nvim-cmp source for agda symbols
{
'hrsh7th/nvim-cmp',
dependencies = { 'Arkissa/cmp-agda-symbols' }
}require 'cmp'.setup {
sources = {
{ name = 'agda-symbols' }
}
}or setup with filetype
require 'cmp'.setup.filetype({ "agda" }, {
sources = {
{ name = 'agda-symbols' },
}
})!! ‼
! ¡
!? ⁉
"' “
"< «
"> »
"A Ä
"E Ë
"H Ḧ
"I Ï
"O Ö
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"W Ẅ
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"Y Ÿ
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"a ä
"e ë
"h ḧ
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"w ẅ
"x ẍ
"y ÿ
"{A} Ä
"{E} Ë
"{H} Ḧ
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"{U} Ü
"{W} Ẅ
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"{Y} Ÿ
"{a} ä
"{e} ë
"{h} ḧ
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"{o} ö
"{t} ẗ
"{u} ü
"{w} ẅ
"{x} ẍ
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"{} ¨
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'A Á
'C Ć
'E É
'G Ǵ
'I Í
'K Ḱ
'L Ĺ
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'N Ń
'O Ó
'P Ṕ
'R Ŕ
'S Ś
'U Ú
'W Ẃ
'Y Ý
'Z Ź
'a á
'c ć
'e é
'g ǵ
'i í
'k ḱ
'l ĺ
'm ḿ
'n ń
'o ó
'p ṕ
'r ŕ
's ś
'u ú
'w ẃ
'y ý
'z ź
'{A} Á
'{C} Ć
'{E} É
'{G} Ǵ
'{I} Í
'{K} Ḱ
'{L} Ĺ
'{M} Ḿ
'{N} Ń
'{O} Ó
'{P} Ṕ
'{R} Ŕ
'{S} Ś
'{U} Ú
'{W} Ẃ
'{Y} Ý
'{Z} Ź
'{a} á
'{c} ć
'{e} é
'{g} ǵ
'{i} í
'{k} ḱ
'{l} ĺ
'{m} ḿ
'{n} ń
'{o} ó
'{p} ṕ
'{r} ŕ
'{s} ś
'{u} ú
'{w} ẃ
'{y} ý
'{z} ź
'{} ´
(( ⦅
(= ≘
(b ⟅
(| ⦇
)) ⦆
)b ⟆
* ⋆
*= ≛
+ ⊹
+ ＋
+- ±
-
-+ ∓
--> ⟶
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-> →
->n ↛
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.B Ḃ
.C Ċ
.D Ḋ
.E Ė
.F Ḟ
.G Ġ
.H Ḣ
.I İ
.M Ṁ
.N Ṅ
.O Ȯ
.P Ṗ
.R Ṙ
.S Ṡ
.T Ṫ
.W Ẇ
.X Ẋ
.Y Ẏ
.Z Ż
.a ȧ
.b ḃ
.c ċ
.d ḋ
.e ė
.f ḟ
.g ġ
.h ḣ
.m ṁ
.n ṅ
.o ȯ
.p ṗ
.r ṙ
.s ṡ
.t ṫ
.w ẇ
.x ẋ
.y ẏ
.z ż
.{A} Ȧ
.{B} Ḃ
.{C} Ċ
.{D} Ḋ
.{E} Ė
.{F} Ḟ
.{G} Ġ
.{H} Ḣ
.{I} İ
.{M} Ṁ
.{N} Ṅ
.{O} Ȯ
.{P} Ṗ
.{R} Ṙ
.{S} Ṡ
.{T} Ṫ
.{W} Ẇ
.{X} Ẋ
.{Y} Ẏ
.{Z} Ż
.{a} ȧ
.{b} ḃ
.{c} ċ
.{d} ḋ
.{e} ė
.{f} ḟ
.{g} ġ
.{h} ḣ
.{m} ṁ
.{n} ṅ
.{o} ȯ
.{p} ṗ
.{r} ṙ
.{s} ṡ
.{t} ṫ
.{w} ẇ
.{x} ẋ
.{y} ẏ
.{z} ż
.{} ˙
0 ∅
8< ✂
:: ∷
::- ∺
:= ≔
:~ ∻
< ⟨
<- ←
<-- ⟵
<--> ⟷
<-> ↔
<->n ↮
<-n ↚
<< ⟪
<= ≤
<=> ⇔
<=>n ⇎
<=n ≰
<n ≮
<| ⦉
<~ ≲
<~n ⋦
<~nn ≴
=: ≕
== ≡
=== ≣
==n ≢
=> ⇒
=>n ⇏
=A Ā
=E Ē
=G Ḡ
=I Ī
=O Ō
=U Ū
=Y Ȳ
=a ā
=e ē
=g ḡ
=i ī
=n ≠
=o ≗
=u ū
=y ȳ
={A} Ā
={E} Ē
={G} Ḡ
={I} Ī
={O} Ō
={U} Ū
={Y} Ȳ
={a} ā
={e} ē
={g} ḡ
={i} ī
={o} ō
={u} ū
={y} ȳ
={} ¯
> ⟩
>= ≥
>=n ≱
>> ⟫
>n ≯
>~ ≳
>~n ⋧
>~nn ≵
?! ‽
? ¿
?= ≟
?? ⁇
@ ＠
AA Å
AE Æ
Alpha Α
And ⋀
B0 𝟎
B1 𝟏
B2 𝟐
B3 𝟑
B4 𝟒
B5 𝟓
B6 𝟔
B7 𝟕
B8 𝟖
B9 𝟗
BA 𝐀
BB 𝐁
BC 𝐂
BD 𝐃
BE 𝐄
BF 𝐅
BG 𝐆
BGA 𝚨
BGB 𝚩
BGC 𝚾
BGD 𝚫
BGE 𝚬
BGF 𝚽
BGG 𝚪
BGH 𝚮
BGI 𝚰
BGK 𝚱
BGL 𝚲
BGM 𝚳
BGN 𝚴
BGO 𝛀
BGP 𝚿
BGR 𝚸
BGS 𝚺
BGT 𝚻
BGTH 𝚯
BGU 𝚼
BGX 𝚵
BGZ 𝚭
BGa 𝛂
BGb 𝛃
BGc 𝛘
BGd 𝛅
BGe 𝛆
BGf 𝛗
BGg 𝛄
BGh 𝛈
BGi 𝛊
BGk 𝛋
BGl 𝛌
BGm 𝛍
BGn 𝛎
BGo 𝛚
BGp 𝛙
BGr 𝛒
BGs 𝛔
BGt 𝛕
BGth 𝛉
BGu 𝛖
BGx 𝛏
BGz 𝛇
BH 𝐇
BI 𝐈
BJ 𝐉
BK 𝐊
BL 𝐋
BM 𝐌
BN 𝐍
BO 𝐎
BOmicron 𝚶
BP 𝐏
BPi 𝚷
BQ 𝐐
BR 𝐑
BS 𝐒
BT 𝐓
BU 𝐔
BV 𝐕
BW 𝐖
BX 𝐗
BY 𝐘
BZ 𝐙
Ba 𝐚
Bb 𝐛
Bbb{1} 𝟙
Bbb{2} 𝟚
Bbb{A} 𝔸
Bbb{B} 𝔹
Bbb{C} ℂ
Bbb{D} 𝔻
Bbb{E} 𝔼
Bbb{F} 𝔽
Bbb{G} 𝔾
Bbb{H} ℍ
Bbb{I} 𝕀
Bbb{J} 𝕁
Bbb{K} 𝕂
Bbb{L} 𝕃
Bbb{M} 𝕄
Bbb{N} ℕ
Bbb{O} 𝕆
Bbb{P} ℙ
Bbb{Q} ℚ
Bbb{R} ℝ
Bbb{S} 𝕊
Bbb{T} 𝕋
Bbb{U} 𝕌
Bbb{V} 𝕍
Bbb{W} 𝕎
Bbb{X} 𝕏
Bbb{Y} 𝕐
Bbb{Z} ℤ
Bc 𝐜
Bd 𝐝
Be 𝐞
Beta Β
Bf 𝐟
Bg 𝐠
Bh 𝐡
Bi 𝐢
Bj 𝐣
Bk 𝐤
Bl 𝐥
Bm 𝐦
Bn 𝐧
Bo 𝐨
Bomicron 𝛐
Box □
Bp 𝐩
Bpi 𝛑
Bq 𝐪
Br 𝐫
Bs 𝐬
Bt 𝐭
Bu 𝐮
Bumpeq ≎
Bv 𝐯
Bw 𝐰
Bx 𝐱
By 𝐲
Bz 𝐳
C ∁
Cap ⋒
Chi Χ
Cup ⋓
DH Ð
Dd ⅅ
Dei Ϯ
Delta Δ
Diamond ◇
Digamma Ϝ
Downarrow ⇓
Epsilon Ε
Eta Η
F0 ０
F1 １
F2 ２
F3 ３
F4 ４
F5 ５
F6 ６
F7 ７
F8 ８
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FA Ａ
FB Ｂ
FC Ｃ
FD Ｄ
FE Ｅ
FF Ｆ
FG Ｇ
FH Ｈ
FI Ｉ
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FK Ｋ
FL Ｌ
FM Ｍ
FN Ｎ
FO Ｏ
FP Ｐ
FQ Ｑ
FR Ｒ
FS Ｓ
FT Ｔ
FU Ｕ
FV Ｖ
FW Ｗ
FX Ｘ
FY Ｙ
FZ Ｚ
Fa ａ
Fb ｂ
Fc ｃ
Fd ｄ
Fe ｅ
Fei Ϥ
Ff ｆ
Fg ｇ
Fh ｈ
Fi ｉ
Fj ｊ
Fk ｋ
Fl ｌ
Fm ｍ
Fn ｎ
Fo ｏ
Fp ｐ
Fq ｑ
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Frowny ☹
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Ft ｔ
Fu ｕ
Fv ｖ
Fw ｗ
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GA Α
GB Β
GC Χ
GD Δ
GE Ε
GF Φ
GG Γ
GH Η
GI Ι
GK Κ
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GM Μ
GN Ν
GO Ω
GP Ψ
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GS Σ
GT Τ
GTH Θ
GU Υ
GW Ψ
GX Ξ
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Ga α
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Gb β
Gc χ
Gd δ
Ge ε
Gf φ
Gg γ
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Gk κ
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Gl- ƛ
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Gn ν
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Gp ψ
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Gt τ
Gth θ
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Gw ψ
Gx ξ
Gz ζ
H ̋
HO Ő
HU Ű
Heta Ͱ
Ho ő
Hori Ϩ
Hu ű
H{O} Ő
H{U} Ű
H{o} ő
H{u} ű
H{} ˝
I ⋂
Im ℑ
Iota Ι
Join ⋈
Kappa Κ
Khei Ϧ
Koppa Ϟ
L Ł
Lambda Λ
Lamda Λ
Leftarrow ⇐
Leftrightarrow ⇔
Letter ✉
Ll ⋘
Lleftarrow ⇚
Longleftarrow ⇐
Longleftrightarrow ⇔
Longrightarrow ⇒
Lsh ↰
Lub ⨆
MCA 𝓐
MCB 𝓑
MCC 𝓒
MCD 𝓓
MCE 𝓔
MCF 𝓕
MCG 𝓖
MCH 𝓗
MCI 𝓘
MCJ 𝓙
MCK 𝓚
MCL 𝓛
MCM 𝓜
MCN 𝓝
MCO 𝓞
MCP 𝓟
MCQ 𝓠
MCR 𝓡
MCS 𝓢
MCT 𝓣
MCU 𝓤
MCV 𝓥
MCW 𝓦
MCX 𝓧
MCY 𝓨
MCZ 𝓩
MCa 𝓪
MCb 𝓫
MCc 𝓬
MCd 𝓭
MCe 𝓮
MCf 𝓯
MCg 𝓰
MCh 𝓱
MCi 𝓲
MCj 𝓳
MCk 𝓴
MCl 𝓵
MCm 𝓶
MCn 𝓷
MCo 𝓸
MCp 𝓹
MCq 𝓺
MCr 𝓻
MCs 𝓼
MCt 𝓽
MCu 𝓾
MCv 𝓿
MCw 𝔀
MCx 𝔁
MCy 𝔂
MCz 𝔃
MIA 𝑨
MIB 𝑩
MIC 𝑪
MID 𝑫
MIE 𝑬
MIF 𝑭
MIG 𝑮
MIH 𝑯
MII 𝑰
MIJ 𝑱
MIK 𝑲
MIL 𝑳
MIM 𝑴
MIN 𝑵
MIO 𝑶
MIP 𝑷
MIQ 𝑸
MIR 𝑹
MIS 𝑺
MIT 𝑻
MIU 𝑼
MIV 𝑽
MIW 𝑾
MIX 𝑿
MIY 𝒀
MIZ 𝒁
MIa 𝒂
MIb 𝒃
MIc 𝒄
MId 𝒅
MIe 𝒆
MIf 𝒇
MIg 𝒈
MIh 𝒉
MIi 𝒊
MIj 𝒋
MIk 𝒌
MIl 𝒍
MIm 𝒎
MIn 𝒏
MIo 𝒐
MIp 𝒑
MIq 𝒒
MIr 𝒓
MIs 𝒔
MIt 𝒕
MIu 𝒖
MIv 𝒗
MIw 𝒘
MIx 𝒙
MIy 𝒚
MIz 𝒛
MbA 𝐀
MbB 𝐁
MbC 𝐂
MbD 𝐃
MbE 𝐄
MbF 𝐅
MbG 𝐆
MbH 𝐇
MbI 𝐈
MbJ 𝐉
MbK 𝐊
MbL 𝐋
MbM 𝐌
MbN 𝐍
MbO 𝐎
MbP 𝐏
MbQ 𝐐
MbR 𝐑
MbS 𝐒
MbT 𝐓
MbU 𝐔
MbV 𝐕
MbW 𝐖
MbX 𝐗
MbY 𝐘
MbZ 𝐙
McA 𝒜
McB ℬ
McC 𝒞
McD 𝒟
McE ℰ
McF ℱ
McG 𝒢
McH ℋ
McI ℐ
McJ 𝒥
McK 𝒦
McL ℒ
McM ℳ
McN 𝒩
McO 𝒪
McP 𝒫
McQ 𝒬
McR ℛ
McS 𝒮
McT 𝒯
McU 𝒰
McV 𝒱
McW 𝒲
McX 𝒳
McY 𝒴
McZ 𝒵
Mca 𝒶
Mcb 𝒷
Mcc 𝒸
Mcd 𝒹
Mce ℯ
Mcf 𝒻
Mcg ℊ
Mch 𝒽
Mci 𝒾
Mcj 𝒿
Mck 𝓀
Mcl 𝓁
Mcm 𝓂
Mcn 𝓃
Mco ℴ
Mcp 𝓅
Mcq 𝓆
Mcr 𝓇
Mcs 𝓈
Mct 𝓉
Mcu 𝓊
Mcv 𝓋
Mcw 𝓌
Mcx 𝓍
Mcy 𝓎
Mcz 𝓏
MfA 𝔄
MfB 𝔅
MfC ℭ
MfD 𝔇
MfE 𝔈
MfF 𝔉
MfG 𝔊
MfH ℌ
MfI ℑ
MfJ 𝔍
MfK 𝔎
MfL 𝔏
MfM 𝔐
MfN 𝔑
MfO 𝔒
MfP 𝔓
MfQ 𝔔
MfR ℜ
MfS 𝔖
MfT 𝔗
MfU 𝔘
MfV 𝔙
MfW 𝔚
MfX 𝔛
MfY 𝔜
MfZ ℨ
Mfa 𝔞
Mfb 𝔟
Mfc 𝔠
Mfd 𝔡
Mfe 𝔢
Mff 𝔣
Mfg 𝔤
Mfh 𝔥
Mfi 𝔦
Mfj 𝔧
Mfk 𝔨
Mfl 𝔩
Mfm 𝔪
Mfn 𝔫
Mfo 𝔬
Mfp 𝔭
Mfq 𝔮
Mfr 𝔯
Mfs 𝔰
Mft 𝔱
Mfu 𝔲
Mfv 𝔳
Mfw 𝔴
Mfx 𝔵
Mfy 𝔶
Mfz 𝔷
MiA 𝐴
MiB 𝐵
MiC 𝐶
MiD 𝐷
MiE 𝐸
MiF 𝐹
MiG 𝐺
MiH 𝐻
MiI 𝐼
MiJ 𝐽
MiK 𝐾
MiL 𝐿
MiM 𝑀
MiN 𝑁
MiO 𝑂
MiP 𝑃
MiQ 𝑄
MiR 𝑅
MiS 𝑆
MiT 𝑇
MiU 𝑈
MiV 𝑉
MiW 𝑊
MiX 𝑋
MiY 𝑌
MiZ 𝑍
Mia 𝑎
Mib 𝑏
Mic 𝑐
Mid 𝑑
Mie 𝑒
Mif 𝑓
Mig 𝑔
Mih ℎ
Mii 𝑖
Mij 𝑗
Mik 𝑘
Mil 𝑙
Mim 𝑚
Min 𝑛
Mio 𝑜
Mip 𝑝
Miq 𝑞
Mir 𝑟
Mis 𝑠
Mit 𝑡
Miu 𝑢
Miv 𝑣
Miw 𝑤
Mix 𝑥
Miy 𝑦
Miz 𝑧
Mu Μ
Nu Ν
O Ø
O* ⍟
O+ ⨁
O. ⨀
OE Œ
Omega Ω
Omicron Ο
Or ⋁
Ox ⨂
P ¶
Pi Π
Psi Ψ
Re ℜ
Rho Ρ
Rightarrow ⇒
Rrightarrow ⇛
Rsh ↱
S §
Sampi Ϡ
San Ϻ
Shei Ϣ
Shima Ϭ
Sho Ϸ
Sigma Σ
Smiley ☺
Stigma Ϛ
Subset ⋐
Supset ⋑
TH Þ
Tau Τ
Theta Θ
U+ ⨄
U. ⨃
Un ⋃
Uo ő
Uparrow ⇑
Updownarrow ⇕
Upsilon Υ
U{o} ő
Vdash ⊩
Vert ‖
Vvdash ⊪
Xi Ξ
Yot Ϳ
Zeta Ζ
[[ ⟦
" ″
\\ \\
]] ⟧
^ ̂
^( ⁽
^) ⁾
^+ ⁺
^- ⁻
^0 ⁰
^1 ¹
^2 ²
^3 ³
^4 ⁴
^5 ⁵
^6 ⁶
^7 ⁷
^8 ⁸
^9 ⁹
^= ⁼
^A ᴬ
^B ᴮ
^D ᴰ
^E ᴱ
^F ꟳ
^G ᴳ
^Gb ᵝ
^Gc ᵡ
^Gd ᵟ
^Ge ᵋ
^Gf ᵠ
^Gg ᵞ
^Gth ᶿ
^H ᴴ
^I ᴵ
^J ᴶ
^K ᴷ
^L ᴸ
^M ᴹ
^N ᴺ
^O ᴼ
^P ᴾ
^Q ꟴ
^R ᴿ
^S Ŝ
^T ᵀ
^U ᵁ
^V ⱽ
^W ᵂ
^Y Ŷ
^Z Ẑ
^a ᵃ
^a_ ª
^b ᵇ
^c ᶜ
^d ᵈ
^e ᵉ
^f ᶠ
^g ᵍ
^h ʰ
^i ⁱ
^j ʲ
^k ᵏ
^l ˡ
^l- ⃖"⃖
^lr ⃡"⃡
^m ᵐ
^n ⁿ
^o ᵒ
^o_ º
^p ᵖ
^q 𐞥
^r ʳ
^r- ⃗
^s ˢ
^t ᵗ
^u ᵘ
^v ᵛ
^w ʷ
^x ˣ
^y ʸ
^z ᶻ
^{A} Â
^{C} Ĉ
^{E} Ê
^{G} Ĝ
^{H} Ĥ
^{I} Î
^{J} Ĵ
^{O} Ô
^{SM} ℠
^{S} Ŝ
^{TEL} ℡
^{TM} ™
^{U} Û
^{W} Ŵ
^{Y} Ŷ
^{Z} Ẑ
^{a} â
^{c} ĉ
^{e} ê
^{g} ĝ
^{h} ĥ
^{i} î
^{j} ĵ
^{o} ô
^{s} ŝ
^{u} û
^{w} ŵ
^{y} ŷ
^{z} ẑ
_( ₍
_) ₎
_+ ₊
_- ₋
_0 ₀
_1 ₁
_2 ₂
_3 ₃
_4 ₄
_5 ₅
_6 ₆
_7 ₇
_8 ₈
_9 ₉
_= ₌
_Gb ᵦ
_Gc ᵪ
_Gf ᵩ
_Gg ᵧ
_Gr ᵨ
__ ＿
_a ₐ
_e ₑ
_h ₕ
_i ᵢ
_j ⱼ
_k ₖ
_l ₗ
_lr ͍
_m ₘ
_n ₙ
_o ₒ
_p ₚ
_r ᵣ
_s ₛ
_t ₜ
_u ᵤ
_v ᵥ
_x ₓ
_~ ̰
`A À
`E È
`I Ì
`N Ǹ
`O Ò
`U Ù
`W Ẁ
`Y Ỳ
`a à
`e è
`i ì
`n ǹ
`o ò
`u ù
`w ẁ
`y ỳ
`{A} À
`{E} È
`{I} Ì
`{N} Ǹ
`{O} Ò
`{U} Ù
`{W} Ẁ
`{Y} Ỳ
`{a} à
`{e} è
`{i} ì
`{n} ǹ
`{o} ò
`{u} ù
`{w} ẁ
`{y} ỳ
aa å
above ┴
ae æ
afghani ؋
aleph ℵ
all ∀
alpha α
amalg ∐
and ∧
and= ≙
angstrom Å
aoint ∳
approx ≈
approxeq ≊
asmash ⬆
ast ∗
asymp ≍
atop ¦
austral ₳
b ♭
b+ ⊞
b- ⊟
b. ⊡
b0 𝟘
b1 𝟙
b2 𝟚
b3 𝟛
b4 𝟜
b5 𝟝
b6 𝟞
b7 𝟟
b8 𝟠
b9 𝟡
bA 𝔸
bB 𝔹
bC ℂ
bD 𝔻
bE 𝔼
bF 𝔽
bG 𝔾
bGG ℾ
bGP ℿ
bGS ⅀
bGg ℽ
bGp ℼ
bH ℍ
bI 𝕀
bJ 𝕁
bK 𝕂
bL 𝕃
bM 𝕄
bN ℕ
bO 𝕆
bP ℙ
bQ ℚ
bR ℝ
bS 𝕊
bT 𝕋
bU 𝕌
bV 𝕍
bW 𝕎
bX 𝕏
bY 𝕐
bZ ℤ
ba 𝕒
backcong ≌
backepsilon ∍
backprime ‵
backsim ∽
backsimeq ⋍
barwedge ⊼
bb 𝕓
bc 𝕔
bd 𝕕
be 𝕖
because ∵
begin 〖
below ┬
beta β
beth ℶ
between ≬
bf 𝕗
bg 𝕘
bh 𝕙
bi 𝕚
bigcap ⋂
bigcirc ◯
bigcup ⋃
bigodot ⨀
bigoplus ⨁
bigotimes ⨂
bigsqcup ⨆
bigstar ★
bigtriangledown ▽
bigtriangleup △
biguplus ⨄
bigvee ⋁
bigwedge ⋀
biohazard ☣
bitcoin ₿
bj 𝕛
bk 𝕜
bl 𝕝
blacklozenge ✦
blacksmiley ☻
blacksquare ▪
blacktriangle ▴
blacktriangledown ▾
blacktriangleleft ◂
blacktriangleright ▸
bm 𝕞
bn 𝕟
bo 𝕠
bot ⊥
bowtie ⋈
box' ⍞
box/ ⍁
box: ⍠
box< ⍃
box= ⌸
box> ⍄
box? ⍰
boxO ⌼
boxcircle ⌼
boxcomp ⌻
boxd ⍗
boxdelta ⍍
boxdi ⌺
boxdiv ⌹
boxeq ⌸
boxeqn ⍯
boxl ⍇
boxminus ⊟
boxnabla ⍔
boxneq ⍯
boxo ⌻
boxplus ⊞
boxr ⍈
boxtimes ⊠
boxu ⍐
boxvee ⍌
boxwedge ⍓
bp 𝕡
bq 𝕢
br 𝕣
bra ⟨
brokenbar ¦
bs 𝕤
bt 𝕥
bu 𝕦
bub •
bumpeq ≏
but ‣
buw ◦
bv 𝕧
bw 𝕨
bx 𝕩
by 𝕪
bz 𝕫
cC Ç
cD Ḑ
cE Ȩ
cG Ģ
cH Ḩ
cK Ķ
cL Ļ
cN Ņ
cR Ŗ
cS Ş
cT Ţ
cap ∩
caution ☡
cc ç
cd ḑ
cdot ·
cdots ⋯
ce ȩ
cedi ₵
celsius ℃
cent ¢
centerdot ·
cg ģ
ch ḩ
checkmark ✓
chi χ
ci. ◎
ci.. ◌
ciO ◯
cib ●
circ ∘
circeq ≗
circlearrowleft ↺
circlearrowright ↻
circledR ®
circledS Ⓢ
circledast ⊛
circledcirc ⊚
circleddash ⊝
ciw ○
ck ķ
clL ⌊
clR ⌋
cll ⌞
close ┤
clr ⌟
clubsuit ♣
cn ņ
coint ∲
colon ₡
coloneq ≔
comp ∘
complement ∁
cong ≅
construction 🚧
coprod ∐
copyright ©
cr ŗ
cruzeiro ₢
cs ş
ct ţ
cuL ⌈
cuR ⌉
cul ⌜
cup ∪
cur ⌝
curlyeqprec ⋞
curlyeqsucc ⋟
curlypreceq ≼
curlyvee ⋎
curlywedge ⋏
currency ¤
curvearrowleft ↶
curvearrowright ↷
c{C} Ç
c{D} Ḑ
c{E} Ȩ
c{G} Ģ
c{H} Ḩ
c{K} Ķ
c{L} Ļ
c{N} Ņ
c{R} Ŗ
c{S} Ş
c{T} Ţ
c{c} ç
c{d} ḑ
c{e} ȩ
c{g} ģ
c{h} ḩ
c{k} ķ
c{l} ļ
c{n} ņ
c{r} ŗ
c{s} ş
c{t} ţ
c{} ¸
d- ↓
d-2 ⇊
d-u- ⇵
d-| ↧
d= ⇓
d== ⟱
dag †
dagger †
daleth ℸ
dashv ⊣
dd ⅆ
dd- ↡
ddag ‡
ddagger ‡
ddddot ⃜
dddot ⃛
ddots ⋱
def= ≝
defs ≙
degree °
dei ϯ
delta δ
dh ð
di. ◈
diameter ⌀
diamond ⋄
diamondsuit ♢
dib ◆
digamma ϝ
div ÷
divideontimes ⋇
division ÷
diw ◇
dl- ↙
dl= ⇙
dong ₫
doteq ≐
doteqdot ≑
dotplus ∔
dotsquare ⊡
downarrow ↓
downdownarrows ⇊
downleftharpoon ⇃
downrightharpoon ⇂
dr- ↘
dr= ⇘
drachma ₯
dsmash ⬇
dz ↯
d{A} Ạ
d{B} Ḅ
d{D} Ḍ
d{E} Ẹ
d{H} Ḥ
d{I} Ị
d{K} Ḳ
d{L} Ḷ
d{M} Ṃ
d{N} Ṇ
d{O} Ọ
d{R} Ṛ
d{S} Ṣ
d{T} Ṭ
d{U} Ụ
d{V} Ṿ
d{W} Ẉ
d{Y} Ỵ
d{Z} Ẓ
d{a} ạ
d{b} ḅ
d{d} ḍ
d{e} ẹ
d{h} ḥ
d{i} ị
d{k} ḳ
d{l} ḷ
d{m} ṃ
d{n} ṇ
d{o} ọ
d{r} ṛ
d{s} ṣ
d{t} ṭ
d{u} ụ
d{v} ṿ
d{w} ẉ
d{y} ỵ
d{z} ẓ
ee ⅇ
ell ℓ
em —
emptyset ∅
en –
end 〗
epsilon ϵ
eqarray █
eqcirc ≖
eqcolon ≕
eqslantgtr ⋝
eqslantless ⋜
equiv ≡
eta η
euro €
ex ∃
exists ∃
exn ∄
facsimile ℻
fallingdotseq ≒
fei ϥ
female ♀
flat ♭
flq ‹
flqq «
forall ∀
frac1 ⅟
frac12 ½
frac13 ⅓
frac14 ¼
frac15 ⅕
frac16 ⅙
frac18 ⅛
frac23 ⅔
frac25 ⅖
frac34 ¾
frac35 ⅗
frac38 ⅜
frac45 ⅘
frac56 ⅚
frac58 ⅝
frac78 ⅞
frown ⌢
frq ›
frqq »
gamma γ
gangia ϫ
ge ≥
gen ≱
geqq ≧
geqslant ≥
gets ←
gg ≫
ggg ⋙
gimel ℷ
glb ⊓
glq ‚
glqq „
gnapprox ⋧
gneq ≩
gneqq ≩
gnsim ⋧
grq ‘
grqq “
gtrapprox ≳
gtrdot ⋗
gtreqless ⋛
gtreqqless ⋛
gtrless ≷
gtrsim ≳
guarani ₲
gvertneqq ≩
hbar ℏ
heartsuit ♥
heta ͱ
hookleftarrow ↩
hookrightarrow ↪
hori ϩ
hphantom ⬄
hryvnia ₴
hsmash ⬌
i ∩
iff ⇔
ii ⅈ
iiiint ⨌
iiint ∭
iint ∬
imath ı
in ∈
increment ∆
inf ∞
infty ∞
inn ∉
int ∫
intercal ⊺
iota ι
jj ⅉ
jmath ȷ
k ̨
kA Ą
kE Ę
kI Į
kO Ǫ
kU Ų
ka ą
kappa κ
ke ę
kelvin K
khei ϧ
ki į
kip ₭
ko ǫ
koppa ϟ
ku ų
k{A} Ą
k{E} Ę
k{I} Į
k{O} Ǫ
k{U} Ų
k{a} ą
k{e} ę
k{i} į
k{o} ǫ
k{u} ų
k{} ˛
l- ←
l-- ⟵
l-2 ⇇
l-> ↢
l-n ↚
l-r- ⇆
l-| ↤
l= ⇐
l== ⇚
l=n ⇍
lambda λ
lambdabar ƛ
lamda λ
langle ⟨
lari ₾
lbag ⟅
lceil ⌈
ldata 《
ldiv ∕
ldots …
ldq “
le ≤
leadsto ↝
leftarrow ←
leftarrowtail ↢
leftharpoondown ↽
leftharpoonup ↼
leftleftarrows ⇇
leftrightarrow ↔
leftrightarrows ⇆
leftrightharpoons ⇋
leftrightsquigarrow ↭
leftthreetimes ⋋
len ≰
leqq ≦
leqslant ≤
lessapprox ≲
lessdot ⋖
lesseqgtr ⋚
lesseqqgtr ⋚
lessgtr ≶
lesssim ≲
lfloor ⌊
lhd ◁
lira ₤
ll ≪
ll- ↞
llbracket 〚
llcorner ⌞
lnapprox ⋦
lneq ≨
lneqq ≨
lnot ¬
lnsim ⋦
longleftarrow ⟵
longleftrightarrow ⟷
longmapsto ⟼
longrightarrow ⟶
looparrowleft ↫
looparrowright ↬
lozenge ✧
lq ‘
lr- ↔
lr-- ⟷
lr-n ↮
lr= ⇔
lr=n ⇎
lrcorner ⌟
lr~ ↭
ltimes ⋉
lub ⊔
lvertneqq ≨
lz ◊
l~ ↜
m= ≞
male ♂
maltese ✠
manat ₼
mapsto ↦
mathscr{I} ℐ
measuredangle ∡
mho ℧
micro µ
mid ∣
mill ₥
minus −
models ⊧
mp ∓
mu μ
multimap ⊸
multiplication ×
nLeftarrow ⇍
nLeftrightarrow ⇎
nRightarrow ⇏
nVDash ⊯
nVdash ⊮
nabla ∇
naira ₦
napprox ≉
nat ℕ
natural ♮
ncong ≇
ne ≠
nearrow ↗
neg ¬
neq ≠
nequiv ≢
nexists ∄
ngeq ≱
ngeqq ≱
ngeqslant ≱
ngtr ≯
ni ∋
nin ∌
nleftarrow ↚
nleftrightarrow ↮
nleq ≰
nleqq ≰
nleqslant ≰
nless ≮
nmid ∤
nomisma 𐆎
not ̸
notin ∉
nparallel ∦
nprec ⊀
npreceq ⋠
nrightarrow ↛
nshortmid ∤
nshortparallel ∦
nsim ≁
nsimeq ≄
nsubset ⊄
nsubseteq ⊈
nsubseteqq ⊈
nsucc ⊁
nsucceq ⋡
nsupset ⊅
nsupseteq ⊉
nsupseteqq ⊉
ntriangleleft ⋪
ntrianglelefteq ⋬
ntriangleright ⋫
ntrianglerighteq ⋭
nu ν
numero №
nvDash ⊭
nvdash ⊬
nwarrow ↖
o ∘
o* ⊛
o+ ⊕
o- ⊝
o-- ⊖
o. ⊙
o/ ⊘
o= ⊜
octagonal 🛑
odot ⊙
oe œ
ohm Ω
oiiint ∰
oiint ∯
oint ∮
omega ω
omicron ο
ominus ⊖
oo ⊚
oplus ⊕
or ∨
or= ≚
ordfeminine ª
ordmasculine º
oslash ⊘
otimes ⊗
ounce ℥
overbrace ⏞
overparen ⏜
ox ⊗
pab ▰
paragraph ¶
parallel ∥
partial ∂
partnership ㉐
paw ▱
per ⅌
permil ‰
perp ⊥
peseta ₧
peso ₱
phantom ⟡
phi ϕ
pi π
pilcrow ¶
pitchfork ⋔
pm ±
pound £
pounds £
pppprime ⁗
ppprime ‴
pprime ″
prcue ≼
prec ≺
precapprox ≾
preceq ≼
precnapprox ⋨
precnsim ⋨
precsim ≾
prime ′
prod ∏
prohibited 🛇
propto ∝
psi ψ
qdrt ∜
qed ∎
quad
r- →
r-- ⟶
r-2 ⇉
r-3 ⇶
r-> ↣
r-l- ⇄
r-n ↛
r-o ⊸
r-| ↦
r= ⇒
r== ⇛
r=n ⇏
radioactive ☢
rangle ⟩
ratio ∶
rbag ⟆
rceil ⌉
rdata 》
rddots ⋰
rdq ”
rect ▭
registered ®
rfloor ⌋
rhd ▷
rho ρ
rial ﷼
rightarrow →
rightarrowtail ↣
rightharpoondown ⇁
rightharpoonup ⇀
rightleftarrows ⇄
rightleftharpoons ⇌
rightrightarrows ⇉
rightthreetimes ⋌
risingdotseq ≓
rq ’
rr- ↠
rrbracket 〛
rrect ▢
rtimes ⋊
ruble ₽
rupee ₨
r~ ↝
sampi ϡ
san ϻ
sbs ﹨
sdiv ⁄
searrow ↘
section §
setminus ∖
sharp ♯
shei ϣ
shima ϭ
sho ϸ
shortmid ∣
shortparallel ∥
sigma σ
sim ∼
simeq ≃
smallamalg ∐
smallsetminus ∖
smallsmile ⌣
smash ⬍
smile ⌣
som ⃀
spadesuit ♠
spesmilo ₷
sphericalangle ∢
sq □
sq. ▣
sqcap ⊓
sqcup ⊔
sqo ▢
sqrt √
sqrt[3] ∛
sqrt[4] ∜
sqsubset ⊏
sqsubseteq ⊑
sqsupset ⊐
sqsupseteq ⊒
square □
squb ⊏
squb= ⊑
squb=n ⋢
squigarrowright ⇝
squp ⊐
squp= ⊒
squp=n ⋣
ss ß
st12 ✹
st6 ✶
st8 ✴
star ★
stigma ϛ
straightphi φ
sub ⊂
sub= ⊆
sub=n ⊈
subn ⊄
subset ⊂
subseteq ⊆
subseteqq ⊆
subsetneq ⊊
subsetneqq ⊊
succ ≻
succapprox ≿
succcurlyeq ≽
succeq ≽
succnapprox ⋩
succnsim ⋩
succsim ≿
sum ∑
sup ⊃
sup= ⊇
sup=n ⊉
supn ⊅
supset ⊃
supseteq ⊇
supseteqq ⊇
supsetneq ⊋
supsetneqq ⊋
surd √
surd3 ∛
surd4 ∜
swarrow ↙
t= ≜
t> ▹
tau τ
telephone ℡
tenge ₸
textbaht ฿
textbigcircle ⃝
textcircledP ℗
textcolonmonetary ₡
textdied ✝
textdiscount ⁒
textestimated ℮
textfractionsolidus ⁄
textinterrobang ‽
textlira ₤
textlquill ⁅
textmu µ
textmusicalnote ♪
textnaira ₦
textnumero №
textopenbullet ◦
textpertenthousand ‱
textpeso ₱
textrecipe ℞
textreferencemark ※
textrquill ⁆
textwon ₩
th þ
therefore ∴
theta θ
thickapprox ≈
thicksim ∼
tie ⁀
times ×
to →
top ⊤
triangle ▵
triangledown ▿
triangleleft ◃
trianglelefteq ⊴
triangleq ≜
triangleright ▹
trianglerighteq ⊵
tugrik ₮
twoheadleftarrow ↞
twoheadrightarrow ↠
u+ ⊎
u- ↑
u-2 ⇈
u-d- ⇅
u-| ↥
u. ⊍
u= ⇑
u== ⟰
uA Ă
uE Ĕ
uG Ğ
uI Ĭ
uO Ŏ
uU Ŭ
ua ă
ud- ↕
ud-| ↨
ud= ⇕
ue ĕ
ug ğ
ui ĭ
ul- ↖
ul= ⇖
ulcorner ⌜
un ∪
uncertainty ⯑
underbar ▁
underbrace ⏟
underparen ⏝
undertie ‿
uo ŏ
uparrow ↑
updownarrow ↕
upleftharpoon ↿
uplus ⊎
uprightharpoon ↾
upsilon υ
upuparrows ⇈
ur- ↗
ur= ⇗
urcorner ⌝
uu ŭ
uu- ↟
u{A} Ă
u{E} Ĕ
u{G} Ğ
u{I} Ĭ
u{O} Ŏ
u{U} Ŭ
u{a} ă
u{e} ĕ
u{g} ğ
u{i} ĭ
u{o} ŏ
u{u} ŭ
u{} ˘
v ̌
vA Ǎ
vC Č
vD Ď
vDash ⊨
vE Ě
vG Ǧ
vH Ȟ
vI Ǐ
vK Ǩ
vL Ľ
vN Ň
vO Ǒ
vR Ř
vS Š
vT Ť
vU Ǔ
vZ Ž
va ǎ
varbeta ϐ
varepsilon ε
varkai ϗ
varkappa ϰ
varphi φ
varpi ϖ
varprime ′
varpropto ∝
varrho ϱ
varsigma ς
vartheta ϑ
vartriangleleft ⊲
vartriangleright ⊳
vbar │
vc č
vd ď
vdash ⊢
vdots ⋮
ve ě
vee ∨
veebar ⊻
vg ǧ
vh ȟ
vi ǐ
vj ǰ
vk ǩ
vl ľ
vn ň
vo ǒ
vphantom ⇳
vr ř
vs š
vt ť
vu ǔ
vz ž
v{A} Ǎ
v{C} Č
v{D} Ď
v{E} Ě
v{G} Ǧ
v{H} Ȟ
v{I} Ǐ
v{K} Ǩ
v{L} Ľ
v{N} Ň
v{O} Ǒ
v{R} Ř
v{S} Š
v{T} Ť
v{U} Ǔ
v{Z} Ž
v{a} ǎ
v{c} č
v{d} ď
v{e} ě
v{g} ǧ
v{h} ȟ
v{i} ǐ
v{j} ǰ
v{k} ǩ
v{l} ľ
v{n} ň
v{o} ǒ
v{r} ř
v{s} š
v{t} ť
v{u} ǔ
v{z} ž
v{} ˇ
warning ⚠
wedge ∧
won ₩
wp ℘
wr ≀
x ×
xi ξ
yen ¥
z: ⦂
z; ⨟
zeta ζ
{{ ⦃
| ∣
|) ⦈
|- ⊢
|-n ⊬
|= ⊨
|=n ⊭
|> ⦊
|n ∤
|| ∥
||- ⊩
||-n ⊮
||= ⊫
||=n ⊯
||n ∦
|||- ⊪
}} ⦄
~ ∼
~- ≃
~-n ≄
~= ≅
~=n ≇
~A Ã
~E Ẽ
~I Ĩ
~N Ñ
~O Õ
~U Ũ
~V Ṽ
~Y Ỹ
~a ã
~e ẽ
~i ĩ
~n ≁
~o õ
~u ũ
~v ṽ
~y ỹ
~{A} Ã
~{E} Ẽ
~{I} Ĩ
~{N} Ñ
~{O} Õ
~{U} Ũ
~{V} Ṽ
~{Y} Ỹ
~{a} ã
~{e} ẽ
~{i} ĩ
~{n} ñ
~{o} õ
~{u} ũ
~{v} ṽ
~{y} ỹ
~{} ˜
~~ ≈
~~- ≊
~~n ≉
~~~ ≋
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