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November 21, 2023 22:55
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METHOD: TABLE | |
ENCODE: Unicode | |
PROMPT: TeX 1.1 | |
VERSION: 1.1 | |
DELIMITER: , | |
MAXCODE: 6 | |
VALIDINPUTKEY: ^,.?!:;"'/\()[]{}<>$%&@*01234567890123456789ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz | |
TERMINPUTKEY: | |
BEGINCHARACTER | |
eks X | |
alpha α | |
beta β | |
gamma γ,Γ | |
delta δ,Δ | |
epsilon ε | |
kappa κ | |
lambda λ,Λ | |
mu μ | |
nu ν | |
omega ω,Ω | |
pi π,Π | |
psi ψ,Ψ | |
phi φ,Φ | |
rho ρ | |
sigma σ,Σ | |
tau τ | |
theta θ,Θ | |
iota ι | |
upsilon υ,Υ | |
xi ξ,Ξ | |
zeta ζ | |
nabla ∇ | |
hbar ℏ | |
times × | |
otimes ⊗ | |
oplus ⊕ | |
ominus ⊖ | |
odiv ⊘ | |
odot ⊙ | |
bowtie ⋈ | |
le ≤ | |
ge ≥ | |
prec ≺ | |
succ ≻ | |
cdot · | |
bullet ∙ | |
ring ∘ | |
ratio ∶ | |
prop ∷ | |
cdots ⋯ | |
bbr ℝ | |
bbc ℂ | |
bbn ℕ | |
bbp ℙ | |
bbq ℚ | |
bbz ℤ | |
div ÷ | |
pm ± | |
int ∫ | |
oint ∮ | |
iint ∬ | |
iiint ∭ | |
iiiint ⨌ | |
oiint ∯ | |
oiiint ∰ | |
sum ∑ | |
prod ∏ | |
wedge ∧ | |
and ∧ | |
vee ∨ | |
or ∨ | |
neg ¬ | |
perp ⊥ | |
rhd ▷ | |
lhd ◁ | |
triangleleft ◃ | |
triangleright ▹ | |
diamond ⋄ | |
mid ∣ | |
bullet • | |
blacksquare ▪ | |
qed ▪ | |
infty ∞ | |
forall ∀ | |
exists ∃ | |
nexists ∄ | |
top ⊤ | |
bot ⊥ | |
stile ⊦ | |
dstile ⊧ | |
lsemi ⋉ | |
rsemi ⋊ | |
uplus ⊎ | |
pitchfork ⋔ | |
' ′ | |
'' ″ | |
''' ‴ | |
^1 ¹ | |
^2 ² | |
^3 ³ | |
^4 ⁴ | |
^5 ⁵ | |
^6 ⁶ | |
^7 ⁷ | |
^8 ⁸ | |
^9 ⁹ | |
^0 ⁰ | |
^- ⁻ | |
_1 ₁ | |
_2 ₂ | |
_3 ₃ | |
_4 ₄ | |
_5 ₅ | |
_6 ₆ | |
_7 ₇ | |
_8 ₈ | |
_9 ₉ | |
_0 ₀ | |
_- ₋ | |
_a ₐ | |
_e ₑ | |
_o ₒ | |
_x ₓ | |
^x ˣ | |
^y ʸ | |
^o º | |
ast ∗ | |
angle ∠ | |
"o ö | |
surd √ | |
root √ | |
sqrt √ | |
cbrt ∛ | |
xbar x̄ | |
ftrt ∜ | |
-> → | |
right → | |
<- ← | |
left ← | |
dright ⇒ | |
=> ⇒ | |
<= ⇐ | |
dleft ⇐ | |
leadsto ↝ | |
supset ⊃ | |
vdash ⊢ | |
cong ≅ | |
~= ≅ | |
equiv ≡ | |
== ≡ | |
nequiv ≢ | |
~ ∼ | |
sim ∼ | |
~~ ≈ | |
n~~ ≉ | |
ll ≪ | |
gg ≫ | |
box □ | |
circ ○ | |
star ⋆ | |
dag † | |
ddag ‡ | |
mapsto ↦ | |
|-> ↦ | |
propto ∝ | |
cdot · | |
aleph א | |
imath ı | |
partial ∂ | |
sharp ♯ | |
flat ♭ | |
natural ♮ | |
wp ℘ | |
emptyset ∅ | |
ell ℓ | |
ldots … | |
cdots ⋯ | |
urdots ⋰ | |
drdots ⋱ | |
in ∈ | |
nin ∉ | |
qed ∎ | |
subset ⊂ | |
nsubset ⊄ | |
subseteq ⊆ | |
super ⊃ | |
nsuper ⊅ | |
supereq ⊇ | |
ne ≠ | |
n= ≠ | |
langle 〈 | |
rangle 〉 | |
th þ | |
dh ð | |
therefore ∴ | |
because ∵ | |
divides ∣ | |
parallel ∥ | |
nparallel ∦ | |
sin sin | |
cos cos | |
tan tan | |
exp exp | |
log log | |
max max | |
min min | |
sup sup | |
inf inf | |
tanh tanh | |
sinh sinh | |
cosh cosh | |
atan atan | |
asin asin | |
acos asin | |
atanh atanh | |
asinh asinh | |
acosh acosh | |
dim dim | |
ker ker | |
arg arg | |
lim lim | |
a a,A | |
b b,B | |
c c,C | |
d d,D | |
e e,E | |
f f,F | |
g g,G | |
h h,H | |
i i,I | |
j j,J | |
k k,K | |
l l,L | |
m m,M | |
n n,N | |
o o,O | |
p p,P | |
q q,Q | |
r r,R | |
s s,S | |
t t,T | |
u u,U | |
v v,V | |
w w,W | |
x x,X | |
y y,Y | |
z z,Z | |
0 0 | |
1 1 | |
2 2 | |
3 3 | |
4 4 | |
5 5 | |
6 6 | |
7 7 | |
8 8 | |
9 9 | |
+ + | |
- - | |
/ / | |
* * | |
( ( | |
) ) | |
[ [ | |
] ] | |
{ { | |
} } | |
< < | |
> > | |
! ! | |
. . | |
1/2 ½, | |
1/3 ⅓ | |
2/3 ⅔s | |
1/4 ¼ | |
3/4 ¾ | |
1/5 ⅕ | |
2/5 ⅖ | |
3/5 ⅗ | |
4/5 ⅘ | |
1/6 ⅙ | |
5/6 ⅚ | |
1/8 ⅛ | |
3/8 ⅜ | |
5/8 ⅝ | |
7/8 ⅞ | |
planck ℏ | |
ENDCHARACTER |
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