unicoder-0.4.1: data/default.conf
\ . { } a-zA-Z~!%^&*_=+<>/?|-
l λ
L Λ
A ∀
E ∃
def ≡
is ≡
qq ⌜
uq ⌞
uqs ⌟
p ′
hole □
sec §
prime ′
ellipsis …
ldots …
proportion ∝
ccw ↺
cw ↻
of ∘
to →
To ⇒
from ←
maps ↦
unmaps ↤
rharpoon ⇀
lharpoon ↼
up ↑
down ↓
Up ⇑
Down ⇓
hookto ↪
hookfrom ↩
-> →
=> ⇒
<- ←
|-> ↦
-/> ↛
</- ↚
~> ↝
<~ ↜
Brack
angle ‹ ›
Angle « »
chevron ⟨ ⟩
shell ❲ ❳
Shell ⟬ ⟭
bag ⟅ ⟆
floor ⌊ ⌋
ceil ⌈ ⌉
quine ⌜ ⌝
lowquine ⌞ ⌟
< ⟨ ⟩
cross ×
dot ·
div ÷
star ⋆
sqrt √
oplus ⊕
ominus ⊖
otimes ⊗
odiv ⊘
inf ∞
nabla ∇
del ∂
integral ∫
neq ≠
geq ≥
leq ≤
approx ≈
plusminus ±
minusplus ∓
!= ≠
/= ≠
>= ≥
<= ≤
null ∅
elem ∈
nelem ∉
contains ∋
ncontains ∌
subset ⊆
superset ⊇
psubset ⊂
psuperset ⊃
union ∪
intersect ∩
Subset ⊑
Superset ⊒
pSubset ⊏
pSuperset ⊐
squnion ⊓
sqinter ⊔
join ⋈
ljoin ⋉
rjoin ⋊
forall ∀
exists ∃
nexists ∄
exists! ∃!
not ¬
and ∧
or ∨
xor ⊻
nand ⊼
nor ⊽
implies ⇒
iff ⇔
equiv ≡
bot ⊥
rtack ⊢
ltack ⊣
rttack ⊩
therefore ∴
because ∵
circle ○
square □
diamond ◇
triangle △
ltriangle ◁
rtriangle ▷
lozenge ◊
nat ℕ
int ℤ
rational ℚ
real ℝ
complex ℂ
alpha α
beta β
gamma γ
delta δ
epsilon ε
zeta ζ
eta η
theta θ
iota ι
kappa κ
lambda λ
mu μ
nu ν
xi ξ
pi π
rho ρ
sigma σ
stigma ϛ
tau τ
upsilon υ
phi ϕ
chi χ
psi ψ
omega ω
digamma ϝ
koppa ϟ
sampi ϡ
Alpha
Beta
Gamma Γ
Delta Δ
Epsilon
Zeta
Eta
Theta Θ
Iota
Kappa
Lambda Λ
Mu
Nu
Xi Ξ
Pi Π
Rho
Sigma Σ
Stigma Ϛ
Tau
Upsilon
Phi Φ
Chi
Psi Ψ
Omega Ω
Digamma
Qoppa Ϟ
Sampi Ϡ
mizu 水