Output

Input

Input

PostScript

Notes

name

code

name !

!

33

exclam

"

"

34

quotedbl

#

#

35

numbersign

$

$

36

dollar

%

%

37

percent

&

&

38

ampersand

’

'

39

quoteright

(

(

40

parenleft

)

)

41

parenright

*

*

42

asterisk

+

+

43

plus

,

,

44

comma

-

-

45

hyphen

.

.

46

period

/

/

47

slash

:

:

58

colon

;

;

59

semicolon

<

<

60

less

=

=

61

equal

>

>

62

greater

?

?

63

question

@

@

64

at

[

[

91

bracketleft

\

\

92

backslash

]

]

93

bracketright

^

^

94

circumflex

circumflex accent

_

_

95

underscore

’

`

96

quoteleft

{

{

123

braceleft

|

|

124

bar

}

}

125

braceright

~

~

126

tilde

tilde accent

¡

¡

161

exclamdown

¢

¢

162

cent

£

£

163

sterling

¤

¤

164

currency

¥

¥

165

yen

¦

¦

166

brokenbar

§

§

167

section

¨

¨

168

dieresis

©

©

169

copyright

ª

ª

170

ordfeminine

«

«

171

guillemotleft

¬

¬

172

logicalnot

173

hyphen

®

®

174

registered

¯

¯

175

macron

°

°

176

degree

±

±

177

plusminus

²

²

178

twosuperior

³

³

179

threesuperior

´

´

180

acute

acute accent

µ

µ

181

mu

¶

¶

182

paragraph

·

·

183

periodcentered

¸

¸

184

cedilla

¹

¹

185

onesuperior

º

º

186

ordmasculine

»

»

187

guillemotright

¼

¼

188

onequarter

½

½

189

onehalf

¾

¾

190

threequarters

¿

¿

191

questiondown

À

À

192

Agrave

Á

Á

193

Aacute

Â

Â

194

Acircumflex

Ã

Ã

195

Atilde

Ä

Ä

196

Adieresis

Å

Å

197

Aring

Æ

Æ

198

AE

Ç

Ç

199

Ccedilla

È

È

200

Egrave

É

É

201

Eacute

Ê

Ê

202

Ecircumflex

Ë

Ë

203

Edieresis

Ì

Ì

204

Igrave

Í

Í

205

Iacute

Î

Î

206

Icircumflex

Ï

Ï

207

Idieresis

Ð

Ð

208

Eth

Ñ

Ñ

209

Ntilde

Ò

Ò

210

Ograve

Ó

Ó

211

Oacute

Ô

Ô

212

Ocircumflex

Õ

Õ

213

Otilde

Ö

Ö

214

Odieresis

×

×

215

multiply

Ø

Ø

216

Oslash

Ù

Ù

217

Ugrave

Ú

Ú

218

Uacute

Û

Û

219

Ucircumflex

Ü

Ü

220

Udieresis

Ý

Ý

221

Yacute

Þ

Þ

222

Thorn

ß

ß

223

germandbls

à

à

224

agrave

á

á

225

aacute

â

â

226

acircumflex

ã

ã

227

atilde

ä

ä

228

adieresis

å

å

229

aring

æ

æ

230

ae

ç

ç

231

ccedilla

è

è

232

egrave

é

é

233

eacute

ê

ê

234

ecircumflex

ë

ë

235

edieresis

ì

ì

236

igrave

í

í

237

iacute

î

î

238

icircumflex

ï

ï

239

idieresis

ð

ð

240

eth

ñ

ñ

241

ntilde

ò

ò

242

ograve

ó

ó

243

oacute

ô

ô

244

ocircumflex

õ

õ

245

otilde

ö

ö

246

odieresis

÷

÷

247

divide

ø

ø

248

oslash

ù

ù

249

ugrave

ú

ú

250

uacute

û

û

251

ucircumflex

ü

ü

252

udieresis

ý

ý

253

yacute

þ

þ

254

thorn

ÿ

ÿ

255

ydieresis

Ð

\(-D

Eth

Icelandic uppercase eth

ð

\(Sd

eth

Icelandic lowercase eth

Þ

\(TP

Thorn

Icelandic uppercase thorn

þ

\(Tp

thorn

Icelandic lowercase thorn

Æ

\(AE

AE

æ

\(ae

ae

Œ

\(OE

OE

œ

\(oe

oe

IJ

\(IJ

IJ

Dutch IJ ligature

ij

\(ij

ij

Dutch ij ligature

ß

\(ss

germandbls

Á

\('A

Aacute

Ć

\('C

Cacute

É

\('E

Eacute

Í

\('I

Iacute

Ó

\('O

Oacute

Ú

\('U

Uacute

á

\('a

aacute

ć

\('c

cacute

é

\('e

eacute

í

\('i

iacute

ó

\('o

oacute

ú

\('u

uacute

Ä

\(:A

Adieresis

Ë

\(:E

Edieresis

Ï

\(:I

Idieresis

Ö

\(:O

Odieresis

Ü

\(:U

Udieresis

Ÿ

\(:Y

Ydieresis

ä

\(:a

adieresis

ë

\(:e

edieresis

ï

\(:i

idieresis

ö

\(:o

odieresis

ü

\(:u

udieresis

ÿ

\(:y

ydieresis

Â

\(^A

Acircumflex

Ê

\(^E

Ecircumflex

Î

\(^I

Icircumflex

Ô

\(^O

Ocircumflex

Û

\(^U

Ucircumflex

â

\(^a

acircumflex

ê

\(^e

ecircumflex

î

\(^i

icircumflex

ô

\(^o

ocircumflex

û

\(^u

ucircumflex

À

\(`A

Agrave

È

\(`E

Egrave

Ì

\(`I

Igrave

Ò

\(`O

Ograve

Ù

\(`U

Ugrave

à

\(`a

agrave

è

\(`e

egrave

ì

\(`i

igrave

ò

\(`o

ograve

ù

\(`u

ugrave

Ã

\(~A

Atilde

Ñ

\(~N

Ntilde

Õ

\(~O

Otilde

ã

\(~a

atilde

ñ

\(~n

ntilde

õ

\(~o

otilde

Š

\(vS

Scaron

š

\(vs

scaron

Ž

\(vZ

Zcaron

ž

\(vz

zcaron

Ç

\(,C

Ccedilla

ç

\(,c

ccedilla

Ł

\(/L

Lslash

Polish L with a slash

ł

\(/l

lslash

Polish l with a slash

Ø

\(/O

Oslash

ø

\(/o

oslash

Å

\(oA

Aring

å

\(oa

aring

˝

\(a"

hungarumlaut

Hungarian umlaut

¯

\(a-

macron

macron or bar accent

˙

\(a.

dotaccent

dot accent

^

\(a^

circumflex

circumflex accent

´

\(aa

acute

acute accent

`

\(ga

grave

grave accent

˘

\(ab

breve

breve accent

¸

\(ac

cedilla

cedilla accent

¨

\(ad

dieresis

umlaut or dieresis

ˇ

\(ah

caron

háˇek accent

˚

\(ao

ring

ring or circle accent

~

\(a~

tilde

tilde accent

˛

\(ho

ogonek

hook or ogonek accent

ı

\(.i

dotlessi

i without a dot

¤

\(Cs

currency

Scandinavian currency sign

$

\(Do

dollar

£

\(Po

sterling

¥

\(Ye

yen

ƒ

\(Fn

florin

¢

\(ct

cent

«

\(Fo

guillemotleft

»

\(Fc

guillemotright

‹

\(fo

guilsinglleft

›

\(fc

guilsinglright

¡

\(r!

exclamdown

¿

\(r?

questiondown

ff

\(ff

ff

ff ligature

fi

\(fi

fi

fi ligature

fl

\(fl

fl

fl ligature

ffi

\(Fi

ffi

ffi ligature

ffl

\(Fl

ffl

ffl ligature

✓

\(OK

check mark, tick

ª

\(Of

ordfeminine

º

\(Om

ordmasculine

¹

\(S1

onesuperior

²

\(S2

twosuperior

³

\(S3

threesuperior

←

\(<-

arrowleft

→

\(->

arrowright

↔

\(<>

arrowboth

horizontal double-headed arrow

↓

\(da

arrowdown

↑

\(ua

arrowup

↕

\(va

vertical double-headed arrow

⇐

\(lA

arrowdblleft

⇒

\(rA

arrowdblright

⇔

\(hA

arrowdblboth

horizontal double-headed double arrow

⇓

\(dA

arrowdbldown

⇑

\(uA

arrowdblup

⇕

\(vA

vertical double-headed double arrow

|

\(ba

bar

¦

\(bb

brokenbar

│

\(br

br

box rule with traditional troff metrics

_

\(ru

ru

baseline rule

_

\(ul

ul

underline with traditional troff metrics

⎪

\(bv

bv

bold vertical

○

\(ci

circle

•

\(bu

bullet

©

\(co

copyright

®

\(rg

registered

™

\(tm

trademark

‡

\(dd

daggerdbl

double dagger sign

†

\(dg

dagger

¶

\(ps

paragraph

§

\(sc

section

°

\(de

degree

—

\(em

emdash

em dash

–

\(en

endash

en dash

‰

\(%0

perthousand

per thousand, per mille sign

½

\(12

onehalf

¼

\(14

onequarter

¾

\(34

threequarters

⁄

\(f/

fraction

bar for fractions

′

\(fm

minute

footmark, prime

″

\(sd

second

^

\(ha

asciicircum

ASCII circumflex, hat, caret

~

\(ti

asciitilde

ASCII tilde, large tilde

-

\(hy

hyphen

[

\(lB

bracketleft

]

\(rB

bracketright

{

\(lC

braceleft

}

\(rC

braceright

⟨

\(la

angleleft

left angle bracket

⟩

\(ra

angleright

right angle bracket

☜

\(lh

handleft

☞

\(rh

handright

„

\(Bq

quotedblbase

low double comma quote

‚

\(bq

quotesinglbase

low single comma quote

“

\(lq

quotedblleft

”

\(rq

quotedblright

’

\(oq

quoteleft

single open quote

'

\(aq

quotesingle

apostrophe quote

|

\(or

bar

@

\(at

at

−

\-

minus

minus sign from current font

#

\(sh

numbersign

/

\(sl

slash

\

\(rs

backslash

□

\(sq

square

∴

\(3d

therefore

∴

\(tf

therefore

Α

\(*A

Alpha

Β

\(*B

Beta

Ξ

\(*C

Xi

Δ

\(*D

Delta

Ε

\(*E

Epsilon

Φ

\(*F

Phi

Γ

\(*G

Gamma

Θ

\(*H

Theta

Ι

\(*I

Iota

Κ

\(*K

Kappa

Λ

\(*L

Lambda

Μ

\(*M

Mu

Ν

\(*N

Nu

Ο

\(*O

Omicron

Π

\(*P

Pi

Ψ

\(*Q

Psi

Ρ

\(*R

Rho

Σ

\(*S

Sigma

Τ

\(*T

Tau

Υ

\(*U

Upsilon

Ω

\(*W

Omega

Χ

\(*X

Chi

Η

\(*Y

Eta

Ζ

\(*Z

Zeta

α

\(*a

alpha

β

\(*b

beta

ξ

\(*c

xi

δ

\(*d

delta

ε

\(*e

epsilon

ϕ

\(*f

phi

φ

\(+f

phi1

variant phi

γ

\(*g

gamma

θ

\(*h

theta

ϑ

\(+h

theta1

variant theta

ι

\(*i

iota

κ

\(*k

kappa

λ

\(*l

lambda

μ

\(*m

mu

ν

\(*n

nu

ο

\(*o

omicron

π

\(*p

pi

ϖ

\(+p

omega1

variant pi, looking like omega

ψ

\(*q

psi

ρ

\(*r

rho

σ

\(*s

sigma

τ

\(*t

tau

υ

\(*u

upsilon

ω

\(*w

omega

χ

\(*x

chi

η

\(*y

eta

ζ

\(*z

zeta

ς

\(ts

sigma1

terminal sigma

≈

\(~~

approxequal

≈

\(~=

approxequal

≠

\(!=

notequal

∗

\(**

asteriskmath

∓

\(-+

minusplus

±

\(+-

plusminus

≤

\(<=

lessequal

≡

\(==

equivalence

≅

\(=~

congruent

≥

\(>=

greaterequal

∧

\(AN

logicaland

∨

\(OR

logicalor

¬

\(no

logicalnot

∃

\(te

existential

there exists, existential quantifier

∀

\(fa

universal

for all, universal quantifier

ℵ

\(Ah

aleph

ℑ

\(Im

Ifraktur

Fraktur I, imaginary

ℜ

\(Re

Rfraktur

Fraktur R, real

∞

\(if

infinity

⋅

\(md

dotmath

∈

\(mo

element

×

\(mu

multiply

⊄

\(nb

notsubset

⊅

\(nc

notpropersuperset

≢

\(ne

notequivalence

∉

\(nm

notelement

+

\(pl

plusmath

plus sign in special font

=

\(eq

equalmath

equals sign in special font

∝

\(pt

proportional

⊥

\(pp

perpendicular

⊂

\(sb

propersubset

⊃

\(sp

propersuperset

⊆

\(ib

reflexsubset

⊇

\(ip

reflexsuperset

∼

\(ap

similar

∂

\(pd

partialdiff

partial differentiation sign

⊗

\(c*

circlemultiply

multiply sign in a circle

⊕

\(c+

circleplus

plus sign in a circle

∩

\(ca

intersection

intersection, cap

∪

\(cu

union

union, cup

÷

\(di

divide

division sign

ℏ

\(-h

hbar

∇

\(gr

gradient

∅

\(es

emptyset

♣

\(CL

club

club suit

♠

\(SP

spade

spade suit

♥

\(HE

heart

heart suit

♦

\(DI

diamond

diamond suit

↵

\(CR

carriagereturn

carriage return symbol

∋

\(st

suchthat

∠

\(/_

angle

≪

\(<<

much less

≫

\(>>

much greater

℘

\(wp

weierstrass

Weierstrass p

◊

\(lz

lozenge

⎯

\(an

arrowhorizex

horizontal arrow extension