Character Sets — Symbol
Page
© RenderX
2000
XSL Formatting Objects Test Suite
Character Sets — Symbol
This document tests glyph repertory for Symbol font.
It also lists Unicode values used to access respective glyphs
from XML documents.
space
[x0020]
!
exclam
[x0021]
#
numbersign
[x0023]
%
percent
[x0025]
&
ampersand
[x0026]
(
parenleft
[x0028]
)
parenright
[x0029]
+
plus
[x002B]
,
comma
[x002C]
.
period
[x002E]
/
slash
[x002F]
0
zero
[x0030]
1
one
[x0031]
2
two
[x0032]
3
three
[x0033]
4
four
[x0034]
5
five
[x0035]
6
six
[x0036]
7
seven
[x0037]
8
eight
[x0038]
9
nine
[x0039]
:
colon
[x003A]
;
semicolon
[x003B]
<
less
[x003C]
=
equal
[x003D]
>
greater
[x003E]
?
question
[x003F]
[
bracketleft
[x005B]
]
bracketright
[x005D]
_
underscore
[x005F]
{
braceleft
[x007B]
|
bar
[x007C]
}
braceright
[x007D]
¬
logicalnot
[x00AC]
°
degree
[x00B0]
±
plusminus
[x00B1]
×
multiply
[x00D7]
÷
divide
[x00F7]
ƒ
florin
[x0192]
Α
Alpha
[x0391]
Β
Beta
[x0392]
Γ
Gamma
[x0393]
Δ
Delta
[x0394]
Ε
Epsilon
[x0395]
Ζ
Zeta
[x0396]
Η
Eta
[x0397]
Θ
Theta
[x0398]
Ι
Iota
[x0399]
Κ
Kappa
[x039A]
Λ
Lambda
[x039B]
Μ
Mu
[x039C]
Ν
Nu
[x039D]
Ξ
Xi
[x039E]
Ο
Omicron
[x039F]
Π
Pi
[x03A0]
Ρ
Rho
[x03A1]
Σ
Sigma
[x03A3]
Τ
Tau
[x03A4]
Υ
Upsilon
[x03A5]
Φ
Phi
[x03A6]
Χ
Chi
[x03A7]
Ψ
Psi
[x03A8]
Ω
Omega
[x03A9]
α
alpha
[x03B1]
β
beta
[x03B2]
γ
gamma
[x03B3]
δ
delta
[x03B4]
ε
epsilon
[x03B5]
ζ
zeta
[x03B6]
η
eta
[x03B7]
θ
theta
[x03B8]
ι
iota
[x03B9]
κ
kappa
[x03BA]
λ
lambda
[x03BB]
μ
mu
[x03BC]
ν
nu
[x03BD]
ξ
xi
[x03BE]
ο
omicron
[x03BF]
π
pi
[x03C0]
ρ
rho
[x03C1]
ς
sigma1
[x03C2]
σ
sigma
[x03C3]
τ
tau
[x03C4]
υ
upsilon
[x03C5]
φ
phi
[x03C6]
χ
chi
[x03C7]
ψ
psi
[x03C8]
ω
omega
[x03C9]
ϑ
theta1
[x03D1]
ϒ
Upsilon1
[x03D2]
ϕ
phi1
[x03D5]
ϖ
omega1
[x03D6]
•
bullet
[x2022]
…
ellipsis
[x2026]
′
minute
[x2032]
″
second
[x2033]
⁄
fraction
[x2044]
€
Euro
[x20AC]
ℑ
Ifraktur
[x2111]
℘
weierstrass
[x2118]
ℜ
Rfraktur
[x211C]
ℵ
aleph
[x2135]
←
arrowleft
[x2190]
↑
arrowup
[x2191]
→
arrowright
[x2192]
↓
arrowdown
[x2193]
↔
arrowboth
[x2194]
↵
carriagereturn
[x21B5]
⇐
arrowdblleft
[x21D0]
⇑
arrowdblup
[x21D1]
⇒
arrowdblright
[x21D2]
⇓
arrowdbldown
[x21D3]
⇔
arrowdblboth
[x21D4]
∀
universal
[x2200]
∂
partialdiff
[x2202]
∃
existential
[x2203]
∇
gradient
[x2207]
∈
element
[x2208]
∅
emptyset
[x2205]
∉
notelement
[x2209]
∋
suchthat
[x220B]
∏
product
[x220F]
∑
summation
[x2211]
−
minus
[x2212]
∗
asteriskmath
[x2217]
√
radical
[x221A]
∝
proportional
[x221D]
∞
infinity
[x221E]
∠
angle
[x2220]
∧
logicaland
[x2227]
∨
logicalor
[x2228]
∩
intersection
[x2229]
∪
union
[x222A]
∫
integral
[x222B]
∴
therefore
[x2234]
∼
similar
[x223C]
≅
congruent
[x2245]
≈
approxequal
[x2248]
≠
notequal
[x2260]
≡
equivalence
[x2261]
≤
lessequal
[x2264]
≥
greaterequal
[x2265]
⊂
propersubset
[x2282]
⊃
propersuperset
[x2283]
⊄
notsubset
[x2284]
⊆
reflexsubset
[x2286]
⊇
reflexsuperset
[x2287]
⊕
circleplus
[x2295]
⊗
circlemultiply
[x2297]
⊥
perpendicular
[x22A5]
⋅
dotmath
[x22C5]
⌠
integraltp
[x2320]
⌡
integralbt
[x2321]
〈
angleleft
[x2329]
〉
angleright
[x232A]
◊
lozenge
[x25CA]
♠
spade
[x2660]
♣
club
[x2663]
♥
heart
[x2665]
♦
diamond
[x2666]
registerserif
[xF6DA]
trademarkserif
[xF6DB]
radicalex
[xF8E5]
arrowvertex
[xF8E6]
arrowhorizex
[xF8E7]
registersans
[xF8E8]
trademarksans
[xF8EA]
parenlefttp
[xF8EB]
parenleftex
[xF8EC]
parenleftbt
[xF8ED]
integralex
[xF8F5]
parenrighttp
[xF8F6]
parenrightex
[xF8F7]
parenrightbt
[xF8F8]