
𧯳 x27BF3 162803 |
𧯴 x27BF4 162804 |
𧯵 x27BF5 162805 |
𧯶 x27BF6 162806 |
𧯷 x27BF7 162807 |
𧯸 x27BF8 162808 |
𧯹 x27BF9 162809 |
𧯺 x27BFA 162810 |
𧯻 x27BFB 162811 |
𧯼 x27BFC 162812 |
𧯽 x27BFD 162813 |
𧯾 x27BFE 162814 |
𧯿 x27BFF 162815 |
© 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