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{{further|Character (computing)|Grapheme}}
Unicode aims at encoding graphemes, not individual "meanings" ("semantics") of graphemes, and not [[glyph]]s.
It is a matter of case-by-case judgement whether such characters should receive separate encoding when used in technical contexts, e.g. Greek letters used as mathematical symbols: thus, the choice to have a "[[micro-]] sign" µ separate from Greek μ, but not a "[[Mega-|Mega]] sign" separate from Latin M, was a pragmatic decision by
Note that merely having different "meanings" is not sufficient grounds to split a grapheme into several characters
==Compatibility issues==
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===Roman numerals===
Unicode has a number of characters specifically designated as [[Roman numerals]], as part of the
The pre-combined glyphs should only be used to represent the individual numbers where the use of individual glyphs is not wanted, and not to replace compounded numbers. For example, one can combine {{char|Ⅹ}} with {{char|Ⅰ}} to produce Roman numeral 11 ({{char|ⅩⅠ}}), so U+216A ({{char|Ⅺ}}) is canonically equivalent to {{char|ⅩⅠ}}. Such characters are also referred to as composite compatibility characters or decomposable compatibility characters. Such characters would not normally have been included within the Unicode standard except for compatibility with other existing encodings (see [[Unicode compatibility characters]]). The goal was to accommodate simple translation from existing encodings into Unicode. This makes translations in the opposite direction complicated because multiple Unicode characters may map to a single character in another encoding. Without the compatibility concerns the only characters necessary would be: {{Char|Ⅰ}}, {{Char|Ⅴ}}, {{Char|Ⅹ}}, {{Char|Ⅼ}}, {{Char|Ⅽ}}, {{Char|Ⅾ}}, {{Char|Ⅿ}}, {{Char|ⅰ}}, {{Char|ⅴ}}, {{Char|ⅹ}}, {{Char|ⅼ}}, {{Char|ⅽ}}, {{Char|ⅾ}}, {{Char|ⅿ}}, {{Char|ↀ}}, {{Char|ↁ}}, {{Char|ↂ}}, {{Char|ↇ}}, {{Char|ↈ}}, and {{Char|Ↄ
=== Arabic presentation forms ===
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* {{unichar|FB28}}
These characters are variants of ordinary Hebrew letters encoded for [[Justification (typesetting)|justification]] of texts written in Hebrew, such as the Torah. Unicode also encodes a stylistic variant of {{Unichar|5e2}} at {{Unichar|FB20}}.
== List ==
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* {{Unichar|FB29}}: {{Unichar|002b}}
* {{Unichar|0343|cwith=◌}}: {{Unichar|0313|cwith=◌}}
* {{Unichar|1ffd}}: {{Unichar|00B4}}
==See also==
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