25 CommentsLập trình & Website, Mã HTML, Thiết kế website

Danh sách tra cứu mã HTML các ký tự đặc biệt
Các ký tự đặc biệt ví dụ như > < ” … thì khi viết HTML hoặc CSS nhiều khi bạn phải sử dụng mã. Ví dụ để viết HTML hiện thị: <p>HTML</p> bạn phải viết:
&lt;p&gt;HTML&lt;/p&gt;

Hiện thị Mã HTML Dạng số Mã HEX Mã CSS
“ &quot; &#34; u+0022 022
# &num; &#35; u+0023 023
$ &dollar; &#36; u+0024 024
% &percnt; &#37; u+0025 025
& &amp; &#38; u+0026 026
‘ &apos; &#39; u+0027 027
( &lpar; &#40; u+0028 028
) &rpar; &#41; u+0029 029
* &ast; &#42; u+002A 02a
+ &plus; &#43; u+002B 02b
, &comma; &#44; u+002C 02c
– &minus; &#45; u+002D 02d
. &period; &#46; u+002E 02e
/ &sol; &#47; u+002F 02f
: &colon; &#58; u+003A 03a
; &semi; &#59; u+003B 03b
< &lt; &#60; u+003C 03c
= &equals; &#61; u+003D 03d
> &gt; &#62; u+003E 03e
? &quest; &#63; u+003F 03f
@ &commat; &#64; u+0040 040
[ &lsqb; &#91; u+005B 05b
&bsol; &#92; u+005C 05c
] &rsqb; &#93; u+005D 05d
^ &Hat; &#94; u+005E 05e
_ &lowbar; &#95; u+005F 05f
` &grave; &#96; u+0060 060
{ &lcub; &#123; u+007b 07b
| &verbar; &#124; u+007c 07c
} &rcub; &#125; u+007d 07d
0 &nbsp; &#160; %A0 0a0
¡ &iexcl; &#161; %A1 0a1
¢ &cent; &#162; %A2 0a2
£ &pound; &#163; %A3 0a3
¤ &curren; &#164; %A4 0a4
¥ &yen; &#165; %A5 0a5
₹ &#x20B9; &#x20B9; U+20B9 20B9
¦ &brvbar; &#166; %A6 0a6
§ &sect; &#167; %A7 0a7
¨ &uml; &#168; %A8 0a8
© &copy; &#169; %A9 0a9
ª &ordf; &#170; %AA 0aa
« &laquo; &#171; %AB 0ab
¬ &not; &#172; %AC 0ac
0 &shy; &#173; %AD 0ad
® &reg; &#174; %AE 0ae
¯ &macr; &#175; %AF 0af
° &deg; &#176; %B0 0b0
± &plusmn; &#177; %B1 0b1
² &sup2; &#178; %B2 0b2
³ &sup3; &#179; %B3 0b3
´ &acute; &#180; %B4 0b4
µ &micro; &#181; %B5 0b5
&para; &#182; %B6 0b6
· &middot; &#183; %B7 0b7
¸ &cedil; &#184; %B8 0b8
¹ &sup1; &#185; %B9 0b9
º &ordm; &#186; %BA 0ba
» &raquo; &#187; %BB 0bb
¼ &frac14; &#188; %BC 0bc
½ &frac12; &#189; %BD 0bd
¾ &frac34; &#190; %BE 0be
¿ &iquest; &#191; %BF 0bf
À &Agrave; &#192; %C0 0c0
Á &Aacute; &#193; %C1 0c1
 &Acirc; &#194 ; %C2 0c2
à &Atilde; &#195; %C3 0c3
Ä &Auml; &#196; %C4 0c4
Å &Aring; &#197; %C5 0c5
Æ &AElig; &#198; %C6 0c6
Ç &Ccedil; &#199; %C7 0c7
È &Egrave; &#200; %C8 0c8
É &Eacute; &#201; %C9 0c9
Ê &Ecirc; &#202; %CA 0ca
Ë &Euml; &#203; %CB 0cb
Ì &Igrave; &#204; %CC 0cc
Í &Iacute; &#205; %CD 0cd
Î &Icirc; &#206; %CE 0ce
Ï &Iuml; &#207; %CF 0cf
Ð &ETH; &#208; %D0 0d0
Ñ &Ntilde; &#209; %D1 0d1
Ò &Ograve; &#210; %D2 0d2
Ó &Oacute; &#211; %D3 0d3
Ô &Ocirc; &#212; %D4 0d4
Õ &Otilde; &#213; %D5 0d5
Ö &Ouml; &#214; %D6 0d6
× &times; &#215; %D7 0d7
Ø &Oslash; &#216; %D8 0d8
Ù &Ugrave; &#217; %D9 0d9
Ú &Uacute; &#218; %DA 0da
Û &Ucirc; &#219; %DB 0db
Ü &Uuml; &#220; %DC 0dc
Ý &Yacute; &#221; %DD 0dd
Þ &THORN; &#222; %DE 0de
ß &szlig; &#223; %DF 0df
à &agrave; &#224; %E0 0e0
á &aacute; &#225; %E1 0e1
â &acirc; &#226; %E2 0e2
ã &atilde; &#227; %E3 0e3
ä &auml; &#228; %E4 0e4
å &aring; &#229; %E5 0e5
æ &aelig; &#230; %E6 0e6
ç &ccedil; &#231; %E7 0e7
è &egrave; &#232; %E8 0e8
é &eacute; &#233; %E9 0e9
ê &ecirc; &#234; %EA 0ea
ë &euml; &#235; %EB 0eb
ì &igrave; &#236; %EC 0ec
í &iacute; &#237; %ED 0ed
î &icirc; &#238; %EE 0ee
ï &iuml; &#239; %EF 0ef
ð &eth; &#240; %F0 0f0
ñ &ntilde; &#241; %F1 0f1
ò &ograve; &#242; %F2 0f2
ó &oacute; &#243; %F3 0f3
ô &ocirc; &#244; %F4 0f4
õ &otilde; &#245; %F5 0f5
ö &ouml; &#246; %F6 0f6
÷ &divide; &#247; %F7 0f7
ø &oslash; &#248; %F8 0f8
ù &ugrave; &#249; %F9 0f9
ú &uacute; &#250; %FA 0fa
û &ucirc; &#251; %FB 0fb
ü &uuml; &#252; %FC 0fc
ý &yacute; &#253; %FD 0fd
þ &thorn; &#254; %FE 0fe
ÿ &yuml; &#255; %FF 0ff
Π&OElig; &#338; u+0152 152
œ &oelig; &#339; u+0153 153
Š &Scaron; &#352; u+0160 160
š &scaron; &#353; u+0161 161
Ÿ &Yuml; &#376; u+0178 178
ƒ &fnof; &#402; u+0192 192
Α &Alpha; &#913; u+0391 391
Β &Beta; &#914; u+0392 392
Γ &Gamma; &#915; u+0393 393
Δ &Delta; &#916; u+0394 394
Ε &Epsilon; &#917; u+0395 395
Ζ &Zeta; &#918; u+0396 396
Η &Eta; &#919; u+0397 397
Θ &Theta; &#920; u+0398 398
Ι &Iota; &#921; u+0399 399
Κ &Kappa; &#922; u+039A 39a
Λ &Lambda; &#923; u+039B 39b
Μ &Mu; &#924; u+039C 39c
Ν &Nu; &#925; u+039D 39d
Ξ &Xi; &#926; u+039E 39e
Ο &Omicron; &#927; u+039F 39f
Π &Pi; &#928; u+03A0 3a0
Ρ &Rho; &#929; u+03A1 3a1
Σ &Sigma; &#931; u+03A3 3a3
Τ &Tau; &#932; u+03A4 3a4
Υ &Upsilon; &#933; u+03A5 3a5
Φ &Phi; &#934; u+03A6 3a6
Χ &Chi; &#935; u+03A7 3a7
Ψ &Psi; &#936; u+03A8 3a8
Ω &Omega; &#937; u+03A9 3a9
α &alpha; &#945; u+03B1 3b1
β &beta; &#946; u+03B2 3b2
γ &gamma; &#947; u+03B3 3b3
δ &delta; &#948; u+03B4 3b4
ε &epsilon; &#949; u+03B5 3b5
ζ &zeta; &#950; u+03B6 3b6
η &eta; &#951; u+03B7 3b7
θ &theta; &#952; u+03B8 3b8
ι &iota; &#953; u+03B9 3b9
κ &kappa; &#954; u+03BA 3ba
λ &lambda; &#955; u+03BB 3bb
μ &mu; &#956; u+03BC 3bc
ν &nu; &#957; u+03BD 3bd
ξ &xi; &#958; u+03BE 3be
ο &omicron; &#959; u+03BF 3bf
π &pi; &#960; u+03C0 3c0
ρ &rho; &#961; u+03C1 3c1
ς &sigmaf; &#962; u+03C2 3C2
σ &sigma; &#963; u+03C3 3C3
τ &tau; &#964; u+03C4 3C4
υ &upsilon; &#965; u+03C5 3C5
φ &phi; &#966; u+03C6 3C6
χ &chi; &#967; u+03C7 3C7
ψ &psi; &#968; u+03C8 3C8
ω &omega; &#969; u+03C9 3C9
ϑ &thetasym; &#977; u+03D1 3D1
ϒ &upsih; &#978; u+03D2 3D2
ϖ &piv; &#982; u+03D6 3D6
– &ndash; &#8211; u+2013 2013
— &mdash; &#8212; u+2014 2014
‘ &lsquo; &#8216; u+2018 2018
’ &rsquo; &#8217; u+2019 2019
‚ &sbquo; &#8218; u+201A 201A
“ &ldquo; &#8220; u+201C 201C
” &rdquo; &#8221; u+201D 201D
„ &bdquo; &#8222; u+201E 201E
† &dagger; &#8224; u+2020 2020
‡ &Dagger; &#8225; u+2021 2021
‰ &permil; &#8240; u+2030 2030
‹ &lsaquo; &#8249; u+2039 2039
› &rsaquo; &#8250; u+203A 203A
• &bull; &#8226; u+2022 2022
… &hellip; &#8230; u+2026 2026
′ &prime; &#8242; u+2032 2032
″ &Prime; &#8243; u+2033 2033
‾ &oline; &#8254; u+203E 203E
⁄ &frasl; &#8260; u+2044 2044
← &larr; &#8592; u+2190 2190
↑ &uarr; &#8593; u+2191 2191
→ &rarr; &#8594; u+2192 2192
↓ &darr; &#8595; u+2193 2193
↔ &harr; &#8596; u+2194 2194
↵ &crarr; &#8629; u+21B5 21B5
⇐ &lArr; &#8656; u+21D0 21D0
⇑ &uArr; &#8657; u+21D1 21D1
⇒ &rArr; &#8658; u+21D2 21D2
⇓ &dArr; &#8659; u+21D3 21D3
⇔ &hArr; &#8660; u+21D4 21D4
∀ &forall; &#8704; u+2200 2200
∂ &part; &#8706; u+2202 2202
∃ &exist; &#8707; u+2203 2203
∅ &empty; &#8709; u+2205 2205
∇ &nabla; &#8711; u+2207 2207
∈ &isin; &#8712; u+2208 2208
∉ &notin; &#8713; u+2209 2209
∋ &ni; &#8715; u+220B 220B
∏ &prod; &#8719; u+220F 220F
∑ &sum; &#8721; u+2211 2211
− &minus; &#8722; u+2212 2212
∗ &lowast; &#8727; u+2217 2217
√ &radic; &#8730; u+221A 221A
∝ &prop; &#8733; u+221D 221D
∞ &infin; &#8734; u+221E 221E
∠ &ang; &#8736; u+2220 2220
⊥ &and; &#8869; u+2227 2227
⊦ &or; &#8870; u+2228 2228
∩ &cap; &#8745; u+2229 2229
∪ &cup; &#8746; u+222A 222A
∫ &int; &#8747; u+222B 222B
∴ &there4; &#8756; u+2234 2234
∼ &sim; &#8764; u+223C 223C
≅ &cong; &#8773; u+2245 2245
≈ &asymp; &#8776; u+2248 ISOamsr 2248
≠ &ne; &#8800; u+2260 2260
≡ &equiv; &#8801; u+2261 2261
≤ &le; &#8804; u+2264 2264
≥ &ge; &#8805; u+2265 2265
⊂ &sub; &#8834; u+2282 2282
⊃ &sup; &#8835; u+2283 2283
⊄ &nsub; &#8836; u+2284 ISOamsn 2284
⊆ &sube; &#8838; u+2286 2286
⊇ &supe; &#8839; u+2287 2287
⊕ &oplus; &#8853; u+2295 2295
⊗ &otimes; &#8855; u+2297 2297
⊥ &perp; &#8869; u+22A5 22A5
⋅ &sdot; &#8901; u+22C5 22C5
⌈ &lceil; &#8968; u+2308 2308
⌉ &rceil; &#8969; u+2309 2309
⌊ &lfloor; &#8970; u+230A 230A
⌋ &rfloor; &#8971; u+230B 230B
〈 &lang; &#9001; u+2329 2329
〉 &rang; &#9002; u+232A 232A
◊ &loz; &#9674; u+25CA 25CA
♠ &spades; &#9824; u+2660 2660
♣ &clubs; &#9827; u+2663 2663
♥ &hearts; &#9829; u+2665 2665
♦ &diams; &#9830; u+2666 2666
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