UTF-8 encoding table and Unicode characters

page with code points U+1B58 to U+1F57

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language German · English
code positions per page 128 · 256 · 512 · 1024
display format for
UTF-8 encoding		 hex. · decimal · hex. (0x) · octal · binary · for Perl string literals · One Latin-1 char per byte · no display
Unicode character names not displayed · displayed · also display deprecated Unicode 1.0 names
links for adding char to text displayed · not displayed
numerical HTML encoding
of the Unicode character		 not displayed · decimal · hexadecimal
HTML 4.0 character entities displayed · not displayed
Unicode
code point		 character UTF-8
(hex.)
U+1B58᭘0xe1 0xad 0x98
U+1B59᭙0xe1 0xad 0x99
U+1B5A᭚0xe1 0xad 0x9a
U+1B5B᭛0xe1 0xad 0x9b
U+1B5C᭜0xe1 0xad 0x9c
U+1B5D᭝0xe1 0xad 0x9d
U+1B5E᭞0xe1 0xad 0x9e
U+1B5F᭟0xe1 0xad 0x9f
U+1B60᭠0xe1 0xad 0xa0
U+1B61᭡0xe1 0xad 0xa1
U+1B62᭢0xe1 0xad 0xa2
U+1B63᭣0xe1 0xad 0xa3
U+1B64᭤0xe1 0xad 0xa4
U+1B65᭥0xe1 0xad 0xa5
U+1B66᭦0xe1 0xad 0xa6
U+1B67᭧0xe1 0xad 0xa7
U+1B68᭨0xe1 0xad 0xa8
U+1B69᭩0xe1 0xad 0xa9
U+1B6A᭪0xe1 0xad 0xaa
U+1B6B᭫0xe1 0xad 0xab
U+1B6C᭬0xe1 0xad 0xac
U+1B6D᭭0xe1 0xad 0xad
U+1B6E᭮0xe1 0xad 0xae
U+1B6F᭯0xe1 0xad 0xaf
U+1B70᭰0xe1 0xad 0xb0
U+1B71᭱0xe1 0xad 0xb1
U+1B72᭲0xe1 0xad 0xb2
U+1B73᭳0xe1 0xad 0xb3
U+1B74᭴0xe1 0xad 0xb4
U+1B75᭵0xe1 0xad 0xb5
U+1B76᭶0xe1 0xad 0xb6
U+1B77᭷0xe1 0xad 0xb7
U+1B78᭸0xe1 0xad 0xb8
U+1B79᭹0xe1 0xad 0xb9
U+1B7A᭺0xe1 0xad 0xba
U+1B7B᭻0xe1 0xad 0xbb
U+1B7C᭼0xe1 0xad 0xbc
U+1B7D᭽0xe1 0xad 0xbd
U+1B7E᭾0xe1 0xad 0xbe
U+1B7F᭿0xe1 0xad 0xbf
U+1B80ᮀ0xe1 0xae 0x80
U+1B81ᮁ0xe1 0xae 0x81
U+1B82ᮂ0xe1 0xae 0x82
U+1B83ᮃ0xe1 0xae 0x83
U+1B84ᮄ0xe1 0xae 0x84
U+1B85ᮅ0xe1 0xae 0x85
U+1B86ᮆ0xe1 0xae 0x86
U+1B87ᮇ0xe1 0xae 0x87
U+1B88ᮈ0xe1 0xae 0x88
U+1B89ᮉ0xe1 0xae 0x89
U+1B8Aᮊ0xe1 0xae 0x8a
U+1B8Bᮋ0xe1 0xae 0x8b
U+1B8Cᮌ0xe1 0xae 0x8c
U+1B8Dᮍ0xe1 0xae 0x8d
U+1B8Eᮎ0xe1 0xae 0x8e
U+1B8Fᮏ0xe1 0xae 0x8f
U+1B90ᮐ0xe1 0xae 0x90
U+1B91ᮑ0xe1 0xae 0x91
U+1B92ᮒ0xe1 0xae 0x92
U+1B93ᮓ0xe1 0xae 0x93
U+1B94ᮔ0xe1 0xae 0x94
U+1B95ᮕ0xe1 0xae 0x95
U+1B96ᮖ0xe1 0xae 0x96
U+1B97ᮗ0xe1 0xae 0x97
U+1B98ᮘ0xe1 0xae 0x98
U+1B99ᮙ0xe1 0xae 0x99
U+1B9Aᮚ0xe1 0xae 0x9a
U+1B9Bᮛ0xe1 0xae 0x9b
U+1B9Cᮜ0xe1 0xae 0x9c
U+1B9Dᮝ0xe1 0xae 0x9d
U+1B9Eᮞ0xe1 0xae 0x9e
U+1B9Fᮟ0xe1 0xae 0x9f
U+1BA0ᮠ0xe1 0xae 0xa0
U+1BA1ᮡ0xe1 0xae 0xa1
U+1BA2ᮢ0xe1 0xae 0xa2
U+1BA3ᮣ0xe1 0xae 0xa3
U+1BA4ᮤ0xe1 0xae 0xa4
U+1BA5ᮥ0xe1 0xae 0xa5
U+1BA6ᮦ0xe1 0xae 0xa6
U+1BA7ᮧ0xe1 0xae 0xa7
U+1BA8ᮨ0xe1 0xae 0xa8
U+1BA9ᮩ0xe1 0xae 0xa9
U+1BAA᮪0xe1 0xae 0xaa
U+1BAB᮫0xe1 0xae 0xab
U+1BACᮬ0xe1 0xae 0xac
U+1BADᮭ0xe1 0xae 0xad
U+1BAEᮮ0xe1 0xae 0xae
U+1BAFᮯ0xe1 0xae 0xaf
U+1BB0᮰0xe1 0xae 0xb0
U+1BB1᮱0xe1 0xae 0xb1
U+1BB2᮲0xe1 0xae 0xb2
U+1BB3᮳0xe1 0xae 0xb3
U+1BB4᮴0xe1 0xae 0xb4
U+1BB5᮵0xe1 0xae 0xb5
U+1BB6᮶0xe1 0xae 0xb6
U+1BB7᮷0xe1 0xae 0xb7
U+1BB8᮸0xe1 0xae 0xb8
U+1BB9᮹0xe1 0xae 0xb9
U+1BBAᮺ0xe1 0xae 0xba
U+1BBBᮻ0xe1 0xae 0xbb
U+1BBCᮼ0xe1 0xae 0xbc
U+1BBDᮽ0xe1 0xae 0xbd
U+1BBEᮾ0xe1 0xae 0xbe
U+1BBFᮿ0xe1 0xae 0xbf
U+1BC0ᯀ0xe1 0xaf 0x80
U+1BC1ᯁ0xe1 0xaf 0x81
U+1BC2ᯂ0xe1 0xaf 0x82
U+1BC3ᯃ0xe1 0xaf 0x83
U+1BC4ᯄ0xe1 0xaf 0x84
U+1BC5ᯅ0xe1 0xaf 0x85
U+1BC6ᯆ0xe1 0xaf 0x86
U+1BC7ᯇ0xe1 0xaf 0x87
U+1BC8ᯈ0xe1 0xaf 0x88
U+1BC9ᯉ0xe1 0xaf 0x89
U+1BCAᯊ0xe1 0xaf 0x8a
U+1BCBᯋ0xe1 0xaf 0x8b
U+1BCCᯌ0xe1 0xaf 0x8c
U+1BCDᯍ0xe1 0xaf 0x8d
U+1BCEᯎ0xe1 0xaf 0x8e
U+1BCFᯏ0xe1 0xaf 0x8f
U+1BD0ᯐ0xe1 0xaf 0x90
U+1BD1ᯑ0xe1 0xaf 0x91
U+1BD2ᯒ0xe1 0xaf 0x92
U+1BD3ᯓ0xe1 0xaf 0x93
U+1BD4ᯔ0xe1 0xaf 0x94
U+1BD5ᯕ0xe1 0xaf 0x95
U+1BD6ᯖ0xe1 0xaf 0x96
U+1BD7ᯗ0xe1 0xaf 0x97
U+1BD8ᯘ0xe1 0xaf 0x98
U+1BD9ᯙ0xe1 0xaf 0x99
U+1BDAᯚ0xe1 0xaf 0x9a
U+1BDBᯛ0xe1 0xaf 0x9b
U+1BDCᯜ0xe1 0xaf 0x9c
U+1BDDᯝ0xe1 0xaf 0x9d
U+1BDEᯞ0xe1 0xaf 0x9e
U+1BDFᯟ0xe1 0xaf 0x9f
U+1BE0ᯠ0xe1 0xaf 0xa0
U+1BE1ᯡ0xe1 0xaf 0xa1
U+1BE2ᯢ0xe1 0xaf 0xa2
U+1BE3ᯣ0xe1 0xaf 0xa3
U+1BE4ᯤ0xe1 0xaf 0xa4
U+1BE5ᯥ0xe1 0xaf 0xa5
U+1BE6᯦0xe1 0xaf 0xa6
U+1BE7ᯧ0xe1 0xaf 0xa7
U+1BE8ᯨ0xe1 0xaf 0xa8
U+1BE9ᯩ0xe1 0xaf 0xa9
U+1BEAᯪ0xe1 0xaf 0xaa
U+1BEBᯫ0xe1 0xaf 0xab
U+1BECᯬ0xe1 0xaf 0xac
U+1BEDᯭ0xe1 0xaf 0xad
U+1BEEᯮ0xe1 0xaf 0xae
U+1BEFᯯ0xe1 0xaf 0xaf
U+1BF0ᯰ0xe1 0xaf 0xb0
U+1BF1ᯱ0xe1 0xaf 0xb1
U+1BF2᯲0xe1 0xaf 0xb2
U+1BF3᯳0xe1 0xaf 0xb3
U+1BF4᯴0xe1 0xaf 0xb4
U+1BF5᯵0xe1 0xaf 0xb5
U+1BF6᯶0xe1 0xaf 0xb6
U+1BF7᯷0xe1 0xaf 0xb7
U+1BF8᯸0xe1 0xaf 0xb8
U+1BF9᯹0xe1 0xaf 0xb9
U+1BFA᯺0xe1 0xaf 0xba
U+1BFB᯻0xe1 0xaf 0xbb
U+1BFC᯼0xe1 0xaf 0xbc
U+1BFD᯽0xe1 0xaf 0xbd
U+1BFE᯾0xe1 0xaf 0xbe
U+1BFF᯿0xe1 0xaf 0xbf
U+1C00ᰀ0xe1 0xb0 0x80
U+1C01ᰁ0xe1 0xb0 0x81
U+1C02ᰂ0xe1 0xb0 0x82
U+1C03ᰃ0xe1 0xb0 0x83
U+1C04ᰄ0xe1 0xb0 0x84
U+1C05ᰅ0xe1 0xb0 0x85
U+1C06ᰆ0xe1 0xb0 0x86
U+1C07ᰇ0xe1 0xb0 0x87
U+1C08ᰈ0xe1 0xb0 0x88
U+1C09ᰉ0xe1 0xb0 0x89
U+1C0Aᰊ0xe1 0xb0 0x8a
U+1C0Bᰋ0xe1 0xb0 0x8b
U+1C0Cᰌ0xe1 0xb0 0x8c
U+1C0Dᰍ0xe1 0xb0 0x8d
U+1C0Eᰎ0xe1 0xb0 0x8e
U+1C0Fᰏ0xe1 0xb0 0x8f
U+1C10ᰐ0xe1 0xb0 0x90
U+1C11ᰑ0xe1 0xb0 0x91
U+1C12ᰒ0xe1 0xb0 0x92
U+1C13ᰓ0xe1 0xb0 0x93
U+1C14ᰔ0xe1 0xb0 0x94
U+1C15ᰕ0xe1 0xb0 0x95
U+1C16ᰖ0xe1 0xb0 0x96
U+1C17ᰗ0xe1 0xb0 0x97
U+1C18ᰘ0xe1 0xb0 0x98
U+1C19ᰙ0xe1 0xb0 0x99
U+1C1Aᰚ0xe1 0xb0 0x9a
U+1C1Bᰛ0xe1 0xb0 0x9b
U+1C1Cᰜ0xe1 0xb0 0x9c
U+1C1Dᰝ0xe1 0xb0 0x9d
U+1C1Eᰞ0xe1 0xb0 0x9e
U+1C1Fᰟ0xe1 0xb0 0x9f
U+1C20ᰠ0xe1 0xb0 0xa0
U+1C21ᰡ0xe1 0xb0 0xa1
U+1C22ᰢ0xe1 0xb0 0xa2
U+1C23ᰣ0xe1 0xb0 0xa3
U+1C24ᰤ0xe1 0xb0 0xa4
U+1C25ᰥ0xe1 0xb0 0xa5
U+1C26ᰦ0xe1 0xb0 0xa6
U+1C27ᰧ0xe1 0xb0 0xa7
U+1C28ᰨ0xe1 0xb0 0xa8
U+1C29ᰩ0xe1 0xb0 0xa9
U+1C2Aᰪ0xe1 0xb0 0xaa
U+1C2Bᰫ0xe1 0xb0 0xab
U+1C2Cᰬ0xe1 0xb0 0xac
U+1C2Dᰭ0xe1 0xb0 0xad
U+1C2Eᰮ0xe1 0xb0 0xae
U+1C2Fᰯ0xe1 0xb0 0xaf
U+1C30ᰰ0xe1 0xb0 0xb0
U+1C31ᰱ0xe1 0xb0 0xb1
U+1C32ᰲ0xe1 0xb0 0xb2
U+1C33ᰳ0xe1 0xb0 0xb3
U+1C34ᰴ0xe1 0xb0 0xb4
U+1C35ᰵ0xe1 0xb0 0xb5
U+1C36ᰶ0xe1 0xb0 0xb6
U+1C37᰷0xe1 0xb0 0xb7
U+1C38᰸0xe1 0xb0 0xb8
U+1C39᰹0xe1 0xb0 0xb9
U+1C3A᰺0xe1 0xb0 0xba
U+1C3B᰻0xe1 0xb0 0xbb
U+1C3C᰼0xe1 0xb0 0xbc
U+1C3D᰽0xe1 0xb0 0xbd
U+1C3E᰾0xe1 0xb0 0xbe
U+1C3F᰿0xe1 0xb0 0xbf
U+1C40᱀0xe1 0xb1 0x80
U+1C41᱁0xe1 0xb1 0x81
U+1C42᱂0xe1 0xb1 0x82
U+1C43᱃0xe1 0xb1 0x83
U+1C44᱄0xe1 0xb1 0x84
U+1C45᱅0xe1 0xb1 0x85
U+1C46᱆0xe1 0xb1 0x86
U+1C47᱇0xe1 0xb1 0x87
U+1C48᱈0xe1 0xb1 0x88
U+1C49᱉0xe1 0xb1 0x89
U+1C4A᱊0xe1 0xb1 0x8a
U+1C4B᱋0xe1 0xb1 0x8b
U+1C4C᱌0xe1 0xb1 0x8c
U+1C4Dᱍ0xe1 0xb1 0x8d
U+1C4Eᱎ0xe1 0xb1 0x8e
U+1C4Fᱏ0xe1 0xb1 0x8f
U+1C50᱐0xe1 0xb1 0x90
U+1C51᱑0xe1 0xb1 0x91
U+1C52᱒0xe1 0xb1 0x92
U+1C53᱓0xe1 0xb1 0x93
U+1C54᱔0xe1 0xb1 0x94
U+1C55᱕0xe1 0xb1 0x95
U+1C56᱖0xe1 0xb1 0x96
U+1C57᱗0xe1 0xb1 0x97
U+1C58᱘0xe1 0xb1 0x98
U+1C59᱙0xe1 0xb1 0x99
U+1C5Aᱚ0xe1 0xb1 0x9a
U+1C5Bᱛ0xe1 0xb1 0x9b
U+1C5Cᱜ0xe1 0xb1 0x9c
U+1C5Dᱝ0xe1 0xb1 0x9d
U+1C5Eᱞ0xe1 0xb1 0x9e
U+1C5Fᱟ0xe1 0xb1 0x9f
U+1C60ᱠ0xe1 0xb1 0xa0
U+1C61ᱡ0xe1 0xb1 0xa1
U+1C62ᱢ0xe1 0xb1 0xa2
U+1C63ᱣ0xe1 0xb1 0xa3
U+1C64ᱤ0xe1 0xb1 0xa4
U+1C65ᱥ0xe1 0xb1 0xa5
U+1C66ᱦ0xe1 0xb1 0xa6
U+1C67ᱧ0xe1 0xb1 0xa7
U+1C68ᱨ0xe1 0xb1 0xa8
U+1C69ᱩ0xe1 0xb1 0xa9
U+1C6Aᱪ0xe1 0xb1 0xaa
U+1C6Bᱫ0xe1 0xb1 0xab
U+1C6Cᱬ0xe1 0xb1 0xac
U+1C6Dᱭ0xe1 0xb1 0xad
U+1C6Eᱮ0xe1 0xb1 0xae
U+1C6Fᱯ0xe1 0xb1 0xaf
U+1C70ᱰ0xe1 0xb1 0xb0
U+1C71ᱱ0xe1 0xb1 0xb1
U+1C72ᱲ0xe1 0xb1 0xb2
U+1C73ᱳ0xe1 0xb1 0xb3
U+1C74ᱴ0xe1 0xb1 0xb4
U+1C75ᱵ0xe1 0xb1 0xb5
U+1C76ᱶ0xe1 0xb1 0xb6
U+1C77ᱷ0xe1 0xb1 0xb7
U+1C78ᱸ0xe1 0xb1 0xb8
U+1C79ᱹ0xe1 0xb1 0xb9
U+1C7Aᱺ0xe1 0xb1 0xba
U+1C7Bᱻ0xe1 0xb1 0xbb
U+1C7Cᱼ0xe1 0xb1 0xbc
U+1C7Dᱽ0xe1 0xb1 0xbd
U+1C7E᱾0xe1 0xb1 0xbe
U+1C7F᱿0xe1 0xb1 0xbf
U+1C80ᲀ0xe1 0xb2 0x80
U+1C81ᲁ0xe1 0xb2 0x81
U+1C82ᲂ0xe1 0xb2 0x82
U+1C83ᲃ0xe1 0xb2 0x83
U+1C84ᲄ0xe1 0xb2 0x84
U+1C85ᲅ0xe1 0xb2 0x85
U+1C86ᲆ0xe1 0xb2 0x86
U+1C87ᲇ0xe1 0xb2 0x87
U+1C88ᲈ0xe1 0xb2 0x88
U+1C89Ᲊ0xe1 0xb2 0x89
U+1C8Aᲊ0xe1 0xb2 0x8a
U+1C8B᲋0xe1 0xb2 0x8b
U+1C8C᲌0xe1 0xb2 0x8c
U+1C8D᲍0xe1 0xb2 0x8d
U+1C8E᲎0xe1 0xb2 0x8e
U+1C8F᲏0xe1 0xb2 0x8f
U+1C90Ა0xe1 0xb2 0x90
U+1C91Ბ0xe1 0xb2 0x91
U+1C92Გ0xe1 0xb2 0x92
U+1C93Დ0xe1 0xb2 0x93
U+1C94Ე0xe1 0xb2 0x94
U+1C95Ვ0xe1 0xb2 0x95
U+1C96Ზ0xe1 0xb2 0x96
U+1C97Თ0xe1 0xb2 0x97
U+1C98Ი0xe1 0xb2 0x98
U+1C99Კ0xe1 0xb2 0x99
U+1C9AᲚ0xe1 0xb2 0x9a
U+1C9BᲛ0xe1 0xb2 0x9b
U+1C9CᲜ0xe1 0xb2 0x9c
U+1C9DᲝ0xe1 0xb2 0x9d
U+1C9EᲞ0xe1 0xb2 0x9e
U+1C9FᲟ0xe1 0xb2 0x9f
U+1CA0Რ0xe1 0xb2 0xa0
U+1CA1Ს0xe1 0xb2 0xa1
U+1CA2Ტ0xe1 0xb2 0xa2
U+1CA3Უ0xe1 0xb2 0xa3
U+1CA4Ფ0xe1 0xb2 0xa4
U+1CA5Ქ0xe1 0xb2 0xa5
U+1CA6Ღ0xe1 0xb2 0xa6
U+1CA7Ყ0xe1 0xb2 0xa7
U+1CA8Შ0xe1 0xb2 0xa8
U+1CA9Ჩ0xe1 0xb2 0xa9
U+1CAAᲪ0xe1 0xb2 0xaa
U+1CABᲫ0xe1 0xb2 0xab
U+1CACᲬ0xe1 0xb2 0xac
U+1CADᲭ0xe1 0xb2 0xad
U+1CAEᲮ0xe1 0xb2 0xae
U+1CAFᲯ0xe1 0xb2 0xaf
U+1CB0Ჰ0xe1 0xb2 0xb0
U+1CB1Ჱ0xe1 0xb2 0xb1
U+1CB2Ჲ0xe1 0xb2 0xb2
U+1CB3Ჳ0xe1 0xb2 0xb3
U+1CB4Ჴ0xe1 0xb2 0xb4
U+1CB5Ჵ0xe1 0xb2 0xb5
U+1CB6Ჶ0xe1 0xb2 0xb6
U+1CB7Ჷ0xe1 0xb2 0xb7
U+1CB8Ჸ0xe1 0xb2 0xb8
U+1CB9Ჹ0xe1 0xb2 0xb9
U+1CBAᲺ0xe1 0xb2 0xba
U+1CBB᲻0xe1 0xb2 0xbb
U+1CBC᲼0xe1 0xb2 0xbc
U+1CBDᲽ0xe1 0xb2 0xbd
U+1CBEᲾ0xe1 0xb2 0xbe
U+1CBFᲿ0xe1 0xb2 0xbf
U+1CC0᳀0xe1 0xb3 0x80
U+1CC1᳁0xe1 0xb3 0x81
U+1CC2᳂0xe1 0xb3 0x82
U+1CC3᳃0xe1 0xb3 0x83
U+1CC4᳄0xe1 0xb3 0x84
U+1CC5᳅0xe1 0xb3 0x85
U+1CC6᳆0xe1 0xb3 0x86
U+1CC7᳇0xe1 0xb3 0x87
U+1CC8᳈0xe1 0xb3 0x88
U+1CC9᳉0xe1 0xb3 0x89
U+1CCA᳊0xe1 0xb3 0x8a
U+1CCB᳋0xe1 0xb3 0x8b
U+1CCC᳌0xe1 0xb3 0x8c
U+1CCD᳍0xe1 0xb3 0x8d
U+1CCE᳎0xe1 0xb3 0x8e
U+1CCF᳏0xe1 0xb3 0x8f
U+1CD0᳐0xe1 0xb3 0x90
U+1CD1᳑0xe1 0xb3 0x91
U+1CD2᳒0xe1 0xb3 0x92
U+1CD3᳓0xe1 0xb3 0x93
U+1CD4᳔0xe1 0xb3 0x94
U+1CD5᳕0xe1 0xb3 0x95
U+1CD6᳖0xe1 0xb3 0x96
U+1CD7᳗0xe1 0xb3 0x97
U+1CD8᳘0xe1 0xb3 0x98
U+1CD9᳙0xe1 0xb3 0x99
U+1CDA᳚0xe1 0xb3 0x9a
U+1CDB᳛0xe1 0xb3 0x9b
U+1CDC᳜0xe1 0xb3 0x9c
U+1CDD᳝0xe1 0xb3 0x9d
U+1CDE᳞0xe1 0xb3 0x9e
U+1CDF᳟0xe1 0xb3 0x9f
U+1CE0᳠0xe1 0xb3 0xa0
U+1CE1᳡0xe1 0xb3 0xa1
U+1CE2᳢0xe1 0xb3 0xa2
U+1CE3᳣0xe1 0xb3 0xa3
U+1CE4᳤0xe1 0xb3 0xa4
U+1CE5᳥0xe1 0xb3 0xa5
U+1CE6᳦0xe1 0xb3 0xa6
U+1CE7᳧0xe1 0xb3 0xa7
U+1CE8᳨0xe1 0xb3 0xa8
U+1CE9ᳩ0xe1 0xb3 0xa9
U+1CEAᳪ0xe1 0xb3 0xaa
U+1CEBᳫ0xe1 0xb3 0xab
U+1CECᳬ0xe1 0xb3 0xac
U+1CED᳭0xe1 0xb3 0xad
U+1CEEᳮ0xe1 0xb3 0xae
U+1CEFᳯ0xe1 0xb3 0xaf
U+1CF0ᳰ0xe1 0xb3 0xb0
U+1CF1ᳱ0xe1 0xb3 0xb1
U+1CF2ᳲ0xe1 0xb3 0xb2
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