HTML5 nama entitas (surat - A)
Tidak semua entitas dalam tabel berikut dapat ditampilkan dengan benar di semua browser.
Saat ini, IE 11 adalah satu-satunya yang benar dapat menampilkan setiap HTML5 entitas browser.
karakter | nama entitas | kutukan |
---|---|---|
Á | aacute | 000C1 |
á | aacute | 000E1 |
sebuah | Abreve | 00.102 |
sebuah | abreve | 00.103 |
& Ac; | ac | 0223E |
& Acd; | ACD | 0223F |
& ACE; | kartu as | 0223E + 00.333 |
 | Acirc | 000C2 |
â | acirc | 000E2 |
' | akut | 000B4 |
& Acy; | Acy | 00.410 |
& Acy; | ACY | 00.430 |
Æ | AElig | 000C6 |
æ | aelig | 000E6 |
& Af; | af | 02.061 |
& Afr; | Afr | 1D504 |
& Afr; | AFR | 1D51E |
À | Agrave | 000C0 |
à | agrave | 000E0 |
ℵ | alefsym | 02135 |
& Aleph; | aleph | 02135 |
Α | alfa | 00.391 |
α | alfa | 003B1 |
& Amacr; | Amacr | 00100 |
ā | amacr | 00101 |
& Amalg; | amalg | 02A3F |
& | amp | 00.026 |
& Dan; | dan | 02A53 |
∧ | dan | 02.227 |
& Dandan; | andand | 02A55 |
& Andd; | andd | 02A5C |
& Andslope; | andslope | 02A58 |
& Andv; | andv | 02A5A |
∠ | ang | 02.220 |
& Ange; | ange | 029A4 |
& Angle; | sudut | 02.220 |
& Angmsd; | angmsd | 02.221 |
& Angmsdaa; | angmsdaa | 029A8 |
& Angmsdab; | angmsdab | 029A9 |
& Angmsdac; | angmsdac | 029AA |
& Angmsdad; | angmsdad | 029AB |
& Angmsdae; | angmsdae | 029AC |
& Angmsdaf; | angmsdaf | 029AD |
& Angmsdag; | angmsdag | 029AE |
& Angmsdah; | angmsdah | 029AF |
& Angrt; | angrt | 0221F |
& Angrtvb; | angrtvb | 022BE |
& Angrtvbd; | angrtvbd | 0299D |
& Angsph; | angsph | 02.222 |
Å | kecemasan | 000C5 |
& Angzarr; | angzarr | 0237C |
¤ | Aogon | 00.104 |
ą | aogon | 00.105 |
& Aopf; | Aopf | 1D538 |
& Aopf; | aopf | 1D552 |
& Ap; | ap | 02.248 |
& Apacir; | apacir | 02A6F |
& APE; | kera | 02A70 |
& Approxeq; | kera | 0224A |
& Apid; | apid | 0224B |
' | apos | 00.027 |
& ApplyFunction; | ApplyFunction | 02.061 |
& Approx; | approx | 02.248 |
& Approxeq; | approxeq | 0224A |
Å | aring | 000C5 |
å | aring | 000E5 |
& ASCR; | ASCR | 1D49C |
& ASCR; | ASCR | 1D4B6 |
& Tetapkan; | menetapkan | 02.254 |
* | ast | 0002A |
≈ | asymp | 02.248 |
& Asympeq; | asympeq | 0224D |
à | Atilde | 000C3 |
ã | atilde | 000E3 |
Ä | Auml | 000C4 |
ä | auml | 000E4 |
& Awconint; | awconint | 02.233 |
& Awint; | awint | 02A11 |