Caractères étendus
ENTITÉ AFFICHAGE
excl !
num #
dollar $
percnt %
amp &
quot "
lpar (
rpar )
ast *
plus +
comma ,
hyphen ‐
period .
sol /
colon :
semi ;
lt <
equals =
gt >
quest ?
commat @
lsqb [
bsol \
rsqb ]
circ ˆ
lowbar _
grave `
lcub {
verbar |
rcub }
tilde ˜
nbsp
iexcl ¡
cent ¢
pound £
curren ¤
yen ¥
brvbar ¦
sect §
die,Dot ¨,¨
uml ¨
copy ©
ordf ª
laquo «
not ¬
shy
reg ®
macr ¯
deg °
plusmn ±
sup2 ²
sup3 ³
acute ´
micro µ
para ¶
middot ·
cedil ¸
sup1 ¹
ordm º
raquo »
frac14 ¼
frac12 ½
frac34 ¾
iquest ¿
Agrave À
Aacute Á
Acirc Â
Atilde Ã
Auml Ä
Aring Å
AElig Æ
Ccedil Ç
Egrave È
Eacute É
Ecirc Ê
Euml Ë
Igrave Ì
Iacute Í
Icirc Î
Iuml Ï
ETH Ð
Ntilde Ñ
Ograve Ò
Oacute Ó
Ocirc Ô
Otilde Õ
Ouml Ö
times ×
Oslash Ø
Ugrave Ù
Uacute Ú
Ucirc Û
Uuml Ü
Yacute Ý
THORN Þ
szlig ß
agrave à
aacute á
acirc â
atilde ã
auml ä
aring å
aelig æ
ccedil ç
egrave è
eacute é
ecirc ê
euml ë
igrave ì
iacute í
icirc î
iuml ï
eth ð
ntilde ñ
ograve ò
oacute ó
ocirc ô
otilde õ
ouml ö
divide ÷
oslash ø
ugrave ù
uacute ú
ucirc û
uuml ü
yacute ý
thorn þ
yuml ÿ
Amacr Ā
amacr ā
Abreve Ă
abreve ă
Aogon Ą
aogon ą
Cacute Ć
cacute ć
Ccirc Ĉ
ccirc ĉ
Cdot Ċ
cdot ċ
Ccaron Č
ccaron č
Dcaron Ď
dcaron ď
Dstrok Đ
dstrok đ
Emacr Ē
emacr ē
Edot Ė
edot ė
Eogon Ę
eogon ę
Ecaron Ě
ecaron ě
Gcirc Ĝ
gcirc ĝ
Gbreve Ğ
gbreve ğ
Gdot Ġ
gdot ġ
Gcedil Ģ
gcedil &gcedil;
Hcirc Ĥ
hcirc ĥ
Hstrok Ħ
hstrok ħ
Itilde Ĩ
itilde ĩ
Imacr Ī
imacr ī
Iogon Į
iogon į
Idot İ
inodot ı
IJlig IJ
ijlig ij
Jcirc Ĵ
jcirc ĵ
Kcedil Ķ
kcedil ķ
kgreen ĸ
Lacute Ĺ
lacute ĺ
Lcedil Ļ
lcedil ļ
Lcaron Ľ
lcaron ľ
Lmidot Ŀ
lmidot ŀ
Lstrok Ł
lstrok ł
Nacute Ń
nacute ń
Ncedil Ņ
ncedil ņ
Ncaron Ň
ncaron ň
napos ʼn
ENG Ŋ
eng ŋ
Omacr Ō
omacr ō
Odblac Ő
odblac ő
OElig Œ
oelig œ
Racute Ŕ
racute ŕ
Rcedil Ŗ
rcedil ŗ
Rcaron Ř
rcaron ř
Sacute Ś
sacute ś
Scirc Ŝ
scirc ŝ
Scedil Ş
scedil ş
Scaron Š
scaron š
Tcedil Ţ
tcedil ţ
Tcaron Ť
tcaron ť
Tstrok Ŧ
tstrok ŧ
Utilde Ũ
utilde ũ
Umacr Ū
umacr ū
Ubreve Ŭ
ubreve ŭ
Uring Ů
uring ů
Udblac Ű
udblac ű
Uogon Ų
uogon ų
Wcirc Ŵ
wcirc ŵ
Ycirc Ŷ
ycirc ŷ
Yuml Ÿ
Zacute Ź
zacute ź
Zdot Ż
zdot ż
Zcaron Ž
zcaron ž
fnof ƒ
apos '
caron ˇ
breve ˘
dot ˙
ring ˚
ogon ˛
tilde ˜
dblac ˝
Aacgr &Aacgr;
Eacgr &Eacgr;
EEacgr &EEacgr;
Iacgr &Iacgr;
Oacgr &Oacgr;
Uacgr &Uacgr;
OHacgr &OHacgr;
idiagr &idiagr;
Agr &Agr;
Bgr &Bgr;
Ggr,Gamma &Ggr;,Γ
Dgr,Delta &Dgr;,Δ
Egr &Egr;
Zgr &Zgr;
EEgr &EEgr;
THgr,Theta &THgr;,Θ
Igr &Igr;
Kgr &Kgr;
Lgr,Lambda &Lgr;,Λ
Mgr &Mgr;
Ngr &Ngr;
Xgr,Xi &Xgr;,Ξ
Ogr &Ogr;
Pgr,Pi &Pgr;,Π
Rgr &Rgr;
Sgr,Sigma &Sgr;,Σ
Tgr &Tgr;
Ugr,Upsi &Ugr;,ϒ
PHgr,Phi &PHgr;,Φ
KHgr &KHgr;
PSgr,Psi &PSgr;,Ψ
OHgr,Omega &OHgr;,Ω
Idigr &Idigr;
Udigr &Udigr;
aacgr &aacgr;
eacgr &eacgr;
eeacgr &eeacgr;
iacgr &iacgr;
udiagr &udiagr;
agr,alpha &agr;,α
bgr,beta &bgr;,β
ggr,gamma &ggr;,γ
dgr,delta &dgr;,δ
egr,epsi &egr;,ε
zgr,zeta &zgr;,ζ
eegr,eta &eegr;,η
thetas &thetas;
thgr &thgr;
igr,iota &igr;,ι
kgr,kappa &kgr;,κ
lgr,lambda &lgr;,λ
mgr,mu &mgr;,μ
ngr,nu &ngr;,ν
xgr,xi &xgr;,ξ
ogr &ogr;
pgr,pi &pgr;,π
rgr,rho &rgr;,ρ
sfgr,sigmav &sfgr;,ς
sgr,sigma &sgr;,σ
tgr,tau &tgr;,τ
ugr,upsi &ugr;,υ
phgr,phis &phgr;,&phis;
khgr,chi &khgr;,χ
psgr,psi &psgr;,ψ
ohgr,omega &ohgr;,ω
idigr &idigr;
udigr &udigr;
oacgr &oacgr;
uacgr &uacgr;
ohacgr &ohacgr;
thetav ϑ
phiv ϕ
piv ϖ
gammad ϝ
kappav ϰ
rhov ϱ
IOcy Ё
DJcy Ђ
GJcy Ѓ
Jukcy Є
DScy Ѕ
Iukcy І
YIcy Ї
Jsercy Ј
LJcy Љ
NJcy Њ
TSHcy Ћ
KJcy Ќ
Ubrcy Ў
DZcy Џ
Acy А
Bcy Б
Vcy В
Gcy Г
dcy д
IEcy Е
ZHcy Ж
Zcy З
Icy И
Jcy Й
Kcy К
Lcy Л
Mcy М
Ncy Н
Ocy О
Pcy П
Rcy Р
Scy С
Tcy Т
Ucy У
Fcy Ф
KHcy Х
TScy Ц
CHcy Ч
SHcy Ш
SHCHcy Щ
HARDcy Ъ
Ycy Ы
SOFTcy Ь
Ecy Э
YUcy Ю
YAcy Я
acy а
bcy б
vcy в
gcy г
dcy д
iecy е
zhcy ж
zcy з
icy и
jcy й
kcy к
lcy л
mcy м
ncy н
ocy о
pcy п
rcy р
scy с
tcy т
ucy у
fcy ф
khcy х
tscy ц
chcy ч
shcy ш
shchcy щ
hardcy ъ
ycy ы
softcy ь
ecy э
yucy ю
yacy я
iocy ё
djcy ђ
gjcy ѓ
jukcy є
dscy ѕ
iukcy і
yicy ї
jsercy ј
ljcy љ
njcy њ
tshcy ћ
kjcy ќ
ubrcy ў
dzcy џ
ensp
emsp
emsp13
emsp14
numsp
puncsp
thinsp
hairsp
dash ‐
ndash –
mdash —
horbar ―
Verbar ‖
lsquo ‘
rsquor ’
rsquo ’
lsquor ‚
ldquo “
rdquor ”
rdquo ”
ldquor „
dagger †
Dagger ‡
bull •
nldr ‥
hellip …
mldr …
permil ‰
prime ′
vprime &vprime;
Prime ″
tprime ‴
bprime ‵
caret ⁁
hybull ⁃
tdot ⃛
DotDot ⃜
incare ℅
hamilt ℋ
planck ℏ
image ℑ
lagran ℒ
ell ℓ
numero №
copysr ℗
weierp ℘
real ℜ
rx ℞
trade ™
ohm Ω
angst Å
bernou ℬ
phmmat ℳ
order ℴ
aleph ℵ
beth ℶ
gimel ℷ
daleth ℸ
frac13 ⅓
frac23 ⅔
frac15 ⅕
frac25 ⅖
frac35 ⅗
frac45 ⅘
frac16 ⅙
frac56 ⅚
frac18 ⅛
frac38 ⅜
frac58 ⅝
frac78 ⅞
larr ←
uarr ↑
rarr →
darr ↓
harr ↔
varr ↕
nwarr ↖
nearr ↗
drarr &drarr;
dlarr &dlarr;
nlarr ↚
nrarr ↛
rarrw ↝
Larr ↞
Rarr ↠
larrtl ↢
rarrtl ↣
map ↦
larrhk ↩
rarrhk ↪
larrlp ↫
rarrlp ↬
harrw ↭
nharr ↮
lsh ↰
rsh ↱
cularr ↶
curarr ↷
olarr ↺
orarr ↻
lharu ↼
lhard ↽
uharr ↾
uharl ↿
rharu ⇀
rhard ⇁
dharr ⇂
dharl ⇃
rlarr2 &rlarr2;
lrarr2 &lrarr2;
larr2 &larr2;
uarr2 &uarr2;
rarr2 &rarr2;
darr2 &darr2;
lrhar2 &lrhar2;
rlhar2 &rlhar2;
nlArr ⇍
nhArr ⇎
nrArr ⇏
lArr ⇐
uArr ⇑
rArr ⇒
dArr ⇓
hArr,iff ⇔,⇔
vArr ⇕
lAarr ⇚
rAarr ⇛
rarrw ↝
forall ∀
comp ∁
part ∂
exist ∃
nexist ∄
empty ∅
nabla ∇
isin ∈
notin ∉
epsis &epsis;
ni ∋
bepsi ϶
prod ∏
coprod ∐
amalg ⨿
samalg &samalg;
sum ∑
minus −
mnplus ∓
plusdo ∔
setmn ∖
compfn ∘
radic √
vprop ∝
prop ∝
infin ∞
ang90 &ang90;
ang ∠
angmsd ∡
angsph ∢
mid ∣
nmid ∤
par ∥
npar ∦
and ∧
or ∨
cap ∩
cup ∪
int ∫
conint ∮
there4 ∴
becaus ∵
thksim ∼
sim ∼
bsim ∽
wreath ≀
nsim ≁
sime ≃
nsime ≄
cong ≅
ncong ≇
thkap ≈
ap ≈
nap ≉
ape ≊
bcong ≌
asymp ≈
bump ≎
bumpe ≏
esdot ≐
eDot ≑
efDot ≒
erDot ≓
colone ≔
ecolon ≕
ecir ≖
cire ≗
wedgeq ≙
trie ≜
ne ≠
equiv ≡
nequiv ≢
le ≤
les ⩽
ge ≥
ges ⩾
lE ≦
gE ≧
lnE ≨
lvnE ≨︀
gnE ≩
gvnE ≩︀
Lt ≪
Gt ≫
twixt ≬
nlt ≮
ngt ≯
nles ⩽̸
nle ≰
nges ⩾̸
nge ≱
lsim ≲
gsim ≳
lg ≶
gl ≷
pr ≺
sc ≻
cupre &cupre;
sccue ≽
prsim ≾
scsim ≿
npr ⊀
nsc ⊁
sub ⊂
sup ⊃
nsub ⊄
nsup ⊅
sube ⊆
supe ⊇
nsube ⊈
nsupe ⊉
subnE ⫋
supnE ⫌
uplus ⊎
sqsub ⊏
sqsup ⊐
sqsube ⊑
sqsupe ⊒
sqcap ⊓
sqcup ⊔
oplus ⊕
ominus ⊖
otimes ⊗
osol ⊘
odot ⊙
ocir ⊚
oast ⊛
odash ⊝
plusb ⊞
minusb ⊟
timesb ⊠
sdotb ⊡
vdash ⊢
dashv ⊣
top ⊤
bottom ⊥
perp ⊥
models ⊧
vDash ⊨
Vdash ⊩
Vvdash ⊪
nvdash ⊬
nvDash ⊭
nVdash ⊮
nVDash ⊯
vltri ⊲
vrtri ⊳
ltrie ⊴
rtrie ⊵
mumap ⊸
intcal ⊺
veebar ⊻
barwed ⌅
diam ⋄
sdot ⋅
sstarf ⋆
divonx ⋇
bowtie ⋈
ltimes ⋉
rtimes ⋊
lthree ⋋
rthree ⋌
bsime ⋍
cuvee ⋎
cuwed ⋏
Sub ⋐
Sup ⋑
Cap ⋒
Cup ⋓
fork ⋔
ldot &ldot;
gsdot &gsdot;
Ll ⋘
Gg ⋙
leg ⋚
gel ⋛
els ⪕
egs ⪖
cuepr ⋞
cuesc ⋟
npre ⪯̸
nsce ⪰̸
lnsim ⋦
gnsim ⋧
prnsim ⋨
scnsim ⋩
nltri ⋪
nrtri ⋫
nltrie ⋬
nrtrie ⋭
vellip ⋮
Barwed ⌆
lceil ⌈
rceil ⌉
lfloor ⌊
rfloor ⌋
drcrop ⌌
dlcrop ⌍
urcrop ⌎
ulcrop ⌏
telrec ⌕
target ⌖
ulcorn ⌜
urcorn ⌝
dlcorn ⌞
drcorn ⌟
frown ⌢
smile ⌣
lang ⟨
rang ⟩
blank ␣
oS Ⓢ
boxh ─
boxv │
boxdr ┌
boxdl ┐
boxur └
boxul ┘
boxvr ├
boxvl ┤
boxhd ┬
boxhu ┴
boxvh ┼
boxH ═
boxV ║
boxdR ╒
boxDr ╓
boxDR ╔
boxdL ╕
boxDl ╖
boxDL ╗
boxuR ╘
boxUr ╙
boxUR ╚
boxuL ╛
boxUl ╜
boxUL ╝
boxvR ╞
boxVr ╟
boxVR ╠
boxvL ╡
boxVl ╢
boxVL ╣
boxHd ╤
boxhD ╥
boxHD ╦
boxHu ╧
boxhU ╨
boxHU ╩
boxvH ╪
boxVh ╫
boxVH ╬
uhblk ▀
lhblk ▄
block █
blk14 ░
blk12 ▒
blk34 ▓
squ,square □,□
squf ▪
rect ▭
marker ▮
xutri △
utrif ▴
utri ▵
rtrif ▸
rtri ▹
xdtri ▽
dtrif ▾
dtri ▿
ltrif ◂
ltri ◃
cir ○
xcirc ◯
starf ★
star ☆
phone ☎
female ♀
male ♂
spades ♠
hearts ♥
diams ♦
clubs ♣
sung ♪
flat ♭
natur ♮
sharp ♯
check ✓
cross ✗
malt ✠
lozf ⧫
loz ◊
sextile &sextile;
