Unicode Range x23600 to x236FF ( 144896 to 145151 )
𣘀 x23600 144896 |
𣘁 x23601 144897 |
𣘂 x23602 144898 |
𣘃 x23603 144899 |
𣘄 x23604 144900 |
𣘅 x23605 144901 |
𣘆 x23606 144902 |
𣘇 x23607 144903 |
𣘈 x23608 144904 |
𣘉 x23609 144905 |
𣘊 x2360A 144906 |
𣘋 x2360B 144907 |
𣘌 x2360C 144908 |
𣘍 x2360D 144909 |
𣘎 x2360E 144910 |
𣘏 x2360F 144911 |
𣘐 x23610 144912 |
𣘑 x23611 144913 |
𣘒 x23612 144914 |
𣘓 x23613 144915 |
𣘔 x23614 144916 |
𣘕 x23615 144917 |
𣘖 x23616 144918 |
𣘗 x23617 144919 |
𣘘 x23618 144920 |
𣘙 x23619 144921 |
𣘚 x2361A 144922 |
𣘛 x2361B 144923 |
𣘜 x2361C 144924 |
𣘝 x2361D 144925 |
𣘞 x2361E 144926 |
𣘟 x2361F 144927 |
𣘠 x23620 144928 |
𣘡 x23621 144929 |
𣘢 x23622 144930 |
𣘣 x23623 144931 |
𣘤 x23624 144932 |
𣘥 x23625 144933 |
𣘦 x23626 144934 |
𣘧 x23627 144935 |
𣘨 x23628 144936 |
𣘩 x23629 144937 |
𣘪 x2362A 144938 |
𣘫 x2362B 144939 |
𣘬 x2362C 144940 |
𣘭 x2362D 144941 |
𣘮 x2362E 144942 |
𣘯 x2362F 144943 |
𣘰 x23630 144944 |
𣘱 x23631 144945 |
𣘲 x23632 144946 |
𣘳 x23633 144947 |
𣘴 x23634 144948 |
𣘵 x23635 144949 |
𣘶 x23636 144950 |
𣘷 x23637 144951 |
𣘸 x23638 144952 |
𣘹 x23639 144953 |
𣘺 x2363A 144954 |
𣘻 x2363B 144955 |
𣘼 x2363C 144956 |
𣘽 x2363D 144957 |
𣘾 x2363E 144958 |
𣘿 x2363F 144959 |
𣙀 x23640 144960 |
𣙁 x23641 144961 |
𣙂 x23642 144962 |
𣙃 x23643 144963 |
𣙄 x23644 144964 |
𣙅 x23645 144965 |
𣙆 x23646 144966 |
𣙇 x23647 144967 |
𣙈 x23648 144968 |
𣙉 x23649 144969 |
𣙊 x2364A 144970 |
𣙋 x2364B 144971 |
𣙌 x2364C 144972 |
𣙍 x2364D 144973 |
𣙎 x2364E 144974 |
𣙏 x2364F 144975 |
𣙐 x23650 144976 |
𣙑 x23651 144977 |
𣙒 x23652 144978 |
𣙓 x23653 144979 |
𣙔 x23654 144980 |
𣙕 x23655 144981 |
𣙖 x23656 144982 |
𣙗 x23657 144983 |
𣙘 x23658 144984 |
𣙙 x23659 144985 |
𣙚 x2365A 144986 |
𣙛 x2365B 144987 |
𣙜 x2365C 144988 |
𣙝 x2365D 144989 |
𣙞 x2365E 144990 |
𣙟 x2365F 144991 |
𣙠 x23660 144992 |
𣙡 x23661 144993 |
𣙢 x23662 144994 |
𣙣 x23663 144995 |
𣙤 x23664 144996 |
𣙥 x23665 144997 |
𣙦 x23666 144998 |
𣙧 x23667 144999 |
𣙨 x23668 145000 |
𣙩 x23669 145001 |
𣙪 x2366A 145002 |
𣙫 x2366B 145003 |
𣙬 x2366C 145004 |
𣙭 x2366D 145005 |
𣙮 x2366E 145006 |
𣙯 x2366F 145007 |
𣙰 x23670 145008 |
𣙱 x23671 145009 |
𣙲 x23672 145010 |
𣙳 x23673 145011 |
𣙴 x23674 145012 |
𣙵 x23675 145013 |
𣙶 x23676 145014 |
𣙷 x23677 145015 |
𣙸 x23678 145016 |
𣙹 x23679 145017 |
𣙺 x2367A 145018 |
𣙻 x2367B 145019 |
𣙼 x2367C 145020 |
𣙽 x2367D 145021 |
𣙾 x2367E 145022 |
𣙿 x2367F 145023 |
𣚀 x23680 145024 |
𣚁 x23681 145025 |
𣚂 x23682 145026 |
𣚃 x23683 145027 |
𣚄 x23684 145028 |
𣚅 x23685 145029 |
𣚆 x23686 145030 |
𣚇 x23687 145031 |
𣚈 x23688 145032 |
𣚉 x23689 145033 |
𣚊 x2368A 145034 |
𣚋 x2368B 145035 |
𣚌 x2368C 145036 |
𣚍 x2368D 145037 |
𣚎 x2368E 145038 |
𣚏 x2368F 145039 |
𣚐 x23690 145040 |
𣚑 x23691 145041 |
𣚒 x23692 145042 |
𣚓 x23693 145043 |
𣚔 x23694 145044 |
𣚕 x23695 145045 |
𣚖 x23696 145046 |
𣚗 x23697 145047 |
𣚘 x23698 145048 |
𣚙 x23699 145049 |
𣚚 x2369A 145050 |
𣚛 x2369B 145051 |
𣚜 x2369C 145052 |
𣚝 x2369D 145053 |
𣚞 x2369E 145054 |
𣚟 x2369F 145055 |
𣚠 x236A0 145056 |
𣚡 x236A1 145057 |
𣚢 x236A2 145058 |
𣚣 x236A3 145059 |
𣚤 x236A4 145060 |
𣚥 x236A5 145061 |
𣚦 x236A6 145062 |
𣚧 x236A7 145063 |
𣚨 x236A8 145064 |
𣚩 x236A9 145065 |
𣚪 x236AA 145066 |
𣚫 x236AB 145067 |
𣚬 x236AC 145068 |
𣚭 x236AD 145069 |
𣚮 x236AE 145070 |
𣚯 x236AF 145071 |
𣚰 x236B0 145072 |
𣚱 x236B1 145073 |
𣚲 x236B2 145074 |
𣚳 x236B3 145075 |
𣚴 x236B4 145076 |
𣚵 x236B5 145077 |
𣚶 x236B6 145078 |
𣚷 x236B7 145079 |
𣚸 x236B8 145080 |
𣚹 x236B9 145081 |
𣚺 x236BA 145082 |
𣚻 x236BB 145083 |
𣚼 x236BC 145084 |
𣚽 x236BD 145085 |
𣚾 x236BE 145086 |
𣚿 x236BF 145087 |
𣛀 x236C0 145088 |
𣛁 x236C1 145089 |
𣛂 x236C2 145090 |
𣛃 x236C3 145091 |
𣛄 x236C4 145092 |
𣛅 x236C5 145093 |
𣛆 x236C6 145094 |
𣛇 x236C7 145095 |
𣛈 x236C8 145096 |
𣛉 x236C9 145097 |
𣛊 x236CA 145098 |
𣛋 x236CB 145099 |
𣛌 x236CC 145100 |
𣛍 x236CD 145101 |
𣛎 x236CE 145102 |
𣛏 x236CF 145103 |
𣛐 x236D0 145104 |
𣛑 x236D1 145105 |
𣛒 x236D2 145106 |
𣛓 x236D3 145107 |
𣛔 x236D4 145108 |
𣛕 x236D5 145109 |
𣛖 x236D6 145110 |
𣛗 x236D7 145111 |
𣛘 x236D8 145112 |
𣛙 x236D9 145113 |
𣛚 x236DA 145114 |
𣛛 x236DB 145115 |
𣛜 x236DC 145116 |
𣛝 x236DD 145117 |
𣛞 x236DE 145118 |
𣛟 x236DF 145119 |
𣛠 x236E0 145120 |
𣛡 x236E1 145121 |
𣛢 x236E2 145122 |
𣛣 x236E3 145123 |
𣛤 x236E4 145124 |
𣛥 x236E5 145125 |
𣛦 x236E6 145126 |
𣛧 x236E7 145127 |
𣛨 x236E8 145128 |
𣛩 x236E9 145129 |
𣛪 x236EA 145130 |
𣛫 x236EB 145131 |
𣛬 x236EC 145132 |
𣛭 x236ED 145133 |
𣛮 x236EE 145134 |
𣛯 x236EF 145135 |
𣛰 x236F0 145136 |
𣛱 x236F1 145137 |
𣛲 x236F2 145138 |
𣛳 x236F3 145139 |
𣛴 x236F4 145140 |
𣛵 x236F5 145141 |
𣛶 x236F6 145142 |
𣛷 x236F7 145143 |
𣛸 x236F8 145144 |
𣛹 x236F9 145145 |
𣛺 x236FA 145146 |
𣛻 x236FB 145147 |
𣛼 x236FC 145148 |
𣛽 x236FD 145149 |
𣛾 x236FE 145150 |
𣛿 x236FF 145151 |
© 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