Cara Menulis Simbul & Karakter Khusus dalam HTML

Kode Nomor HTML Kode Nama HTML Tampilan Simbul Karakter Keterangan
  Spasi
! ! Tanda seru
" " " Kutip ganda
# # Simbol pagar
$ $ Simbol dollar
% % Simbol persen
& & & Simbol dan
' ' Kutip satu
( ( Kurung buka
) ) Kurung tutup
* * Tanda bintang
+ + Tanda tambah
, , Tanda koma
- - Tanda kurang
. . Tanda titik
/ / Garis miring
0 0 Nol
1 1 Satu
2 2 Dua
3 3 Tiga
4 4 Empat
5 5 Lima
6 6 Enam
7 7 Tujuh
8 8 Delapan
9 9 Sembilan
: : Titik dua
&#59; ; Titik koma
&#60; &lt; < Kurang dari
&#61; = Sama dengan
&#62; &gt; > Lebih dari
&#63; ? Tanda tanya
&#64; @ Simbol [at]
&#65; A
&#66; B
&#67; C
&#68; D
&#69; E
&#70; F
&#71; G
&#72; H
&#73; I
&#74; J
&#75; K
&#76; L
&#77; M
&#78; N
&#79; O
&#80; P
&#81; Q
&#82; R
&#83; S
&#84; T
&#85; U
&#86; V
&#87; W
&#88; X
&#89; Y
&#90; Z
&#91; [ Kurung siku buka
&#92; Garis miring terbalik/backslash
&#93; ] Kurung siku tutup
&#94; ^ Tanda sisipan/sirkumfleksa
&#95; _ Garis bawah
&#96; ` Tanda petik
&#97; a
&#98; b
&#99; c
&#100; d
&#101; e
&#102; f
&#103; g
&#104; h
&#105; i
&#106; j
&#107; k
&#108; l
&#109; m
&#110; n
&#111; o
&#112; p
&#113; q
&#114; r
&#115; s
&#116; t
&#117; u
&#118; v
&#119; w
&#120; x
&#121; y
&#122; z
&#123; { Kurung kurawal buka
&#124; | Garis tegak/pipe
&#125; } Kurung kurawal tutup
&#126; ~ Simbol ekuivalen
&#160; &nbsp; Non-breaking space
&#161; &iexcl; ¡ Tanda seru terbalik
&#162; &cent; ¢ Simbol sen
&#163; &pound; £ Simbol pondsterling
&#164; &curren; ¤ Simbol mata uang
&#165; &yen; ¥ Simbol yen
&#166; &brvbar; ¦ Garis tegak terputus
&#167; &sect; § Simbol bagian/seksi
&#168; &uml; ¨ Titik dua di atas huruf vokal
&#169; &copy; © Simbol hak cipta (Copyright)
&#170; &ordf; ª Indikator ordinal feminin
&#171; &laquo; « Panah kiri ganda
&#172; &not; ¬ Simbol bukan
&#173; &shy; ­ Tanda penghubung halus
&#174; &reg; ® Simbol merek dagang terdaftar (Registered trademark)
&#175; &macr; ¯ Garis atas
&#176; &deg; ° Simbol derajat
&#177; &plusmn; ± Simbol lebih kurang
&#178; &sup2; ² Pangkat dua, kuadrat, persegi
&#179; &sup3; ³ Pangkat tiga, kubik
&#180; &acute; ´ Aksen akut
&#181; &micro; µ Simbol mikro
&#182; &para; Simbol pilcrow, simbol paragraf
&#183; &middot; · Titik tengah, koma Georgia
&#184; &cedil; ¸ Spasi cedilla
&#185; &sup1; ¹ Pangkat satu
&#186; &ordm; º Indikator ordinal maskulin
&#187; &raquo; » Panah kanan ganda
&#188; &frac14; ¼ Satu per empat
&#189; &frac12; ½ Satu per dua, setengah
&#190; &frac34; ¾ Tiga per empat
&#191; &iquest; ¿ Tanda tanya terbalik
&#192; &Agrave; À
&#193; &Aacute; Á
&#194; &Acirc; Â
&#195; &Atilde; Ã
&#196; &Auml; Ä
&#197; &Aring; Å
&#198; &AElig; Æ
&#199; &Ccedil; Ç
&#200; &Egrave; È
&#201; &Eacute; É
&#202; &Ecirc; Ê
&#203; &Euml; Ë
&#204; &Igrave; Ì
&#205; &Iacute; Í
&#206; &Icirc; Î
&#207; &Iuml; Ï
&#208; &ETH; Ð
&#209; &Ntilde; Ñ
&#210; &Ograve; Ò
&#211; &Oacute; Ó
&#212; &Ocirc; Ô
&#213; &Otilde; Õ
&#214; &Ouml; Ö
&#215; &times; × Simbol perkalian
&#216; &Oslash; Ø
&#217; &Ugrave; Ù
&#218; &Uacute; Ú
&#219; &Ucirc; Û
&#220; &Uuml; Ü
&#221; &Yacute; Ý
&#222; &THORN; Þ
&#223; &szlig; ß
&#224; &agrave; à
&#225; &aacute; á
&#226; &acirc; â
&#227; &atilde; ã
&#228; &auml; ä
&#229; &aring; å
&#230; &aelig; æ
&#231; &ccedil; ç
&#232; &egrave; è
&#233; &eacute; é
&#234; &ecirc; ê
&#235; &euml; ë
&#236; &igrave; ì
&#237; &iacute; í
&#238; &icirc; î
&#239; &iuml; ï
&#240; &eth; ð
&#241; &ntilde; ñ
&#242; &ograve; ò
&#243; &oacute; ó
&#244; &ocirc; ô
&#245; &otilde; õ
&#246; &ouml; ö
&#247; &divide; ÷ Simbol pembagian
&#248; &oslash; ø
&#249; &ugrave; ù
&#250; &uacute; ú
&#251; &ucirc; û
&#252; &uuml; ü
&#253; &yacute; ý
&#254; &thorn; þ
&#255; &yuml; ÿ
&#338; &OElig; Œ
&#339; &oelig; œ
&#352; &Scaron; Š
&#353; &scaron; š
&#376; &Yuml; Ÿ
&#402; &fnof; ƒ
&#710; &circ; ˆ
&#732; &tilde; ˜
&#913; &Alpha; Α Alpha
&#914; &Beta; Β Beta
&#915; &Gamma; Γ Gamma
&#916; &Delta; Δ Delta
&#917; &Epsilon; Ε Epsilon
&#918; &Zeta; Ζ Zeta
&#919; &Eta; Η Eta
&#920; &Theta; Θ Theta
&#921; &Iota; Ι Iota
&#922; &Kappa; Κ Kappa
&#923; &Lambda; Λ Lambda
&#924; &Mu; Μ Mu
&#925; &Nu; Ν Nu
&#926; &Xi; Ξ Xi
&#927; &Omicron; Ο Omicron
&#928; &Pi; Π Pi
&#929; &Rho; Ρ Rho
&#931; &Sigma; Σ Sigma
&#932; &Tau; Τ Tau
&#933; &Upsilon; Υ Upsilon
&#934; &Phi; Φ Phi
&#935; &Chi; Χ Chi
&#936; &Psi; Ψ Psi
&#937; &Omega; Ω Omega
&#945; &alpha; α alpha
&#946; &beta; β beta
&#947; &gamma; γ gamma
&#948; &delta; δ delta
&#949; &epsilon; ε epsilon
&#950; &zeta; ζ zeta
&#951; &eta; η eta
&#952; &theta; θ theta
&#953; &iota; ι iota
&#954; &kappa; κ kappa
&#955; &lambda; λ lambda
&#956; &mu; μ mu
&#957; &nu; ν nu
&#958; &xi; ξ xi
&#959; &omicron; ο omicron
&#960; &pi; π pi
&#961; &rho; ρ rho
&#962; &sigmaf; ς sigmaf
&#963; &sigma; σ sigma
&#964; &tau; τ tau
&#965; &upsilon; υ upsilon
&#966; &phi; φ phi
&#967; &chi; χ chi
&#968; &psi; ψ psi
&#969; &omega; ω omega
&#977; &thetasym; ϑ Simbol theta
&#978; &upsih; ϒ Simbol upsilon
&#982; &piv; ϖ Simbol pi
&#8194; &ensp;   Spasi en
&#8195; &emsp;   Spasi em
&#8201; &thinsp;   Spasi tipis
&#8204; &zwnj; ‌ Zero width non-joiner
&#8205; &zwj; ‍ Zero width joiner
&#8206; &lrm; ‎ Tanda kiri ke kanan
&#8207; &rlm; ‏ Tanda kanan ke kiri
&#8211; &ndash; – Garis en
&#8212; &mdash; — Garis em
&#8216; &lsquo; ‘ Kutip kiri tunggal
&#8217; &rsquo; ’ Kutip kanan tunggal
&#8218; &sbquo; ‚ Kutip rendah tunggal
&#8220; &ldquo; “ Kutip kiri ganda
&#8221; &rdquo; ” Kutip kanan ganda
&#8222; &bdquo; „ Kutip rendah ganda
&#8224; &dagger; † Salib
&#8225; &Dagger; ‡ Salib ganda
&#8226; &bull; • Peluru
&#8230; &hellip; … Ellipsis horisontal
&#8240; &permil; ‰ Per mil
&#8242; &prime; ′ Menit
&#8243; &Prime; ″ Detik
&#8249; &lsaquo; ‹ Panah kiri tunggal
&#8250; &rsaquo; › Panah kanan tunggal
&#8254; &oline; ‾ Garis atas
&#8364; &euro; € Simbol Euro
&#8482; &trade; ™ Merek dagang
&#8592; &larr; ← Panah kiri
&#8593; &uarr; ↑ Panah atas
&#8594; &rarr; → Panah kanan
&#8595; &darr; ↓ Panah bawah
&#8596; &harr; ↔ Panah kiri kanan
&#8629; &crarr; ↵ Simbol Enter/Carriage return
&#8704; &forall; ∀
&#8706; &part; ∂
&#8707; &exist; ∃
&#8709; &empty; ∅
&#8711; &nabla; ∇
&#8712; &isin; ∈
&#8713; &notin; ∉
&#8715; &ni; ∋
&#8719; &prod; ∏
&#8721; &sum; ∑
&#8722; &minus; −
&#8727; &lowast; ∗
&#8730; &radic; √
&#8733; &prop; ∝
&#8734; &infin; ∞
&#8736; &ang; ∠
&#8743; &and; ∧
&#8744; &or; ∨
&#8745; &cap; ∩
&#8746; &cup; ∪
&#8747; &int; ∫
&#8756; &there4; ∴
&#8764; &sim; ∼
&#8773; &cong; ≅
&#8776; &asymp; ≈
&#8800; &ne; ≠
&#8801; &equiv; ≡
&#8804; &le; ≤
&#8805; &ge; ≥
&#8834; &sub; ⊂
&#8835; &sup; ⊃
&#8836; &nsub; ⊄
&#8838; &sube; ⊆
&#8839; &supe; ⊇
&#8853; &oplus; ⊕
&#8855; &otimes; ⊗
&#8869; &perp; ⊥
&#8901; &sdot; ⋅
&#8968; &lceil; ⌈
&#8969; &rceil; ⌉
&#8970; &lfloor; ⌊
&#8971; &rfloor; ⌋
&#9674; &loz; ◊
&#9824; &spades; ♠
&#9827; &clubs; ♣
&#9829; &hearts; ♥
&#9830; &diams; ♦
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