Named Character Entities - D Programming Language
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# Named Character Entities

Contents

    NamedCharacterEntity:
        & Identifier ;

The full list of named character entities from the HTML 5 Spec is supported except for the named entities which contain multiple code points. Below is a partial list of the named character entities.

Note: Not all glyphs will display properly in the Glyph column in all browsers.

Named Character Entities
Name | Value | Glyph
--- | --- | ---
quot | 34 | "
amp | 38 | &
lt | 60 | <
gt | 62 | >
OElig | 338 | Œ
oelig | 339 | œ
Scaron | 352 | Š
scaron | 353 | š
Yuml | 376 | ÿ
circ | 710 | ˆ
tilde | 732 | ˜
ensp | 8194 |
emsp | 8195 |
thinsp | 8201 |
zwnj | 8204 | ‌
zwj | 8205 | ‍
lrm | 8206 | ‎
rlm | 8207 | ‏
ndash | 8211 | –
mdash | 8212 | —
lsquo | 8216 | ‘
rsquo | 8217 | ’
sbquo | 8218 | ‚
ldquo | 8220 | “
rdquo | 8221 | ”
bdquo | 8222 | „
dagger | 8224 | †
Dagger | 8225 | ‡
permil | 8240 | ‰
lsaquo | 8249 | ‹
rsaquo | 8250 | ›
euro | 8364 | €

Latin-1 (ISO-8859-1) Entities
Name | Value | Glyph
--- | --- | ---
nbsp | 160 |
iexcl | 161 | ¡
cent | 162 | ¢
pound | 163 | £
curren | 164 | ¤
yen | 165 | ¥
brvbar | 166 | ¦
sect | 167 | §
uml | 168 | ¨
copy | 169 | ©
ordf | 170 | ª
laquo | 171 | «
not | 172 | ¬
shy | 173 |
reg | 174 | ®
macr | 175 | ¯
deg | 176 | °
plusmn | 177 | ±
sup2 | 178 | ²
sup3 | 179 | ³
acute | 180 | ´
micro | 181 | µ
para | 182 | ¶
middot | 183 | ·
cedil | 184 | ¸
sup1 | 185 | ¹
ordm | 186 | º
raquo | 187 | »
frac14 | 188 | ¼
frac12 | 189 | ½
frac34 | 190 | ¾
iquest | 191 | ¿
Agrave | 192 | À
Aacute | 193 | Á
Acirc | 194 | Â
Atilde | 195 | Ã
Auml | 196 | Ä
Aring | 197 | Å
AElig | 198 | Æ
Ccedil | 199 | Ç
Egrave | 200 | È
Eacute | 201 | É
Ecirc | 202 | Ê
Euml | 203 | Ë
Igrave | 204 | Ì
Iacute | 205 | Í
Icirc | 206 | Î
Iuml | 207 | Ï
ETH | 208 | Ð
Ntilde | 209 | Ñ
Ograve | 210 | Ò
Oacute | 211 | Ó
Ocirc | 212 | Ô
Otilde | 213 | Õ
Ouml | 214 | Ö
times | 215 | ×
Oslash | 216 | Ø
Ugrave | 217 | Ù
Uacute | 218 | Ú
Ucirc | 219 | Û
Uuml | 220 | Ü
Yacute | 221 | Ý
THORN | 222 | Þ
szlig | 223 | ß
agrave | 224 | à
aacute | 225 | á
acirc | 226 | â
atilde | 227 | ã
auml | 228 | ä
aring | 229 | å
aelig | 230 | æ
ccedil | 231 | ç
egrave | 232 | è
eacute | 233 | é
ecirc | 234 | ê
euml | 235 | ë
igrave | 236 | ì
iacute | 237 | í
icirc | 238 | î
iuml | 239 | ï
eth | 240 | ð
ntilde | 241 | ñ
ograve | 242 | ò
oacute | 243 | ó
ocirc | 244 | ô
otilde | 245 | õ
ouml | 246 | ö
divide | 247 | ÷
oslash | 248 | ø
ugrave | 249 | ù
uacute | 250 | ú
ucirc | 251 | û
uuml | 252 | ü
yacute | 253 | ý
thorn | 254 | þ
yuml | 255 | ÿ

Symbols and Greek letter entities
Name | Value | Glyph
--- | --- | ---
fnof | 402 | ƒ
Alpha | 913 | Α
Beta | 914 | Β
Gamma | 915 | Γ
Delta | 916 | Δ
Epsilon | 917 | Ε
Zeta | 918 | Ζ
Eta | 919 | Η
Theta | 920 | Θ
Iota | 921 | Ι
Kappa | 922 | Κ
Lambda | 923 | Λ
Mu | 924 | Μ
Nu | 925 | Ν
Xi | 926 | Ξ
Omicron | 927 | Ο
Pi | 928 | Π
Rho | 929 | Ρ
Sigma | 931 | Σ
Tau | 932 | Τ
Upsilon | 933 | Υ
Phi | 934 | Φ
Chi | 935 | Χ
Psi | 936 | Ψ
Omega | 937 | Ω
alpha | 945 | α
beta | 946 | β
gamma | 947 | γ
delta | 948 | δ
epsilon | 949 | ε
zeta | 950 | ζ
eta | 951 | η
theta | 952 | θ
iota | 953 | ι
kappa | 954 | κ
lambda | 955 | λ
mu | 956 | μ
nu | 957 | ν
xi | 958 | ξ
omicron | 959 | ο
pi | 960 | π
rho | 961 | ρ
sigmaf | 962 | ς
sigma | 963 | σ
tau | 964 | τ
upsilon | 965 | υ
phi | 966 | φ
chi | 967 | χ
psi | 968 | ψ
omega | 969 | ω
thetasym | 977 | ϑ
upsih | 978 | ϒ
piv | 982 | ϖ
bull | 8226 | •
hellip | 8230 | …
prime | 8242 | ′
Prime | 8243 | ″
oline | 8254 | ‾
frasl | 8260 | ⁄
weierp | 8472 | ℘
image | 8465 | ℑ
real | 8476 | ℜ
trade | 8482 | ™
alefsym | 8501 | ℵ
larr | 8592 | ←
uarr | 8593 | ↑
rarr | 8594 | →
darr | 8595 | ↓
harr | 8596 | ↔
crarr | 8629 | ↵
lArr | 8656 | ⇐
uArr | 8657 | ⇑
rArr | 8658 | ⇒
dArr | 8659 | ⇓
hArr | 8660 | ⇔
forall | 8704 | ∀
part | 8706 | ∂
exist | 8707 | ∃
empty | 8709 | ∅
nabla | 8711 | ∇
isin | 8712 | ∈
notin | 8713 | ∉
ni | 8715 | ∋
prod | 8719 | ∏
sum | 8721 | ∑
minus | 8722 | −
lowast | 8727 | ∗
radic | 8730 | √
prop | 8733 | ∝
infin | 8734 | ∞
ang | 8736 | ∠
and | 8743 | ∧
or | 8744 | ∨
cap | 8745 | ∩
cup | 8746 | ∪
int | 8747 | ∫
there4 | 8756 | ∴
sim | 8764 | ∼
cong | 8773 | ≅
asymp | 8776 | ≈
ne | 8800 | ≠
equiv | 8801 | ≡
le | 8804 | ≤
ge | 8805 | ≥
sub | 8834 | ⊂
sup | 8835 | ⊃
nsub | 8836 | ⊄
sube | 8838 | ⊆
supe | 8839 | ⊇
oplus | 8853 | ⊕
otimes | 8855 | ⊗
perp | 8869 | ⊥
sdot | 8901 | ⋅
lceil | 8968 | ⌈
rceil | 8969 | ⌉
lfloor | 8970 | ⌊
rfloor | 8971 | ⌋
loz | 9674 | ◊
spades | 9824 | ♠
clubs | 9827 | ♣
hearts | 9829 | ♥
diams | 9830 | ♦
lang | 10216 | ⟨
rang | 10217 | ⟩

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