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tj ☯ | |
' 『 | |
' 』 | |
" “ | |
" ” | |
' ‘ | |
' ’ | |
0 零 | |
1 壹 | |
2 贰 | |
3 叁 | |
4 肆 | |
5 伍 | |
6 陆 | |
7 柒 | |
8 捌 | |
9 玖 | |
s 拾 | |
q 仟 | |
fx ← | |
fx ↑ | |
fx → | |
fx ↓ | |
fx ↖ | |
fx ↗ | |
fx ↘ | |
fx ↙ | |
[ 【 | |
] 】 | |
?! ⁈ | |
#单位 | |
dw ° | |
dw ℃ | |
dw ㎎ | |
dw ㎏ | |
dw ㎜ | |
dw ㎝ | |
dw ㎞ | |
dw ㎡ | |
dw ㏄ | |
dw ㏎ | |
dw ㏑ | |
dw ㏒ | |
dw ㏕ | |
#罗马数字 | |
\ \ | |
\\ \ | |
\backslash \ | |
\hat ^ | |
\_ _ | |
\grave ` | |
\tilde ~ | |
\pounds £ | |
\S § | |
\ddot ¨ | |
\lnot ¬ | |
\bar ¯ | |
\circ ∘ | |
\circ ° | |
\pm ± | |
\acute ´ | |
\mu µ | |
\P ¶ | |
\cdot · | |
\frac14 ¼ | |
\frac12 ½ | |
\frac34 ¾ | |
\times × | |
\div ÷ | |
\Gamma Γ | |
\Delta Δ | |
\Theta Θ | |
\Lambda Λ | |
\Xi Ξ | |
\Pi Π | |
\Sigma Σ | |
\Phi Φ | |
\Psi Ψ | |
\Omega Ω | |
\alpha α | |
\beta β | |
\gamma γ | |
\delta δ | |
\varepsilon ε | |
\zeta ζ | |
\eta η | |
\theta θ | |
\iota ι | |
\kappa κ | |
\lambda λ | |
\mu μ | |
\nu ν | |
\xi ξ | |
\pi π | |
\rho ρ | |
\varsigma ς | |
\sigma σ | |
\tau τ | |
\upsilon υ | |
\phi φ | |
\chi χ | |
\psi ψ | |
\omega ω | |
\vartheta ϑ | |
\varphi ϕ | |
\varpi ϖ | |
\varsigma ϛ | |
\varrho ϱ | |
\epsilon ϵ | |
\dag † | |
\ddag ‡ | |
\bullet • | |
\dots … | |
\mathbb{C} ℂ | |
\mathcal{E} ℇ | |
\mathfrak{H} ℌ | |
\mathbb ℍ | |
\hbar ℏ | |
\Im ℑ | |
\ell ℓ | |
\mathbb ℕ | |
\wp ℘ | |
\mathbb ℙ | |
\mathbb ℚ | |
\Re ℜ | |
\mathbb ℝ | |
\mathbb ℤ | |
\Omega Ω | |
\mho ℧ | |
\mathfrak ℨ | |
\mathfrak ℭ | |
\Finv Ⅎ | |
\aleph ℵ | |
\beth ℶ | |
\gimel ℷ | |
\daleth ℸ | |
\frac13 ⅓ | |
\frac23 ⅔ | |
\frac15 ⅕ | |
\frac25 ⅖ | |
\frac35 ⅗ | |
\frac45 ⅘ | |
\frac16 ⅙ | |
\frac56 ⅚ | |
\frac18 ⅛ | |
\frac38 ⅜ | |
\frac58 ⅝ | |
\frac78 ⅞ | |
\frac1 ⅟ | |
\leftarrow ← | |
\uparrow ↑ | |
\rightarrow → | |
\downarrow ↓ | |
\leftrightarrow ↔ | |
\updownarrow ↕ | |
\nwarrow ↖ | |
\nearrow ↗ | |
\searrow ↘ | |
\searrow ↙ | |
\nleftarrow ↚ | |
\nrightarrow ↛ | |
\leadsto ↝ | |
\twoheadleftarrow ↞ | |
\twoheadrightarrow ↠ | |
\leftarrowtail ↢ | |
\rightarrowtail ↣ | |
\mapsto ↦ | |
\hookleftarrow ↩ | |
\hookrightarrow ↪ | |
\looparrowleft ↫ | |
\looparrowright ↬ | |
\leftrightsquigarrow ↭ | |
\nleftrightarrow ↮ | |
\Lsh ↰ | |
\Rsh ↱ | |
\curvearrowleft ↶ | |
\curvearrowright ↷ | |
\circlearrowleft ↺ | |
\circlearrowright ↻ | |
\leftharpoonup ↼ | |
\leftharpoondown ↽ | |
\upharpoonright ↾ | |
\upharpoonleft ↿ | |
\rightharpoonup ⇀ | |
\rightharpoondown ⇁ | |
\downharpoonright ⇂ | |
\downharpoonleft ⇃ | |
\rightleftarrows ⇄ | |
\leftrightarrows ⇆ | |
\leftleftarrows ⇇ | |
\upuparrows ⇈ | |
\rightrightarrows ⇉ | |
\downdownarrows ⇊ | |
\leftrightharpoons ⇋ | |
\rightleftharpoons ⇌ | |
\nLeftarrow ⇍ | |
\nLeftrightarrow ⇎ | |
\nRightarrow ⇏ | |
\Leftarrow ⇐ | |
\Uparrow ⇑ | |
\Rightarrow ⇒ | |
\Downarrow ⇓ | |
\Leftrightarrow ⇔ | |
\Updownarrow ⇕ | |
\Lleftarrow ⇚ | |
\rightsquigarrow ⇝ | |
\dashleftarrow ⇠ | |
\dashrightarrow ⇢ | |
\forall ∀ | |
\complement ∁ | |
\partial ∂ | |
\exists ∃ | |
\nexists ∄ | |
\emptyset ∅ | |
\Delta ∆ | |
\nabla ∇ | |
\in ∈ | |
\notin ∉ | |
\in ∊ | |
\ni ∋ | |
\not\ni ∌ | |
\ni ∍ | |
\blacksquare ∎ | |
\prod ∏ | |
\amalg ∐ | |
\sum ∑ | |
\mp ∓ | |
\dotplus ∔ | |
\setminus ∖ | |
\ast ∗ | |
\bullet ∙ | |
\surd √ | |
\sqrt √ | |
\sqrt[3] ∛ | |
\sqrt[4] ∜ | |
\propto ∝ | |
\infty ∞ | |
\angle ∠ | |
\measuredangle ∡ | |
\sphericalangle ∢ | |
\mid ∣ | |
\nmid ∤ | |
\parallel ∥ | |
\nparallel ∦ | |
\wedge ∧ | |
\vee ∨ | |
\cap ∩ | |
\cup ∪ | |
\int ∫ | |
\iint ∬ | |
\iiint ∭ | |
\oint ∮ | |
\oiint ∯ | |
\oiiint ∰ | |
\therefore ∴ | |
\because ∵ | |
\stackrel ∸ | |
\sim ∼ | |
\backsim ∽ | |
\wr ≀ | |
\nsim ≁ | |
\simeq ≃ | |
\not\simeq ≄ | |
\cong ≅ | |
\ncong ≇ | |
\approx ≈ | |
\not\approx ≉ | |
\approxeq ≊ | |
\asymp ≍ | |
\Bumpeq ≎ | |
\bumpeq ≏ | |
\doteq ≐ | |
\doteqdot ≑ | |
\fallingdotseq ≒ | |
\risingdotseq ≓ | |
\eqcirc ≖ | |
\circeq ≗ | |
\stackrel ≘ | |
\stackrel ≙ | |
\stackrel ≚ | |
\stackrel ≛ | |
\triangleq ≜ | |
\defeq ≝ | |
\stackrel ≞ | |
\stackrel ≟ | |
\neq ≠ | |
\equiv ≡ | |
\not\equiv ≢ | |
\leq ≤ | |
\geq ≥ | |
\leqq ≦ | |
\geqq ≧ | |
\lneqq ≨ | |
\gneqq ≩ | |
\ll ≪ | |
\gg ≫ | |
\between ≬ | |
\not\asymp ≭ | |
\nless ≮ | |
\ngtr ≯ | |
\nleq ≰ | |
\ngeq ≱ | |
\lesssim ≲ | |
\gtrsim ≳ | |
\not\lesssim ≴ | |
\not\gtrsim ≵ | |
\lessgtr ≶ | |
\gtrless ≷ | |
\not\lessgtr ≸ | |
\not\gtrless ≹ | |
\prec ≺ | |
\succ ≻ | |
\preccurlyeq ≼ | |
\succcurlyeq ≽ | |
\precsim ≾ | |
\succsim ≿ | |
\nsucc ⊀ | |
\nprec ⊁ | |
\subset ⊂ | |
\supset ⊃ | |
\not\subset ⊄ | |
\not\supset ⊅ | |
\subseteq ⊆ | |
\supseteq ⊇ | |
\nsubseteq ⊈ | |
\nsupseteq ⊉ | |
\subsetneq ⊊ | |
\supsetneq ⊋ | |
\uplus ⊎ | |
\sqsubset ⊏ | |
\sqsupset ⊐ | |
\sqsubseteq ⊑ | |
\sqsupseteq ⊒ | |
\sqcap ⊓ | |
\sqcup ⊔ | |
\oplus ⊕ | |
\ominus ⊖ | |
\otimes ⊗ | |
\oslash ⊘ | |
\odot ⊙ | |
\circledcirc ⊚ | |
\circledast ⊛ | |
\circleddash ⊝ | |
\boxplus ⊞ | |
\boxminus ⊟ | |
\boxtimes ⊠ | |
\boxdot ⊡ | |
\vdash ⊢ | |
\dashv ⊣ | |
\bot ⊤ | |
\perp ⊥ | |
\vDash ⊧ | |
\models ⊨ | |
\Vdash ⊩ | |
\Vvdash ⊪ | |
\nvdash ⊬ | |
\nvDash ⊭ | |
\not\Vdash ⊮ | |
\nVdash ⊯ | |
\lhd ⊲ | |
\rhd ⊳ | |
\unlhd ⊴ | |
\unrhd ⊵ | |
\multimapdotbothA ⊶ | |
\multimapdotbothB ⊷ | |
\multimap ⊸ | |
\intercal ⊺ | |
\veebar ⊻ | |
\barwedge ⊼ | |
\bigwedge ⋀ | |
\bigvee ⋁ | |
\bigcap ⋂ | |
\bigcup ⋃ | |
\diamond ⋄ | |
\cdot ⋅ | |
\star ⋆ | |
\divideontimes ⋇ | |
\bowtie ⋈ | |
\ltimes ⋉ | |
\rtimes ⋊ | |
\leftthreetimes ⋋ | |
\rightthreetimes ⋌ | |
\backsimeq ⋍ | |
\curlyvee ⋎ | |
\curlywedge ⋏ | |
\Subset ⋐ | |
\Supset ⋑ | |
\Cap ⋒ | |
\Cup ⋓ | |
\pitchfork ⋔ | |
\lessdot ⋖ | |
\gtrdot ⋗ | |
\lll ⋘ | |
\ggg ⋙ | |
\lesseqgtr ⋚ | |
\gtreqless ⋛ | |
\eqslantless ⋜ | |
\eqslantgtr ⋝ | |
\curlyeqprec ⋞ | |
\curlyeqsucc ⋟ | |
\not\curlyeqprec ⋠ | |
\not\curlyeqsucc ⋡ | |
\not\sqsubseteq ⋢ | |
\not\sqsupseteq ⋣ | |
\lnsim ⋦ | |
\gnsim ⋧ | |
\precnsim ⋨ | |
\succnsim ⋩ | |
\ntriangleleft ⋪ | |
\ntriangleright ⋫ | |
\ntrianglelefteq ⋬ | |
\ntrianglerighteq ⋭ | |
\vdots ⋮ | |
\cdots ⋯ | |
\ddotsup ⋰ | |
\ddots ⋱ | |
\spadesuit ♠ | |
\heartsuit ♡ | |
\diamondsuit ♢ | |
\clubsuit ♣ | |
\spadesuit ♤ | |
\heartsuit ♥ | |
\diamondsuit ♦ | |
\clubsuit ♧ | |
\flat ♭ | |
\natural ♮ | |
\sharp ♯ | |
\checkmark ✔ | |
\mars ♂ | |
\venus ♀ | |
^0 ⁰ | |
^1 ¹ | |
^2 ² | |
^3 ³ | |
^4 ⁴ | |
^n ⁿ | |
^+ ⁺ | |
^- ⁻ | |
_0 ₀ | |
_1 ₁ | |
_2 ₂ | |
_3 ₃ | |
_4 ₄ | |
_a ₐ | |
_e ₑ | |
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