This code point first appeared in version 5.2 of the Unicode® Standard and belongs to the "Inscriptional Parthian" block which goes from 0x10B40 to 0x10B5F.
You can safely add this character in your html code with the entity: 𐭎
You can use the u+10B4E copy pc button below.
Easy u+10B4E copy paste:
The following table show specific meta-data that is known about this character.The u+10B4E name is inscriptional parthian letter samekh emoji.
|Codepoint (hex)||10B4E, u10B4E|
|Character age||Unicode 5.2|
|Legacy name (Unicode 1.0)||-|
|Official name (Unicode 15.0)||INSCRIPTIONAL PARTHIAN LETTER SAMEKH|
|resolved name||inscriptional parthian letter samekh|
|block||Inscriptional Parthian (Inscriptional_Parthian)|
|common typos||u+01B4E, u+B104E|
There are alternative spelling that can be found in the wild for the unicode character 10B4E like u 10B4E, (u+10B4E) or u +10B4E. You can also find u-10B4E, u*10B4E, un+10B4E, u10B4E, u=10B4E or c+10B4E. You can also spell it with u 10B4E unicode, u plus 10B4E, uncode 10B4E or unicode + 10B4E.
Its bidirectional class is "R":Right-to-Left (RLM, Hebrew alphabet, and related punctuation)
Glyphs and symbols in your browser
The following unicode chart presents different versions of the glyph corresponding to the unicode characters u+10B4E that are available on your computer.
In order to type this character easily, you may want to download and install a unicode Inscriptional Parthian keyboard.
A sample of fonts are used below to display whether the character has a glyph in this font or not.
Encodings (Unicode characters converter)
The following character table converter for +u10B4E allows you to see the value of the character in different encodings
|UTF-8||F0 90 AD 8E||4036013454||11110000 10010000 10101101 10001110|
|UCS2||02 D8 4E DF||47730399||00000010 11011000 01001110 11011111|
|UTF-16LE||02 D8 4E DF||47730399||00000010 11011000 01001110 11011111|
|UTF-16BE||D8 02 DF 4E||3624066894||11011000 00000010 11011111 01001110|
|UTF7||2B 32 41 4C 66 54 67 2D||-||-|
|UTF7-IMAP||26 32 41 4C 66 54 67 2D||-||-|