Unicode Range x27F00 to x27FFF ( 163584 to 163839 )
𧼀 x27F00 163584 |
𧼁 x27F01 163585 |
𧼂 x27F02 163586 |
𧼃 x27F03 163587 |
𧼄 x27F04 163588 |
𧼅 x27F05 163589 |
𧼆 x27F06 163590 |
𧼇 x27F07 163591 |
𧼈 x27F08 163592 |
𧼉 x27F09 163593 |
𧼊 x27F0A 163594 |
𧼋 x27F0B 163595 |
𧼌 x27F0C 163596 |
𧼍 x27F0D 163597 |
𧼎 x27F0E 163598 |
𧼏 x27F0F 163599 |
𧼐 x27F10 163600 |
𧼑 x27F11 163601 |
𧼒 x27F12 163602 |
𧼓 x27F13 163603 |
𧼔 x27F14 163604 |
𧼕 x27F15 163605 |
𧼖 x27F16 163606 |
𧼗 x27F17 163607 |
𧼘 x27F18 163608 |
𧼙 x27F19 163609 |
𧼚 x27F1A 163610 |
𧼛 x27F1B 163611 |
𧼜 x27F1C 163612 |
𧼝 x27F1D 163613 |
𧼞 x27F1E 163614 |
𧼟 x27F1F 163615 |
𧼠 x27F20 163616 |
𧼡 x27F21 163617 |
𧼢 x27F22 163618 |
𧼣 x27F23 163619 |
𧼤 x27F24 163620 |
𧼥 x27F25 163621 |
𧼦 x27F26 163622 |
𧼧 x27F27 163623 |
𧼨 x27F28 163624 |
𧼩 x27F29 163625 |
𧼪 x27F2A 163626 |
𧼫 x27F2B 163627 |
𧼬 x27F2C 163628 |
𧼭 x27F2D 163629 |
𧼮 x27F2E 163630 |
𧼯 x27F2F 163631 |
𧼰 x27F30 163632 |
𧼱 x27F31 163633 |
𧼲 x27F32 163634 |
𧼳 x27F33 163635 |
𧼴 x27F34 163636 |
𧼵 x27F35 163637 |
𧼶 x27F36 163638 |
𧼷 x27F37 163639 |
𧼸 x27F38 163640 |
𧼹 x27F39 163641 |
𧼺 x27F3A 163642 |
𧼻 x27F3B 163643 |
𧼼 x27F3C 163644 |
𧼽 x27F3D 163645 |
𧼾 x27F3E 163646 |
𧼿 x27F3F 163647 |
𧽀 x27F40 163648 |
𧽁 x27F41 163649 |
𧽂 x27F42 163650 |
𧽃 x27F43 163651 |
𧽄 x27F44 163652 |
𧽅 x27F45 163653 |
𧽆 x27F46 163654 |
𧽇 x27F47 163655 |
𧽈 x27F48 163656 |
𧽉 x27F49 163657 |
𧽊 x27F4A 163658 |
𧽋 x27F4B 163659 |
𧽌 x27F4C 163660 |
𧽍 x27F4D 163661 |
𧽎 x27F4E 163662 |
𧽏 x27F4F 163663 |
𧽐 x27F50 163664 |
𧽑 x27F51 163665 |
𧽒 x27F52 163666 |
𧽓 x27F53 163667 |
𧽔 x27F54 163668 |
𧽕 x27F55 163669 |
𧽖 x27F56 163670 |
𧽗 x27F57 163671 |
𧽘 x27F58 163672 |
𧽙 x27F59 163673 |
𧽚 x27F5A 163674 |
𧽛 x27F5B 163675 |
𧽜 x27F5C 163676 |
𧽝 x27F5D 163677 |
𧽞 x27F5E 163678 |
𧽟 x27F5F 163679 |
𧽠 x27F60 163680 |
𧽡 x27F61 163681 |
𧽢 x27F62 163682 |
𧽣 x27F63 163683 |
𧽤 x27F64 163684 |
𧽥 x27F65 163685 |
𧽦 x27F66 163686 |
𧽧 x27F67 163687 |
𧽨 x27F68 163688 |
𧽩 x27F69 163689 |
𧽪 x27F6A 163690 |
𧽫 x27F6B 163691 |
𧽬 x27F6C 163692 |
𧽭 x27F6D 163693 |
𧽮 x27F6E 163694 |
𧽯 x27F6F 163695 |
𧽰 x27F70 163696 |
𧽱 x27F71 163697 |
𧽲 x27F72 163698 |
𧽳 x27F73 163699 |
𧽴 x27F74 163700 |
𧽵 x27F75 163701 |
𧽶 x27F76 163702 |
𧽷 x27F77 163703 |
𧽸 x27F78 163704 |
𧽹 x27F79 163705 |
𧽺 x27F7A 163706 |
𧽻 x27F7B 163707 |
𧽼 x27F7C 163708 |
𧽽 x27F7D 163709 |
𧽾 x27F7E 163710 |
𧽿 x27F7F 163711 |
𧾀 x27F80 163712 |
𧾁 x27F81 163713 |
𧾂 x27F82 163714 |
𧾃 x27F83 163715 |
𧾄 x27F84 163716 |
𧾅 x27F85 163717 |
𧾆 x27F86 163718 |
𧾇 x27F87 163719 |
𧾈 x27F88 163720 |
𧾉 x27F89 163721 |
𧾊 x27F8A 163722 |
𧾋 x27F8B 163723 |
𧾌 x27F8C 163724 |
𧾍 x27F8D 163725 |
𧾎 x27F8E 163726 |
𧾏 x27F8F 163727 |
𧾐 x27F90 163728 |
𧾑 x27F91 163729 |
𧾒 x27F92 163730 |
𧾓 x27F93 163731 |
𧾔 x27F94 163732 |
𧾕 x27F95 163733 |
𧾖 x27F96 163734 |
𧾗 x27F97 163735 |
𧾘 x27F98 163736 |
𧾙 x27F99 163737 |
𧾚 x27F9A 163738 |
𧾛 x27F9B 163739 |
𧾜 x27F9C 163740 |
𧾝 x27F9D 163741 |
𧾞 x27F9E 163742 |
𧾟 x27F9F 163743 |
𧾠 x27FA0 163744 |
𧾡 x27FA1 163745 |
𧾢 x27FA2 163746 |
𧾣 x27FA3 163747 |
𧾤 x27FA4 163748 |
𧾥 x27FA5 163749 |
𧾦 x27FA6 163750 |
𧾧 x27FA7 163751 |
𧾨 x27FA8 163752 |
𧾩 x27FA9 163753 |
𧾪 x27FAA 163754 |
𧾫 x27FAB 163755 |
𧾬 x27FAC 163756 |
𧾭 x27FAD 163757 |
𧾮 x27FAE 163758 |
𧾯 x27FAF 163759 |
𧾰 x27FB0 163760 |
𧾱 x27FB1 163761 |
𧾲 x27FB2 163762 |
𧾳 x27FB3 163763 |
𧾴 x27FB4 163764 |
𧾵 x27FB5 163765 |
𧾶 x27FB6 163766 |
𧾷 x27FB7 163767 |
𧾸 x27FB8 163768 |
𧾹 x27FB9 163769 |
𧾺 x27FBA 163770 |
𧾻 x27FBB 163771 |
𧾼 x27FBC 163772 |
𧾽 x27FBD 163773 |
𧾾 x27FBE 163774 |
𧾿 x27FBF 163775 |
𧿀 x27FC0 163776 |
𧿁 x27FC1 163777 |
𧿂 x27FC2 163778 |
𧿃 x27FC3 163779 |
𧿄 x27FC4 163780 |
𧿅 x27FC5 163781 |
𧿆 x27FC6 163782 |
𧿇 x27FC7 163783 |
𧿈 x27FC8 163784 |
𧿉 x27FC9 163785 |
𧿊 x27FCA 163786 |
𧿋 x27FCB 163787 |
𧿌 x27FCC 163788 |
𧿍 x27FCD 163789 |
𧿎 x27FCE 163790 |
𧿏 x27FCF 163791 |
𧿐 x27FD0 163792 |
𧿑 x27FD1 163793 |
𧿒 x27FD2 163794 |
𧿓 x27FD3 163795 |
𧿔 x27FD4 163796 |
𧿕 x27FD5 163797 |
𧿖 x27FD6 163798 |
𧿗 x27FD7 163799 |
𧿘 x27FD8 163800 |
𧿙 x27FD9 163801 |
𧿚 x27FDA 163802 |
𧿛 x27FDB 163803 |
𧿜 x27FDC 163804 |
𧿝 x27FDD 163805 |
𧿞 x27FDE 163806 |
𧿟 x27FDF 163807 |
𧿠 x27FE0 163808 |
𧿡 x27FE1 163809 |
𧿢 x27FE2 163810 |
𧿣 x27FE3 163811 |
𧿤 x27FE4 163812 |
𧿥 x27FE5 163813 |
𧿦 x27FE6 163814 |
𧿧 x27FE7 163815 |
𧿨 x27FE8 163816 |
𧿩 x27FE9 163817 |
𧿪 x27FEA 163818 |
𧿫 x27FEB 163819 |
𧿬 x27FEC 163820 |
𧿭 x27FED 163821 |
𧿮 x27FEE 163822 |
𧿯 x27FEF 163823 |
𧿰 x27FF0 163824 |
𧿱 x27FF1 163825 |
𧿲 x27FF2 163826 |
𧿳 x27FF3 163827 |
𧿴 x27FF4 163828 |
𧿵 x27FF5 163829 |
𧿶 x27FF6 163830 |
𧿷 x27FF7 163831 |
𧿸 x27FF8 163832 |
𧿹 x27FF9 163833 |
𧿺 x27FFA 163834 |
𧿻 x27FFB 163835 |
𧿼 x27FFC 163836 |
𧿽 x27FFD 163837 |
𧿾 x27FFE 163838 |
𧿿 x27FFF 163839 |
© 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