UTF-8 encoding table and Unicode characterspage with code points U+F040 to U+F13FWe need your support - If you like us - feel free to share. |
Unicode code point |
character | UTF-8 (in literal) |
numerical HTML encoding of the Unicode character |
name | |
---|---|---|---|---|---|
U+F040 | | \xef\x81\x80 |  | | |
U+F041 | | \xef\x81\x81 |  | | |
U+F042 | | \xef\x81\x82 |  | | |
U+F043 | | \xef\x81\x83 |  | | |
U+F044 | | \xef\x81\x84 |  | | |
U+F045 | | \xef\x81\x85 |  | | |
U+F046 | | \xef\x81\x86 |  | | |
U+F047 | | \xef\x81\x87 |  | | |
U+F048 | | \xef\x81\x88 |  | | |
U+F049 | | \xef\x81\x89 |  | | |
U+F04A | | \xef\x81\x8a |  | | |
U+F04B | | \xef\x81\x8b |  | | |
U+F04C | | \xef\x81\x8c |  | | |
U+F04D | | \xef\x81\x8d |  | | |
U+F04E | | \xef\x81\x8e |  | | |
U+F04F | | \xef\x81\x8f |  | | |
U+F050 | | \xef\x81\x90 |  | | |
U+F051 | | \xef\x81\x91 |  | | |
U+F052 | | \xef\x81\x92 |  | | |
U+F053 | | \xef\x81\x93 |  | | |
U+F054 | | \xef\x81\x94 |  | | |
U+F055 | | \xef\x81\x95 |  | | |
U+F056 | | \xef\x81\x96 |  | | |
U+F057 | | \xef\x81\x97 |  | | |
U+F058 | | \xef\x81\x98 |  | | |
U+F059 | | \xef\x81\x99 |  | | |
U+F05A | | \xef\x81\x9a |  | | |
U+F05B | | \xef\x81\x9b |  | | |
U+F05C | | \xef\x81\x9c |  | | |
U+F05D | | \xef\x81\x9d |  | | |
U+F05E | | \xef\x81\x9e |  | | |
U+F05F | | \xef\x81\x9f |  | | |
U+F060 | | \xef\x81\xa0 |  | | |
U+F061 | | \xef\x81\xa1 |  | | |
U+F062 | | \xef\x81\xa2 |  | | |
U+F063 | | \xef\x81\xa3 |  | | |
U+F064 | | \xef\x81\xa4 |  | | |
U+F065 | | \xef\x81\xa5 |  | | |
U+F066 | | \xef\x81\xa6 |  | | |
U+F067 | | \xef\x81\xa7 |  | | |
U+F068 | | \xef\x81\xa8 |  | | |
U+F069 | | \xef\x81\xa9 |  | | |
U+F06A | | \xef\x81\xaa |  | | |
U+F06B | | \xef\x81\xab |  | | |
U+F06C | | \xef\x81\xac |  | | |
U+F06D | | \xef\x81\xad |  | | |
U+F06E | | \xef\x81\xae |  | | |
U+F06F | | \xef\x81\xaf |  | | |
U+F070 | | \xef\x81\xb0 |  | | |
U+F071 | | \xef\x81\xb1 |  | | |
U+F072 | | \xef\x81\xb2 |  | | |
U+F073 | | \xef\x81\xb3 |  | | |
U+F074 | | \xef\x81\xb4 |  | | |
U+F075 | | \xef\x81\xb5 |  | | |
U+F076 | | \xef\x81\xb6 |  | | |
U+F077 | | \xef\x81\xb7 |  | | |
U+F078 | | \xef\x81\xb8 |  | | |
U+F079 | | \xef\x81\xb9 |  | | |
U+F07A | | \xef\x81\xba |  | | |
U+F07B | | \xef\x81\xbb |  | | |
U+F07C | | \xef\x81\xbc |  | | |
U+F07D | | \xef\x81\xbd |  | | |
U+F07E | | \xef\x81\xbe |  | | |
U+F07F | | \xef\x81\xbf |  | | |
U+F080 | | \xef\x82\x80 |  | | |
U+F081 | | \xef\x82\x81 |  | | |
U+F082 | | \xef\x82\x82 |  | | |
U+F083 | | \xef\x82\x83 |  | | |
U+F084 | | \xef\x82\x84 |  | | |
U+F085 | | \xef\x82\x85 |  | | |
U+F086 | | \xef\x82\x86 |  | | |
U+F087 | | \xef\x82\x87 |  | | |
U+F088 | | \xef\x82\x88 |  | | |
U+F089 | | \xef\x82\x89 |  | | |
U+F08A | | \xef\x82\x8a |  | | |
U+F08B | | \xef\x82\x8b |  | | |
U+F08C | | \xef\x82\x8c |  | | |
U+F08D | | \xef\x82\x8d |  | | |
U+F08E | | \xef\x82\x8e |  | | |
U+F08F | | \xef\x82\x8f |  | | |
U+F090 | | \xef\x82\x90 |  | | |
U+F091 | | \xef\x82\x91 |  | | |
U+F092 | | \xef\x82\x92 |  | | |
U+F093 | | \xef\x82\x93 |  | | |
U+F094 | | \xef\x82\x94 |  | | |
U+F095 | | \xef\x82\x95 |  | | |
U+F096 | | \xef\x82\x96 |  | | |
U+F097 | | \xef\x82\x97 |  | | |
U+F098 | | \xef\x82\x98 |  | | |
U+F099 | | \xef\x82\x99 |  | | |
U+F09A | | \xef\x82\x9a |  | | |
U+F09B | | \xef\x82\x9b |  | | |
U+F09C | | \xef\x82\x9c |  | | |
U+F09D | | \xef\x82\x9d |  | | |
U+F09E | | \xef\x82\x9e |  | | |
U+F09F | | \xef\x82\x9f |  | | |
U+F0A0 | | \xef\x82\xa0 |  | | |
U+F0A1 | | \xef\x82\xa1 |  | | |
U+F0A2 | | \xef\x82\xa2 |  | | |
U+F0A3 | | \xef\x82\xa3 |  | | |
U+F0A4 | | \xef\x82\xa4 |  | | |
U+F0A5 | | \xef\x82\xa5 |  | | |
U+F0A6 | | \xef\x82\xa6 |  | | |
U+F0A7 | | \xef\x82\xa7 |  | | |
U+F0A8 | | \xef\x82\xa8 |  | | |
U+F0A9 | | \xef\x82\xa9 |  | | |
U+F0AA | | \xef\x82\xaa |  | | |
U+F0AB | | \xef\x82\xab |  | | |
U+F0AC | | \xef\x82\xac |  | | |
U+F0AD | | \xef\x82\xad |  | | |
U+F0AE | | \xef\x82\xae |  | | |
U+F0AF | | \xef\x82\xaf |  | | |
U+F0B0 | | \xef\x82\xb0 |  | | |
U+F0B1 | | \xef\x82\xb1 |  | | |
U+F0B2 | | \xef\x82\xb2 |  | | |
U+F0B3 | | \xef\x82\xb3 |  | | |
U+F0B4 | | \xef\x82\xb4 |  | | |
U+F0B5 | | \xef\x82\xb5 |  | | |
U+F0B6 | | \xef\x82\xb6 |  | | |
U+F0B7 | | \xef\x82\xb7 |  | | |
U+F0B8 | | \xef\x82\xb8 |  | | |
U+F0B9 | | \xef\x82\xb9 |  | | |
U+F0BA | | \xef\x82\xba |  | | |
U+F0BB | | \xef\x82\xbb |  | | |
U+F0BC | | \xef\x82\xbc |  | | |
U+F0BD | | \xef\x82\xbd |  | | |
U+F0BE | | \xef\x82\xbe |  | | |
U+F0BF | | \xef\x82\xbf |  | | |
U+F0C0 | | \xef\x83\x80 |  | | |
U+F0C1 | | \xef\x83\x81 |  | | |
U+F0C2 | | \xef\x83\x82 |  | | |
U+F0C3 | | \xef\x83\x83 |  | | |
U+F0C4 | | \xef\x83\x84 |  | | |
U+F0C5 | | \xef\x83\x85 |  | | |
U+F0C6 | | \xef\x83\x86 |  | | |
U+F0C7 | | \xef\x83\x87 |  | | |
U+F0C8 | | \xef\x83\x88 |  | | |
U+F0C9 | | \xef\x83\x89 |  | | |
U+F0CA | | \xef\x83\x8a |  | | |
U+F0CB | | \xef\x83\x8b |  | | |
U+F0CC | | \xef\x83\x8c |  | | |
U+F0CD | | \xef\x83\x8d |  | | |
U+F0CE | | \xef\x83\x8e |  | | |
U+F0CF | | \xef\x83\x8f |  | | |
U+F0D0 | | \xef\x83\x90 |  | | |
U+F0D1 | | \xef\x83\x91 |  | | |
U+F0D2 | | \xef\x83\x92 |  | | |
U+F0D3 | | \xef\x83\x93 |  | | |
U+F0D4 | | \xef\x83\x94 |  | | |
U+F0D5 | | \xef\x83\x95 |  | | |
U+F0D6 | | \xef\x83\x96 |  | | |
U+F0D7 | | \xef\x83\x97 |  | | |
U+F0D8 | | \xef\x83\x98 |  | | |
U+F0D9 | | \xef\x83\x99 |  | | |
U+F0DA | | \xef\x83\x9a |  | | |
U+F0DB | | \xef\x83\x9b |  | | |
U+F0DC | | \xef\x83\x9c |  | | |
U+F0DD | | \xef\x83\x9d |  | | |
U+F0DE | | \xef\x83\x9e |  | | |
U+F0DF | | \xef\x83\x9f |  | | |
U+F0E0 | | \xef\x83\xa0 |  | | |
U+F0E1 | | \xef\x83\xa1 |  | | |
U+F0E2 | | \xef\x83\xa2 |  | | |
U+F0E3 | | \xef\x83\xa3 |  | | |
U+F0E4 | | \xef\x83\xa4 |  | | |
U+F0E5 | | \xef\x83\xa5 |  | | |
U+F0E6 | | \xef\x83\xa6 |  | | |
U+F0E7 | | \xef\x83\xa7 |  | | |
U+F0E8 | | \xef\x83\xa8 |  | | |
U+F0E9 | | \xef\x83\xa9 |  | | |
U+F0EA | | \xef\x83\xaa |  | | |
U+F0EB | | \xef\x83\xab |  | | |
U+F0EC | | \xef\x83\xac |  | | |
U+F0ED | | \xef\x83\xad |  | | |
U+F0EE | | \xef\x83\xae |  | | |
U+F0EF | | \xef\x83\xaf |  | | |
U+F0F0 | | \xef\x83\xb0 |  | | |
U+F0F1 | | \xef\x83\xb1 |  | | |
U+F0F2 | | \xef\x83\xb2 |  | | |
U+F0F3 | | \xef\x83\xb3 |  | | |
U+F0F4 | | \xef\x83\xb4 |  | | |
U+F0F5 | | \xef\x83\xb5 |  | | |
U+F0F6 | | \xef\x83\xb6 |  | | |
U+F0F7 | | \xef\x83\xb7 |  | | |
U+F0F8 | | \xef\x83\xb8 |  | | |
U+F0F9 | | \xef\x83\xb9 |  | | |
U+F0FA | | \xef\x83\xba |  | | |
U+F0FB | | \xef\x83\xbb |  | | |
U+F0FC | | \xef\x83\xbc |  | | |
U+F0FD | | \xef\x83\xbd |  | | |
U+F0FE | | \xef\x83\xbe |  | | |
U+F0FF | | \xef\x83\xbf |  | | |
U+F100 | | \xef\x84\x80 |  | | |
U+F101 | | \xef\x84\x81 |  | | |
U+F102 | | \xef\x84\x82 |  | | |
U+F103 | | \xef\x84\x83 |  | | |
U+F104 | | \xef\x84\x84 |  | | |
U+F105 | | \xef\x84\x85 |  | | |
U+F106 | | \xef\x84\x86 |  | | |
U+F107 | | \xef\x84\x87 |  | | |
U+F108 | | \xef\x84\x88 |  | | |
U+F109 | | \xef\x84\x89 |  | | |
U+F10A | | \xef\x84\x8a |  | | |
U+F10B | | \xef\x84\x8b |  | | |
U+F10C | | \xef\x84\x8c |  | | |
U+F10D | | \xef\x84\x8d |  | | |
U+F10E | | \xef\x84\x8e |  | | |
U+F10F | | \xef\x84\x8f |  | | |
U+F110 | | \xef\x84\x90 |  | | |
U+F111 | | \xef\x84\x91 |  | | |
U+F112 | | \xef\x84\x92 |  | | |
U+F113 | | \xef\x84\x93 |  | | |
U+F114 | | \xef\x84\x94 |  | | |
U+F115 | | \xef\x84\x95 |  | | |
U+F116 | | \xef\x84\x96 |  | | |
U+F117 | | \xef\x84\x97 |  | | |
U+F118 | | \xef\x84\x98 |  | | |
U+F119 | | \xef\x84\x99 |  | | |
U+F11A | | \xef\x84\x9a |  | | |
U+F11B | | \xef\x84\x9b |  | | |
U+F11C | | \xef\x84\x9c |  | | |
U+F11D | | \xef\x84\x9d |  | | |
U+F11E | | \xef\x84\x9e |  | | |
U+F11F | | \xef\x84\x9f |  | | |
U+F120 | | \xef\x84\xa0 |  | | |
U+F121 | | \xef\x84\xa1 |  | | |
U+F122 | | \xef\x84\xa2 |  | | |
U+F123 | | \xef\x84\xa3 |  | | |
U+F124 | | \xef\x84\xa4 |  | | |
U+F125 | | \xef\x84\xa5 |  | | |
U+F126 | | \xef\x84\xa6 |  | | |
U+F127 | | \xef\x84\xa7 |  | | |
U+F128 | | \xef\x84\xa8 |  | | |
U+F129 | | \xef\x84\xa9 |  | | |
U+F12A | | \xef\x84\xaa |  | | |
U+F12B | | \xef\x84\xab |  | | |
U+F12C | | \xef\x84\xac |  | | |
U+F12D | | \xef\x84\xad |  | | |
U+F12E | | \xef\x84\xae |  | | |
U+F12F | | \xef\x84\xaf |  | | |
U+F130 | | \xef\x84\xb0 |  | | |
U+F131 | | \xef\x84\xb1 |  | | |
U+F132 | | \xef\x84\xb2 |  | | |
U+F133 | | \xef\x84\xb3 |  | | |
U+F134 | | \xef\x84\xb4 |  | | |
U+F135 | | \xef\x84\xb5 |  | | |
U+F136 | | \xef\x84\xb6 |  | | |
U+F137 | | \xef\x84\xb7 |  | | |
U+F138 | | \xef\x84\xb8 |  | | |
U+F139 | | \xef\x84\xb9 |  | | |
U+F13A | | \xef\x84\xba |  | | |
U+F13B | | \xef\x84\xbb |  | | |
U+F13C | | \xef\x84\xbc |  | | |
U+F13D | | \xef\x84\xbd |  | | |
U+F13E | | \xef\x84\xbe |  | | |
U+F13F | | \xef\x84\xbf |  | |