DotDotoverlaps previous character. Example underscore| _⃜
| | DotEqual | ≐
| | curarr | ↷
| | curarrm | ⤼
| | DownArrow | ↓ | DoubleDownArrow | ⇓
| | DoubleLeftArrow | ⇐
| | Longleftrightarrow | ⟺ ⟷
| Longrightarrow | ⟹
| | DoubleLongLeftArrow | ⟸
| DoubleLongLeftRightArrow | ⟺
| DoubleLongRightArrow | ⟹
| DoubleRightArrow | ⇒
| | DoubleUpArrow | ⇑
| DoubleUpDownArrow | ⇕
| | DownArrow | ↓
| DownArrowBar | ⤓
| | DownArrowUpArrow | ⇵
| DoubleLeftRightArrow | ⇔
| | DownLeftRightVector | ⥐
| DownLeftVector | ↽
| | DownLeftVectorBar | ⥖
| | DownLeftTeeVector | ⥞
| DownRightTeeVector | ⥟
| | DownRightVector | ⇁
| DownRightVectorBar | ⥗
| | DoubleRightTee | ⊨
| DoubleLeftTee | ⫤
| | DownTee | ⊤ | DownTeeArrow | ↧
| | ENG | Ŋ
| | Element | ∈ | NotElement | ∉
| | Emacr | Ē
| | EmptySmallSquare | ◻
| EmptyVerySmallSquare | ▫
| | FilledSmallSquare | ◼
| FilledVerySmallSquare | ▪
| | Equal | ⩵
| | EqualTilde | ≂
| | Equilibrium | ⇌
| | Esim | ⩳
| | Exists | ∃ | NotExists | ∄
| | Gammad | Ϝ
| | ExponentialE | ⅇ
| | ForAll | ∀
| | Fouriertrf | ℱ
| | GT | >
| Gt | ≫
| Gg | ⋙
| ggg | ⋙
| | gE | ≧ | gEl | ⪌
| | NestedGreaterGreater | ≫
| GreaterGreater | ⪢
| | GreaterLess | ≷
| gtrless | ≷
| | GreaterSlantEqual | ⩾ | GreaterTilde | ≳
| | GreaterFullEqual | ≧
| GreaterEqualLess | ⋛
| GreaterEqual | ≥
| | NotGreater | ≯
| NotGreaterEqual | ≱
| | NotGreaterFullEqual | ≧̸
| NotGreaterGreater | ≫̸
| | NotGreaterLess | ≹
| NotGreaterSlantEqual | ⩾̸
| | NotGreaterTilde | ≵
| | gel | ⋛
| | geq | ≥ | geqq | ≧
| | geqslant | ⩾
| | gescc | ⪩
| | gesdot | ⪀ | gesdoto | ⪂
| | gesdotol | ⪄ | gesl | ⋛︀
| | gesles | ⪔
| | glE | ⪒
| | gnE | ≩
| | gtreqless | ⋛ | gtreqqless | ⪌
| | gtrsim | ≳
| | gvertneqq | ≩︀
| | gvnE | ≩︀
| | gnap | ⪊
| gnapprox | ⪊
| | gneq | ⪈
| gneqq | ≩
| gnsim | ⋧
| | gsim | ≳
| | gsime | ⪎
| | gsiml | ⪐
| | gtquest | ⩼
| | gtrapprox | ⪆
| | gtrarr | ⥸
| | gtdot | ⋗
| gtrdot | ⋗
| | gla | ⪥
| | glj | ⪤
| | | LT | < | Lt | ≪ | Ll | ⋘
| | NestedLessLess | ≪ | LessLess | ⪡
| NotNestedLessLess | ⪡̸
| | LessEqualGreater | ⋚
| LessFullEqual | ≦
| | LessGreater | ≶
| | LessSlantEqual | ⩽ | LessTilde | ≲
| | NotLess | ≮
| NotLessEqual | ≰
| | NotLessGreater | ≸
| NotLessLess | ≪̸
| | NotLessSlantEqual | ⩽̸
| NotLessTilde | ≴
| | NotNestedGreaterGreater | ⪢̸
| | NotEqual | ≠
| | NotEqualTilde | ≂̸
| | HARDcy | Ъ
| | Hacek | ˇ
| | Hat | ^
| | HilbertSpace | ℋ
| | HorizontalLine | ─
| | HumpDownHump | ≎ | NotHumpDownHump | ≎̸ | HumpEqual | ≏ | NotHumpEqual | ≏̸
| | IJlig | IJ
| | Idot | İ
| | Im | ℑ
| | ImaginaryI | ⅈ
| | Implies | ⇒
| | Integral | ∫
| | Intersection | ⋂
| | InvisibleComma |
| | InvisibleTimes |
| | Itilde | Ĩ
| | Lsh | ↰
| | Lang | ⟪
| | Map | ⤅
| | Laplacetrf | ℒ
| | LeftAngleBracket | ⟨
| RightAngleBracket | ⟩
| | LeftArrow | ←
| RightArrow | →
| | LeftArrowBar | ⇤
| RightArrowBar | ⇥
| | LeftArrowRightArrow | ⇆
| RightArrowLeftArrow | ⇄
| | LeftCeiling | ⌈
| RightCeiling | ⌉
| | LeftDoubleBracket | ⟦
| RightDoubleBracket | ⟧
| | LeftDownTeeVector | ⥡
| RightDownTeeVector | ⥝
| | LeftDownVector | ⇃
| RightDownVector | ⇂
| | LeftDownVectorBar | ⥙
| RightDownVectorBar | ⥕
| | LeftFloor | ⌊
| RightFloor | ⌋
| | LeftRightArrow | ↔
| | LeftRightVector | ⥎
| | LeftTee | ⊣
| RightTee | ⊢
| | LeftTeeArrow | ↤
| RightTeeArrow | ↦
| | LeftTeeVector | ⥚
| RightTeeVector | ⥛
| | LeftTriangle | ⊲
| RightTriangle | ⊳
| | LeftTriangleBar | ⧏
| RightTriangleBar | ⧐
| | LeftTriangleEqual | ⊴
| RightTriangleEqual | ⊵
| | NotLeftTriangle | ⋪
| | NotLeftTriangleBar | ⧏̸
| | NotLeftTriangleEqual | ⋬
| | NotRightTriangle | ⋫
| | NotRightTriangleBar | ⧐̸
| | NotRightTriangleEqual | ⋭
| | LeftUpDownVector | ⥑
| RightUpDownVector | ⥏
| | LeftUpTeeVector | ⥠
| RightUpTeeVector | ⥜
| | LeftUpVector | ↿
| RightUpVector | ↾
| | LeftUpVectorBar | ⥘
| RightUpVectorBar | ⥔
| | LeftVector | ↼
| RightVector | ⇀
| | LeftVectorBar | ⥒
| | RightVectorBar | ⥓
| Leftarrow | ⇐
| Rightarrow | ⇒
| | Leftrightarrow | ⇔
| | Lleftarrow | ⇚
| | LongLeftArrow | ⟵
| LongLeftRightArrow | ⟷
| LongRightArrow | ⟶
| | Longleftarrow | ⟸
| | Lmidot | Ŀ
| | MediumSpace | x x
| | Mellintrf | ℳ
| | MinusPlus | ∓
| | NewLine |
| | NoBreak |
| | NonBreakingSpace |
| | NotSubset | ⊂⃒
| | NotSubsetEqual | ⊈
| | NotSucceeds | ⊁
| | NotSucceedsEqual | ⪰̸
| | NotSucceedsSlantEqual | ⋡
| | NotSucceedsTilde | ≿̸
| | NotSuperset | ⊃⃒
| | NotSupersetEqual | ⊉
| | OpenCurlyDoubleQuote | “
| OpenCurlyQuote | ‘
| | Otimes | ⨷
| | OverBar | ‾
| | OverBrace | ⏞
| | OverBracket | ⎴
| | OverParenthesis | ⏜
| | PartialD | ∂
| | PlusMinus | ±
| | Poincareplane | ℌ
| | Precedes | ≺
| NotPrecedes | ⊀
| | PrecedesEqual | ⪯
| NotPrecedesEqual | ⪯̸
| | PrecedesSlantEqual | ≼
| NotPrecedesSlantEqual | ⋠
| | PrecedesTilde | ≾
| | Product | ∏
| | QUOT | "
| | awint | ⨑
| | bNot | ⫭
| | backcong | ≌
| | backepsilon | ϶
| | backprime | ‵
| | backsim | ∽
| | backsimeq | ⋍
| | barvee | ⊽
| | Barwed | ⌆
| doublebarwedge | ⌆
| barwed | ⌅
| barwedge | ⌅
| | bbrk | ⎵
| | bbrktbrk | ⎶
| | bcong | ≌
| | bepsi | ϶
| | bernou | ℬ
| | beth | ℶ
| | bigsqcup | ⨆
| | bigstar | ★
| | biguplus | ⨄
| | bigvee | ⋁
| | bigwedge | ⋀
| | bkarow | ⤍
| | blacklozenge | ⧫
| | blacksquare | ▪
| | blacktriangle | ▴
| | dotsquare | ⊡
| | bigtriangledown | ▽
| bigtriangleup | △
| blacktriangledown | ▾
| blacktriangleleft | ◂
| blacktriangleright | ▸
| | blank | ␣
| blk12 | ▒
| blk14 | ░
| blk34 | ▓
| | block | █
| | bne | =⃥
| | bnequiv | ≡⃥
| | bnot | ⌐
| | REG | ®
| | Rarrtl | ⤖
| | ReverseElement | ∋
| NotReverseElement | ∌
| | ReverseEquilibrium | ⇋
| ReverseUpEquilibrium | ⥯
| | RoundImplies | ⥰
| | Rsh | ↱
| | RuleDelayed | ⧴
| | SHCHcy | Щ
| | SOFTcy | Ь
| | ShortLeftArrow | ←
| ShortRightArrow | →
| | ShortDownArrow | ↓
| ShortUpArrow | ↑
| | SmallCircle | ∘
| | Sqrt | √
| | Square | □
| | SquareIntersection | ⊓
| | SquareSubset | ⊏
| NotSquareSubset | ⊏̸
| | NotSquareSubsetEqual | ⋢
| NotSquareSuperset | ⊐̸
| | NotSquareSupersetEqual | ⋣
| SquareSubsetEqual | ⊑
| | SquareSuperset | ⊐
| SquareSupersetEqual | ⊒
| | SquareUnion | ⊔
| | Star | ⋆
| | Sub | ⋐
| Subset | ⋐
| | SubsetEqual | ⊆
| | Succeeds | ≻
| SucceedsEqual | ⪰
| | SucceedsSlantEqual | ≽
| | SucceedsTilde | ≿
| | SuchThat | ∋
| | Sum | ∑
| | Superset | ⊃
| SupersetEqual | ⊇
| | Supset | ⋑
| | Tab |
| | ThickSpace |
| | Tilde | ∼ | NotTilde | ≁
| | TildeEqual | ≃ | NotTildeEqual | ≄
| | TildeFullEqual | ≅ | NotTildeFullEqual | ≇
| | TildeTilde | ≈ | NotTildeTilde | ≉
| | TripleDot | ⃛
| | Darr | ↡
| Larr | ↞
| Rarr | ↠
| Uarr | ↟
| | Uarrocir | ⥉
| | UnderBar | _
| | UnderBrace | ⏟
| UnderBracket | ⎵
| | UnderParenthesis | ⏝
| | Union | ⋃
| | UnionPlus | ⊎
| | RBarr | ⤐
| | UpArrow | ↑
| UpArrowBar | ⤒
| | UpArrowDownArrow | ⇅
| UpDownArrow | ↕
| | UpEquilibrium | ⥮
| | UpTee | ⊥
| UpTeeArrow | ↥
| | Uparrow | ⇑
| Updownarrow | ⇕
| | LowerLeftArrow | ↙
| LowerRightArrow | ↘
| | UpperLeftArrow | ↖
| UpperRightArrow | ↗
| | Rrightarrow | ⇛
| | Utilde | Ũ
| | VDash | ⊫
| | Vbar | ⫫
| | Vdash | ⊩
| Vdashl | ⫦
| | Vee | ⋁
| | Verbar | ‖
| Vert | ‖
| | DoubleVerticalBar | ∥
| NotDoubleVerticalBar | ∦
| | NotVerticalBar | ∤
| | VerticalBar | x∣x
| | VerticalLine | x|x
| VerticalSeparator | x❘x
| | VerticalTilde | ≀
| | Vvdash | ⊪
| | Wedge | ⋀
| | Zdot | Ż
| |
| | ZeroWidthSpace |
| | NegativeMediumSpace |
| | NegativeThickSpace |
| | NegativeThinSpace |
| | NegativeVeryThinSpace |
| | VeryThinSpace |
| | ThinSpace |
| |
| | acE | ∾̳
| | acd | ∿
| | aleph | ℵ
| | andand | ⩕
| | andd | ⩜
| | andslope | ⩘
| | andv | ⩚
| | angmsd | ∡
| | angmsdaa | ⦨
| angmsdab | ⦩
| | angmsdac | ⦪
| angmsdad | ⦫
| | angmsdae | ⦬
| angmsdaf | ⦭
| | angmsdag | ⦮
| angmsdah | ⦯
| | angzarr | ⍼
| | angrt | ∟
| | angrtvb | ⊾
| angrtvbd | ⦝
| | angsph | ∢
| | angst | Å
| | apE | ⩰
| | apacir | ⩯
| | apid | ≋
| | approxeq | ≊
| | asympeq | ≍
| | bowtie | ⋈
| | boxDL | ╗
| boxDR | ╔
| boxDl | ╖
| boxDr | ╓
| | boxH | ═
| boxHD | ╦
| boxHU | ╩
| boxHd | ╤
| boxHu | ╧
| | boxUL | ╝
| boxUR | ╚
| boxUl | ╜
| boxUr | ╙
| | boxV | ║
| boxVH | ╬
| boxVL | ╣
| | boxVR | ╠
| boxVh | ╫
| boxVl | ╢
| boxVr | ╟
| | boxdL | ╕
| boxdR | ╒
| boxdl | ┐
| boxdr | ┌
| | boxh | ─
| boxhD | ╥
| boxhU | ╨
| boxhd | ┬
| boxhu | ┴
| | boxuL | ╛
| boxuR | ╘
| boxul | ┘
| boxur | └
| | boxv | │
| boxvH | ╪
| boxvL | ╡
| | boxvR | ╞
| boxvh | ┼
| boxvl | ┤
| boxvr | ├
| | boxbox | ⧉
| | boxminus | ⊟
| boxplus | ⊞
| boxtimes | ⊠
| | bprime | ‵
| | bsemi | ⁏
| | bsim | ∽
| | bsime | ⋍
| | bsol | \
| | bsolb | ⧅
| | bsolhsub | ⟈
| | bump | ≎
| bumpE | ⪮
| bumpe | ≏
| bumpeq | ≏
| | capand | ⩄
| capbrcup | ⩉
| capcap | ⩋
| capcup | ⩇
| capdot | ⩀
| | caps | ∩︀
| | ccaps | ⩍
| ccups | ⩌
| | ccupssm | ⩐
| | caret | ⁁
| | cdot | ċ
| | centerdot | ·
| | check | ✓
| checkmark | ✓
| | cirE | ⧃
| | circeq | ≗
| | circlearrowleft | ↺
| circlearrowright | ↻
| | circledR | ®
| | circledS | Ⓢ
| | circledast | ⊛
| | circledcirc | ⊚
| | circleddash | ⊝
| | cire | ≗
| | cirfnint | ⨐
| | cirmid | ⫯
| | cirscir | ⧂
| | colone | ≔
| coloneq | ≔
| | compfn | ∘
| | complement | ∁
| | complexes | ℂ
| | congdot | ⩭
| | coprod | ∐
| | copysr | ℗
| | csub | ⫏
| csube | ⫑
| | csup | ⫐
| csupe | ⫒
| | ctdot | ⋯
| | cudarrl | ⤸
| cudarrr | ⤵
| | cuepr | ⋞
| cuesc | ⋟
| | cularr | ↶
| cularrp | ⤽
| | cupcap | ⩆
| cupbrcap | ⩈
| cupcup | ⩊
| | cupdot | ⊍
| cupor | ⩅
| | cups | ∪︀
| | curlyeqprec | ⋞
| curlyeqsucc | ⋟
| | curlyvee | ⋎
| curlywedge | ⋏
| | curvearrowleft | ↶
| curvearrowright | ↷
| | cuvee | ⋎
| cuwed | ⋏
| | cylcty | ⌭
| | dHar | ⥥
| | daleth | ℸ
| | dashv | ⊣
| | dbkarow | ⤏
| | dblac | ˝
| | ddagger | ‡
| | ddarr | ⇊
| | ddotseq | ⩷
| | dfisht | ⥿
| | dharl | ⇃
| dharr | ⇂
| | digamma | ϝ
| | disin | ⋲
| | divideontimes | ⋇
| divonx | ⋇
| | dlcorn | ⌞
| dlcrop | ⌍
| drcorn | ⌟
| drcrop | ⌌
| | doteq | ≐
| doteqdot | ≑
| dotminus | ∸
| dotplus | ∔
| | downarrow | ↓
| downdownarrows | ⇊
| | downharpoonleft | ⇃
| downharpoonright | ⇂
| | drbkarow | ⤐
| dzigrarr | ⟿
| | dsol | ⧶
| | dtdot | ⋱
| | dtri | ▿
| dtrif | ▾
| | duarr | ⇵
| | duhar | ⥯
| | dwangle | ⦦
| | eDDot | ⩷
| | easter | ⩮
| | ecolon | ≕
| | efDot | ≒
| | egs | ⪖
| | egsdot | ⪘
| | elinters | ⏧
| | elsdot | ⪗
| | emptyset | ∅
| | cemptyv | ⦲
| bemptyv | ⦰
| demptyv | ⦱
| emptyv | ∅
| | emsp13 |
| emsp14 |
| | epar | ⋕
| | eparsl | ⧣
| | eplus | ⩱
| | epsiv | ϵ
| | eqcirc | ≖
| | eqcolon | ≕
| | eqsim | ≂
| | eqslantgtr | ⪖
| eqslantless | ⪕
| | equals | =
| equest | ≟
| | equivDD | ⩸
| | eqvparsl | ⧥
| | esdot | ≐
| | erDot | ≓
| | erarr | ⥱
| | esim | ≂
| | expectation | ℰ
| | exponentiale | ⅇ
| | fallingdotseq | ≒
| | ffilig | ffi
| fflig | ff
| ffllig | ffl
| filig | fi
| fjlig | fj
| | fllig | fl
| | fltns | ▱
| | fork | ⋔
| forkv | ⫙
| | fpartint | ⨍
| | frac13 | ⅓ | frac15 | ⅕ | frac16 | ⅙ | frac18 | ⅛
| | frac23 | ⅔ | frac25 | ⅖
| | frac35 | ⅗ | frac38 | ⅜
| | frac45 | ⅘
| | frac56 | ⅚ | frac58 | ⅝
| | frac78 | ⅞
| | frown | ⌢
| | gammad | ϝ
| | gap | ⪆
| | gtcc | ⪧
| | gtcir | ⩺
| | gtlPar | ⦕
| | hairsp |
| | hamilt | ℋ
| | hardcy | ъ
| | harrcir | ⥈
| | harrw | ↭
| | hbar | ℏ
| | hercon | ⊹
| | hksearow | ⤥
| hkswarow | ⤦
| | hookleftarrow | ↩
| hookrightarrow | ↪
| | hoarr | ⇿
| | homtht | ∻
| | horbar | ―
| | hslash | ℏ
| | hybull | ⁃
| | ifr | 𝔦
| | iinfin | ⧜
| | iiota | ℩
| | ijlig | ij
| | imagline | ℐ
| | imagpart | ℑ
| | imath | ı
| | imof | ⊷
| | imped | Ƶ
| | incare | ℅
| | infintie | ⧝
| | inodot | ı
| | intcal | ⊺
| | integers | ℤ
| | intercal | ⊺
| | intlarhk | ⨗
| | intprod | ⨼
| | iogon | į
| | iprod | ⨼
| | isinE | ⋹
| | isindot | ⋵
| | isins | ⋴
| | isinsv | ⋳
| | isinv | ∈
| | itilde | ĩ
| | jmath | ȷ
| | gimel | ℷ
| | kappav | ϰ
| | lAarr | ⇚
| | lAtail | ⤛
| | lBarr | ⤎
| | lE | ≦
| | lEg | ⪋
| | lHar | ⥢
| | laemptyv | ⦴
| | lagran | ℒ
| | langd | ⦑
| | langle | ⟨
| | lap | ⪅
| | larrb | ⇤
| | larrbfs | ⤟
| | larrfs | ⤝
| | larrhk | ↩
| | larrlp | ↫
| | larrpl | ⤹
| | larrsim | ⥳
| | larrtl | ↢
| | latail | ⤙
| | late | ⪭
| | lates | ⪭︀
| | lbarr | ⤌
| | lbbrk | ❲
| rbbrk | ❳
| lbrace | {
| rbrace | }
| | lbrack | [
| rbrack | ]
| rbrke | ⦌
| | lbrke | ⦋
| lbrksld | ⦏
| rbrksld | ⦎
| | lbrkslu | ⦍
| rbrkslu | ⦐
| | lcub | {
| rcub | }
| | ldca | ⤶
| rdca | ⤷
| | ldquor | „
| | ldrdhar | ⥧
| | ldrushar | ⥋
| | ldsh | ↲
| | leftarrow | ←
| | leftarrowtail | ↢
| | leftharpoondown | ↽
| | leftharpoonup | ↼
| | leftleftarrows | ⇇
| | leftrightarrow | ↔
| | leftrightarrows | ⇆
| | leftrightharpoons | ⇋
| | leftrightsquigarrow | ↭
| | leftthreetimes | ⋋
| | leg | ⋚
| | leq | ≤
| | leqq | ≦
| | leqslant | ⩽
| | lescc | ⪨
| | lesdot | ⩿
| | lesdoto | ⪁
| | lesdotor | ⪃
| | lesg | ⋚︀
| | lesges | ⪓
| | lessapprox | ⪅
| | lessdot | ⋖
| | lesseqgtr | ⋚
| | lesseqqgtr | ⪋
| | lessgtr | ≶
| | lesssim | ≲
| | lfisht | ⥼
| | lfr | 𝔩
| | lgE | ⪑
| | lhard | ↽
| | lharu | ↼
| | lharul | ⥪
| | lhblk | ▄
| | llarr | ⇇
| | llcorner | ⌞
| | llhard | ⥫
| | lltri | ◺
| | lmidot | ŀ
| | lmoust | ⎰
| | lmoustache | ⎰
| | lnE | ≨
| | lnap | ⪉
| | lnapprox | ⪉
| | lne | ⪇
| | lneq | ⪇
| | lneqq | ≨
| | lnsim | ⋦
| | loang | ⟬
| | loarr | ⇽
| | lobrk | ⟦
| | longleftarrow | ⟵
| | longleftrightarrow | ⟷
| | longmapsto | ⟼
| | longrightarrow | ⟶
| | looparrowleft | ↫
| | looparrowright | ↬
| | lopar | ⦅
| | loplus | ⨭
| | lotimes | ⨴
| | lowbar | _
| | lozf | ⧫
| | lpar | (
| | lparlt | ⦓
| | lrarr | ⇆
| | lrcorner | ⌟
| | lrhar | ⇋
| | lrhard | ⥭
| | lrtri | ⊿
| | lsh | ↰ | rsh | ↱
| | lsim | ≲
| | lsime | ⪍
| | lsimg | ⪏
| | lsqb | [
| | lsquor | ‚
| | ltcc | ⪦
| | ltcir | ⩹
| | ltdot | ⋖
| | lthree | ⋋
| | ltimes | ⋉
| | ltlarr | ⥶
| | ltquest | ⩻
| | ltrPar | ⦖
| | ltri | ◃
| | ltrie | ⊴
| | ltrif | ◂
| | lurdshar | ⥊
| | luruhar | ⥦
| | lvertneqq | ≨︀
| | lvnE | ≨︀
| | mDDot | ∺
| | male | ♂
| | female | ♀
| | malt | ✠
| | maltese | ✠
| | mapsto | ↦
| | mapstodown | ↧
| | mapstoleft | ↤
| | mapstoup | ↥
| | marker | ▮
| | mcomma | ⨩
| | measuredangle | ∡
| | mfr | 𝔪
| | mho | ℧
| | midast | *
| | midcir | ⫰
| | minusb | ⊟
| | minusd | ∸
| | minusdu | ⨪
| | mlcp | ⫛
| | mldr | …
| | mnplus | ∓
| | models | ⊧
| | mstpos | ∾
| | multimap | ⊸
| | mumap | ⊸
| | nGg | ⋙̸
| | nGt | ≫⃒
| | nGtv | ≫̸
| | nLeftarrow | ⇍
| | nLeftrightarrow | ⇎
| | nLl | ⋘̸
| | nLt | ≪⃒
| | nLtv | ≪̸
| | nRightarrow | ⇏
| | nVDash | ⊯
| | nVdash | ⊮
| | nang | ∠⃒
| | nap | ≉
| | napE | ⩰̸
| | napid | ≋̸
| | napos | ʼn
| | napprox | ≉
| | naturals | ℕ
| | nbump | ≎̸
| | nbumpe | ≏̸
| | ncap | ⩃
| | ncong | ≇
| | ncongdot | ⩭̸
| | ncup | ⩂
| | nedot | ≐̸
| | nequiv | ≢
| | nesear | ⤨
| | nesim | ≂̸
| | nexist | ∄
| nexists | ∄
| | ngE | ≧̸
| | ngeq | ≱
| | ngeqq | ≧̸
| | ngeqslant | ⩾̸
| | nges | ⩾̸
| | ngsim | ≵
| | ngt | ≯
| | ngtr | ≯
| | nhArr | ⇎
| | nharr | ↮
| | nhpar | ⫲
| | nis | ⋼
| | nisd | ⋺
| | niv | ∋
| | nlArr | ⇍
| | nlE | ≦̸
| | nlarr | ↚
| | nldr | ‥
| | nle | ≰
| | nleftarrow | ↚
| | nleftrightarrow | ↮
| | nleq | ≰
| | nleqq | ≦̸
| | nleqslant | ⩽̸
| | nles | ⩽̸
| | nless | ≮
| | nlsim | ≴
| | nlt | ≮
| | nltri | ⋪
| | nltrie | ⋬
| | nmid | ∤
| | notinE | ⋹̸
| | notindot | ⋵̸
| | notinva | ∉
| | notinvb | ⋷
| | notinvc | ⋶
| | notni | ∌
| | notniva | ∌
| | notnivb | ⋾
| | notnivc | ⋽
| | npar | ∦
| | nparallel | ∦ | nshortparallel | ∦
| | nparsl | ⫽⃥
| | npart | ∂̸
| | npolint | ⨔
| | nprcue | ⋠
| | npre | ⪯̸
| | nprec | ⊀
| | npreceq | ⪯̸
| | nrArr | ⇏
| | nrarr | ↛
| | nrarrc | ⤳̸
| | nrarrw | ↝̸
| | nrightarrow | ↛
| | nrtri | ⋫ | nrtrie | ⋭
| | nsc | ⊁ | nsccue | ⋡
| | nsce | ⪰̸
| | nshortmid | ∤
| | nsim | ≁ | nsime | ≄ | nsimeq | ≄
| | nsmid | ∤
| | nspar | ∦
| | nsqsube | ⋢
| | nsqsupe | ⋣ | nsubE | ⫅̸ | nsube | ⊈
| | nsubset | ⊂⃒
| | nsubseteq | ⊈
| | nsubseteqq | ⫅̸
| | nsucc | ⊁
| | nsucceq | ⪰̸
| | nsup | ⊅
| | nsupE | ⫆̸
| | nsupe | ⊉
| | nsupset | ⊃⃒
| | nsupseteq | ⊉
| | nsupseteqq | ⫆̸
| | ntgl | ≹
| | ntlg | ≸
| | ntriangleleft | ⋪
| | ntrianglelefteq | ⋬
| | ntriangleright | ⋫
| | ntrianglerighteq | ⋭
| | numero | №
| | numsp |
| | nvDash | ⊭
| | nvHarr | ⤄
| | nvap | ≍⃒
| | nvdash | ⊬
| | nvge | ≥⃒
| | nvgt | >⃒
| | nvinfin | ⧞
| | nvlArr | ⤂
| | nvle | ≤⃒
| | nvlt | <⃒
| | nvltrie | ⊴⃒
| | nvrArr | ⤃
| | nvrtrie | ⊵⃒
| | nvsim | ∼⃒
| | neArr | ⇗
| nearhk | ⤤
| nearr | ↗
| nearrow | ↗
| | nwArr | ⇖
| nwarhk | ⤣
| nwarr | ↖
| nwarrow | ↖
| nwnear | ⤧
| | swArr | ⇙
| swarhk | ⤦
| swarr | ↙
| swarrow | ↙
| swnwar | ⤪
| | oS | Ⓢ
| | oast | ⊛
| | odash | ⊝
| | odblac | ő
| | odiv | ⨸
| | odot | ⊙
| | odsold | ⦼
| | ofcir | ⦿
| | ogt | ⧁
| | ohbar | ⦵
| | ohm | Ω
| | olarr | ↺
| | olcir | ⦾
| | olcross | ⦻
| | olt | ⧀
| | omid | ⦶
| | ominus | ⊖
| | opar | ⦷
| | operp | ⦹
| | orarr | ↻
| | orderof | ℴ
| | origof | ⊶
| | oror | ⩖
| | orslope | ⩗
| | orv | ⩛
| | osol | ⊘
| | otimesas | ⨶
| | ovbar | ⌽
| | parallel | ∥
| | parsim | ⫳
| | parsl | ⫽
| | percnt | %
| | pertenk | ‱
| | phiv | ϕ
| | phmmat | ℳ
| | phone | ☎
| | pitchfork | ⋔
| | planck | ℏ
| | planckh | ℎ
| | plankv | ℏ
| | plusacir | ⨣
| | plusb | ⊞
| | pluscir | ⨢
| | plusdo | ∔
| | plusdu | ⨥
| | pluse | ⩲
| | plussim | ⨦
| | plustwo | ⨧
| | pm | ±
| | pointint | ⨕
| | prE | ⪳
| | prap | ⪷
| | prcue | ≼
| | prec | ≺
| | precapprox | ⪷
| | preccurlyeq | ≼
| | preceq | ⪯
| | precnapprox | ⪹
| | precneqq | ⪵
| | precnsim | ⋨
| | precsim | ≾
| | primes | ℙ
| | prnE | ⪵
| | prnap | ⪹
| | prnsim | ⋨
| | profalar | ⌮
| | profline | ⌒
| | profsurf | ⌓
| | propto | ∝
| | prsim | ≾
| | prurel | ⊰
| | puncsp |
| | qfr | 𝔮
| | qprime | ⁗
| | quaternions | ℍ
| | quatint | ⨖
| | questeq | ≟
| | rAarr | ⇛
| | rAtail | ⤜
| | rBarr | ⤏
| | rHar | ⥤
| | raemptyv | ⦳
| | rangd | ⦒
| | rangle | ⟩
| | rarrap | ⥵
| | rarrb | ⇥
| | rarrbfs | ⤠
| | rarrc | ⤳
| | rarrfs | ⤞
| | rarrhk | ↪
| | rarrlp | ↬
| | rarrpl | ⥅
| | rarrsim | ⥴
| | rarrtl | ↣
| | rarrw | ↝
| | ratail | ⤚
| | rationals | ℚ
| | rbarr | ⤍
| | rdldhar | ⥩
| | rdquor | ”
| | rdsh | ↳
| | realine | ℛ
| | realpart | ℜ
| | reals | ℝ
| | rfisht | ⥽
| | rfr | 𝔯
| | rhard | ⇁
| | rharu | ⇀
| | rharul | ⥬
| | rhov | ϱ
| | rightarrow | →
| | rightarrowtail | ↣
| | rightharpoondown | ⇁
| | rightharpoonup | ⇀
| | rightleftarrows | ⇄
| | rightleftharpoons | ⇌
| | rightrightarrows | ⇉
| | rightsquigarrow | ↝
| | rightthreetimes | ⋌
| | risingdotseq | ≓
| | rlarr | ⇄
| | rlhar | ⇌
| | rmoust | ⎱
| | rmoustache | ⎱
| | rnmid | ⫮
| | roang | ⟭
| | roarr | ⇾
| | robrk | ⟧
| | ropar | ⦆
| | roplus | ⨮
| | rotimes | ⨵
| | rpar | )
| | rpargt | ⦔
| | rppolint | ⨒
| | rrarr | ⇉
| | rsqb | ]
| | rsquor | ’
| | rthree | ⋌
| | rtimes | ⋊
| | rtri | ▹
| | rtrie | ⊵
| | rtrif | ▸
| | rtriltri | ⧎
| | ruluhar | ⥨
| | rx | ℞
| | scE | ⪴
| | sccue | ≽
| | sce | ⪰
| | scnE | ⪶
| | scnap | ⪺
| | scnsim | ⋩
| | scpolint | ⨓
| | scsim | ≿
| | sdotb | ⊡
| | sdote | ⩦
| | seArr | ⇘
| | searhk | ⤥
| | searr | ↘
| | searrow | ↘
| | seswar | ⤩
| | setminus | ∖
| | setmn | ∖
| | sext | ✶
| | sfr | 𝔰
| | sfrown | ⌢
| | shchcy | щ
| | shortmid | ∣
| | shortparallel | ∥
| | sigmav | ς
| | simdot | ⩪
| | sime | ≃
| | simeq | ≃
| | simg | ⪞
| | simgE | ⪠
| | siml | ⪝
| | simlE | ⪟
| | simne | ≆
| | simplus | ⨤
| | simrarr | ⥲
| | slarr | ←
| | smallsetminus | ∖
| | smashp | ⨳
| | smeparsl | ⧤
| | smid | ∣
| | smile | ⌣
| | smt | ⪪
| | smte | ⪬
| | smtes | ⪬︀
| | softcy | ь
| | solb | ⧄
| | solbar | ⌿
| | spar | ∥
| | sqcap | ⊓
| | sqcaps | ⊓︀
| | sqcup | ⊔
| | sqcups | ⊔︀
| | sqsub | ⊏ | sqsube | ⊑
| | sqsubset | ⊏
| | sqsubseteq | ⊑
| | sqsup | ⊐ | sqsupe | ⊒
| | sqsupset | ⊐
| | sqsupseteq | ⊒
| | squarf | ▪
| | squf | ▪
| | srarr | →
| | ssetmn | ∖
| | ssmile | ⌣
| | sstarf | ⋆
| | starf | ★
| | straightepsilon | ϵ
| | straightphi | ϕ
| | strns | ¯
| | subE | ⫅
| | subdot | ⪽
| | subedot | ⫃
| | submult | ⫁
| | subnE | ⫋
| | subne | ⊊
| | subplus | ⪿
| | subrarr | ⥹
| | subseteq | ⊆
| | subseteqq | ⫅
| | subsetneq | ⊊
| | subsetneqq | ⫋
| | subsim | ⫇
| | subsub | ⫕
| | subsup | ⫓
| | succ | ≻
| | succapprox | ⪸
| | succcurlyeq | ≽
| | succeq | ⪰
| | succnapprox | ⪺
| | succneqq | ⪶
| | succnsim | ⋩
| | succsim | ≿
| | sung | ♪
| | supE | ⫆
| | supdot | ⪾
| | supdsub | ⫘
| | supedot | ⫄
| | suphsol | ⟉
| | suphsub | ⫗
| | suplarr | ⥻
| | supmult | ⫂
| | supnE | ⫌
| | supne | ⊋
| | supplus | ⫀
| | supset | ⊃
| | supseteq | ⊇
| | supseteqq | ⫆
| | supsetneq | ⊋
| | supsetneqq | ⫌
| | supsim | ⫈
| | supsub | ⫔
| | supsup | ⫖
| | target | ⌖
| | tbrk | ⎴
| | tdot | ⃛
| | telrec | ⌕
| | thetav | ϑ
| | thickapprox | ≈
| thkap | ≈
| | thicksim | ∼
| thksim | ∼
| | timesb | ⊠
| | timesbar | ⨱
| | timesd | ⨰
| | toea | ⤨
| | topbot | ⌶
| | topcir | ⫱
| | topfork | ⫚
| | tosa | ⤩
| | tprime | ‴
| | triangle | ▵
| triangledown | ▿
| | triangleleft | ◃
| trianglelefteq | ⊴
| | triangleright | ▹
| trianglerighteq | ⊵
| | tridot | ◬
| triminus | ⨺
| triplus | ⨹
| trisb | ⧍
| tritime | ⨻
| | triangleq | ≜
| | trpezium | ⏢
| | tshcy | ћ
| | twixt | ≬
| | twoheadleftarrow | ↞
| twoheadrightarrow | ↠
| | uHar | ⥣
| | udarr | ⇅
| | udblac | ű
| | udhar | ⥮
| | ufisht | ⥾
| | uharl | ↿
| uharr | ↾
| upharpoonleft | ↿
| upharpoonright | ↾
| | uhblk | ▀
| | ulcorn | ⌜
| ulcorner | ⌜
| | ulcrop | ⌏
| | ultri | ◸
| xutri | △
| | uparrow | ↑
| | updownarrow | ↕
| | uplus | ⊎
| | upuparrows | ⇈
| | urcorn | ⌝
| | urcorner | ⌝
| | urcrop | ⌎
| | urtri | ◹
| | utdot | ⋰
| | utilde | ũ
| | utri | ▵
| utrif | ▴
| | uuarr | ⇈
| | uwangle | ⦧
| | varnothing | ∅
| | vArr | ⇕
| | vBar | ⫨
| | vBarv | ⫩
| | vDash | ⊨
| | vangrt | ⦜
| | varpropto | ∝
| | varr | ↕
| | varsubsetneq | ⊊︀
| varsubsetneqq | ⫋︀
| varsupsetneq | ⊋︀
| varsupsetneqq | ⫌︀
| | vartriangleleft | ⊲
| vartriangleright | ⊳
| | vdash | ⊢
| | veebar | ⊻
| | veeeq | ≚
| | vellip | ⋮
| | vnsub | ⊂⃒
| vnsup | ⊃⃒
| | vprop | ∝
| | vltri | ⊲
| vrtri | ⊳
| xdtri | ▽
| | vsubnE | ⫋︀
| vsubne | ⊊︀
| vsupnE | ⫌︀
| vsupne | ⊋︀
| | vzigzag | ⦚
| | wedbar | ⩟
| | wedgeq | ≙
| | wp | ℘
| | wreath | ≀
| | xcap | ⋂
| xcup | ⋃
| | xhArr | ⟺
| xharr | ⟷
| | xlArr | ⟸
| xlarr | ⟵
| | xrArr | ⟹
| xrarr | ⟶
| | xmap | ⟼
| | xnis | ⋻
| | xodot | ⨀
| xoplus | ⨁
| xotime | ⨂
| | xsqcup | ⨆
| | xuplus | ⨄
| | xvee | ⋁
| xwedge | ⋀
| | zigrarr | ⇝
| | AMP | &
| | COPY | ©
| | GT | >
| LT | <
| | QUOT | "
| | REG | ®
| TRADE | ™
| |
| | varepsilon | ϵ
| varkappa | ϰ
| varphi | ϕ
| varpi | ϖ
| | varrho | ϱ
| varsigma | ς
| vartheta | ϑ
| | Dstrok | Đ
| Hstrok | Ħ
| Lstrok | Ł
| Tstrok | Ŧ
| | dstrok | đ
| hstrok | ħ
| lstrok | ł
| tstrok | ŧ
| |