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$,$
$`$
$!$
$;$
$?$
$\colon$
$\acute{x}$
$\bar{x}$
$\vec{x}$
$\widetilde{xxx}$
$\grave{x}$
$\breve{x}$
$\dot{x}$
$\widehat{xxx}$
$\ddot{x}$
$\check{x}$
$\ddot{x}$
$\tilde{x}$
$\hat{x}$
$\dddot{x}$
$\backslash$
$/$
$\smallsetminus$
$\arrowvert$
$|$
$\lvert$
$\rvert$
$\bracevert$
$\lVert$
$\rVert$
$\lgroup$
$\rgroup$
$[$
$]$
$\langle$
$\rangle$
$\lmoustache$
$\rmoustache$
$\lbrace$
$\rbrace$
$\lceil$
$\rceil$
$\lfloor$
$\rfloor$

$\int$
$\int_{a}^{b}$
$\oint$
$\oint_a^b$
$\sum$
$\sum_a^b$
$\coprod$
$\coprod_a^b$
$\prod$
$\prod_a^b$
$\bigcap$
$\bigcap_a^b$
$\bigcup$
$\bigcup_a^b$
$\bigsqcup$
$\bigsqcup_a^b$
$\bigvee$
$\bigvee_a^b$
$\bigwedge$
$\bigwedge_a^b$
$\sqrt{ab}$
$\sqrt[n]{ab}$
$\log_{a}{b}$
$\lg{ab}$
$a^{b}$
$a_{b}$
$x_a^b$
$\widetilde{ab}$
$\widehat{ab}$
$\overleftarrow{ab}$
$\overrightarrow{ab}$
$\overbrace{ab}$
$\underbrace{ab}$
$\underline{ab}$
$\overline{ab}$
$\frac{ab}{cd}$
$\frac{\partial a}{\partial b}$
$\frac{\text{d}x}{\text{d}y}$
$\lim_{a \rightarrow b}$

$\displaystyle\sum\limits_{i=0}^n i^3$
$\left(\begin{array}{c}a\\ b\end{array}\right)$
$\left(\frac{a^2}{b^3}\right)$
$\left.\frac{a^3}{3}\right|_0^1$
$\begin{bmatrix}a & b \\c & d \end{bmatrix}$
$\begin{cases}a & x = 0\\b & x > 0\end{cases}$
$\sqrt{\frac{n}{n-1} S}$
$\begin{pmatrix} \alpha& \beta^{*}\\ \gamma^{*}& \delta \end{pmatrix}$
$A\:\xleftarrow{n+\mu-1}\:B$
$B\:\xrightarrow[T]{n\pm i-1}\:C$
$\frac{1}{k}\log_2 c(f)\;$
$\iint\limits_A f(x,y)\;$
$x^n + y^n = z^n$
$E=mc^2$
$e^{\pi i} - 1 = 0$
$p(x) = 3x^6$
$3x + y = 12$
$\int_0^\infty \mathrm{e}^{-x}\,\mathrm{d}x$
$\sqrt[n]{1+x+x^2+\ldots}$
$\binom{x}{y} = \frac{x!}{y!(x-y)!}$
$\frac{\frac{1}{x}+\frac{1}{y}}{y-z}$
$f(x)=\frac{P(x)}{Q(x)}$
$\frac{1+\frac{a}{b}}{1+\frac{1}{1+\frac{1}{a}}}$
$\sum_{\substack{0\le i\le m\\ 0\lt j\lt n}} P(i,j)$
$\lim_{x \to \infty} \exp(-x) = 0$
$\cos (2\theta) = \cos^2 \theta - \sin^2 \theta$

$\uparrow$
$\downarrow$
$\updownarrow$
$\Uparrow$
$\Downarrow$
$\Leftarrow$
$\Rightarrow$
$\Leftrightarrow$
$\nLeftrightarrow$
$\nLeftarrow$
$\nRightarrow$
$\Updownarrow$
$\circlearrowleft$
$\circlearrowright$
$\Lleftarrow$
$\Rrightarrow$
$\nwarrow$
$\swarrow$
$\searrow$
$\nearrow$
$\longleftarrow$
$\longrightarrow$
$\rightarrow$
$\leftarrow$
$\mapsto$
$\nrightarrow$
$\nleftarrow$
$\rightrightarrows$
$\leftleftarrows$
$\rightleftarrows$
$\leftrightarrows$
$\curvearrowleft$
$\curvearrowright$
$\Longleftarrow$
$\Longrightarrow$
$\longleftrightarrow$
$\Longleftrightarrow$
$\longmapsto$
$\rightarrowtail$
$\leftarrowtail$
$\downdownarrows$
$\upuparrows$
$\rightharpoondown$
$\downharpoonleft$
$\rightharpoonup$
$\downharpoonright$
$\upharpoonleft$
$\upharpoonright$
$\leftharpoondown$
$\leftharpoonup$
$\hookleftarrow$
$\hookrightarrow$
$\rightleftharpoons$
$\leftrightharpoons$
$\looparrowleft$
$\looparrowright$
$\rightsquigarrow$
$\Lsh$
$\Rsh$
$\multimap$
$\twoheadleftarrow$
$\twoheadrightarrow$
$\leftrightarrow$
$\nleftrightarrow$
$\leftrightsquigarrow$

$\aleph$
$\Gamma$
$\alpha$
$\xi$
$\digamma$
$\Delta$
$\beta$
$\pi$
$\varepsilon$
$\Lambda$
$\gamma$
$\rho$
$\varkappa$
$\Phi$
$\delta$
$\sigma$
$\varphi$
$\Pi$
$\epsilon$
$\tau$
$\varpi$
$\Psi$
$\zeta$
$\upsilon$
$\varrho$
$\Sigma$
$\eta$
$\phi$
$\varsigma$
$\Theta$
$\theta$
$\chi$
$\vartheta$
$\Upsilon$
$\iota$
$\psi$
$\Xi$
$\kappa$
$\omega$
$\Omega$
$\lambda$
$\mu$
$\nu$
$\complement$
$\hslash$
$\circledS$
$\Im$
$\beth$
$\ell$
$\mho$
$\Bbbk$
$\Re$
$\daleth$
$\eth$
$\partial$
$\Finv$
$\gimel$
$\hbar$
$\wp$
$\Game$

$\#$
$\clubsuit$
$\lozenge$
$\square$
$\&$
$\diagdown$
$\measuredangle$
$\surd$
$\angle$
$\diagup$
$\nabla$
$\top$
$\backprime$
$\diamondsuit$
$\natural$
$\triangle$
$\bigstar$
$\emptyset$
$\neg$
$\triangledown$
$\blacklozenge$
$\exists$
$\nexists$
$\varnothing$
$\blacksquare$
$\flat$
$\prime$
$\blacktriangle$
$\forall$
$\sharp$
$\blacktriangledown$
$\heartsuit$
$\spadesuit$
$\bot$
$\infty$
$\sphericalangle$

$\mp$
$\doteqdot$
$\gtrless$
$\doublebarwedge$
$\gtrdot$
$\eqsim$
$\gvertneqq$
$\ngeqq$
$\leqq$
$\ngtr$
$\sim$
$\circ$
$\intercal$
$\amalg$
$\circledast$
$\leftthreetimes$
$\star$
$\ast$
$\circledcirc$
$\lessdot$
$\barwedge$
$\circleddash$
$\ltimes$
$\bigcirc$
$\odot$
$\uplus$
$\curlyvee$
$\ominus$
$\vee$
$\boxdot$
$\curlywedge$
$\oplus$
$\veebar$
$\boxminus$
$\dagger$
$\oslash$
$\wedge$
$\boxplus$
$\ddagger$
$\otimes$
$\wr$
$\boxtimes$
$\diamond$
$\pm$
$\bullet$
$\rightthreetimes$
$\divideontimes$
$\rtimes$
$\dotplus$
$\setminus$
$\eqslantless$
$\equiv$
$\leqslant$
$\nleq$
$\simeq$
$>$
$\fallingdotseq$
$\lessapprox$
$\lesseqgtr$
$\nleqslant$
$\nleqq$
$\succ$
$\approx$
$\geq$
$\succapprox$
$\approxeq$
$\geqq$
$\lesseqqgtr$
$\nless$
$\succcurlyeq$
$\asymp$
$\geqslant$
$\lessgtr$
$\nprec$
$\succeq$
$\backsim$
$\gg$
$\lesssim$
$\npreceq$
$\succnapprox$
$\backsimeq$
$\ggg$
$\ll$
$\nsim$
$\succneqq$
$\bumpeq$
$\gnapprox$
$\lll$
$\nsucc$
$\succnsim$
$\Bumpeq$
$\gneq$
$\lnapprox$
$\nsucceq$
$\succsim$
$\circeq$
$\gneqq$
$\lneq$
$\prec$
$\thickapprox$
$\cong$
$\gnsim$
$\lneqq$
$\precapprox$
$\thicksim$
$\curlyeqprec$
$\gtrapprox$
$\lnsim$
$\preccurlyeq$
$\curlyeqsucc$
$\gtreqless$
$\lvertneqq$
$\preceq$
$\doteq$
$\gtreqqless$
$\ncong$
$\precnapprox$
$\precneqq$
$\eqcirc$
$\gtrsim$
$\ngeq$
$\precnsim$
$\precsim$
$\eqslantgtr$
$\leq$
$\ngeqslant$
$\risingdotseq$
$\backepsilon$
$\smallsmile$
$\therefore$
$\because$
$\smile$
$\between$
$\varpropto$
$\bowtie$
$\dashv$
$\frown$
$\smallfrown$
$\nvdash$
$\in$
$\nVdash$
$\mid$
$\nvDash$
$\models$
$\nVDash$
$\ni$
$\parallel$
$\vdash$
$\nmid$
$\perp$
$\Vdash$
$\notin$
$\pitchfork$
$\vDash$
$\propto$
$\Vvdash$
$\nshortmid$
$\shortmid$
$\nparallel$
$\nshortparallel$
$\shortparallel$
$\triangleleft$
$\vartriangle$
$\triangleright$
$\ntrianglerighteq$
$\vartriangleright$
$\vartriangleleft$
$\ntriangleright$
$\blacktriangleright$
$\ntrianglelefteq$
$\trianglerighteq$
$\blacktriangleleft$
$\ntriangleleft$
$\trianglelefteq$
$\bigtriangledown$
$\bigtriangleup$
$\triangleq$
$\sqcap$
$\sqcup$
$\sqsupset$
$\sqsubset$
$\sqsupseteq$
$\sqsubseteq$
$\Cap$
$\Cup$
$\Subset$
$\Supset$
$\cup$
$\cap$
$\subset$
$\supset$
$\subseteq$
$\subseteqq$
$\varsubsetneq$
$\subsetneqq$
$\varsubsetneqq$
$\nsubseteqq$
$\subsetneq$
$\nsubseteq$
$\supseteq$
$\supseteqq$
$\supsetneq$
$\varsupsetneq$
$\nsupseteq$
$\supsetneqq$
$\varsupsetneqq$
$\nsupseteqq$
$\bigodot$
$\bigotimes$
$\bigoplus$
$\biguplus$

$\sin$
$\cos$
$\tan$
$\csc$
$\sec$
$\cot$
$\sinh$
$\cosh$
$\tanh$
$\coth$
$\hom$
$\arcsin$
$\arccos$
$\det$
$\arctan$
$\textrm{arccsc}$
$\textrm{arcsec}$
$\textrm{arccot}$
$\sin^{-1}$
$\cos^{-1}$
$\tan^{-1}$
$\sinh^{-1}$
$\cosh^{-1}$
$\tanh^{-1}$
$\exp$
$\lg$
$\ln$
$\log$
$\log_{e}$
$\log_{10}$
$\lim$
$\liminf$
$\limsup$
$\max$
$\min$
$\infty$
$\inf$
$\arg$
$\det$
$\dim$
$\gcd$
$\hom$
$\ker$
$\Pr$
$\sup$
$\deg$
$\injlim$
$\varinjlim$
$\varprojlim$
$\varliminf$
$\projlim$
$\varlimsup$

$\tiny Tiny$
$\scriptsize Script$
$\small Small$
$\normalsize Normal$
$\large large$
$\Large Large$
$\LARGE LARGE$
$\huge huge$
$\Huge Huge$
$\mathbf{Bold}$
$\mathit{Italic}$
$\mathrm{Roman}$
$\mathcal{Mathcal}$
$\mathscr{Script}$
$\mathfrak{Fraktur}$
$\mathbb{Blackboard}$
$\mathsf{Sans Serif}$
$\mathtt{Typewriter}$

${\color{Aqua} Aqua}$
${\color{Black} Black}$
${\color{Blue} Blue}$
${\color{Chartreuse} Chartreuse}$
${\color{Chocolate} Chocolate }$
${\color{Coral} Coral }$
${\color{Crimson} Crimson}$
${\color{Cyan} Cyan}$
${\color{DarkBlue} DarkBlue}$
${\color{DarkSlateGray } DarkSlate }$
${\color{DeepPink} DeepPink }$
${\color{Emerald} Emerald}$
${\color{Fuchsia} Fuchsia}$
${\color{Golden} Golden}$
${\color{Gray} Gray}$
${\color{Green} Green}$
${\color{IndianRed} IndianRed }$
${\color{Indigo} Indigo}$
${\color{LightCoral} LightCoral}$
${\color{Lime} Lime}$
${\color{Magenta} Magenta}$
${\color{Maroon} Maroon}$
${\color{Navy} Navy}$
${\color{Olive} Olive}$
${\color{OliveDrab} OliveDrab}$
${\color{Orange} Orange}$
${\color{Orchid} Orchid}$
${\color{Peru} Peru}$
${\color{Pink} Pink}$
${\color{Plum} Sienna}$
${\color{Purple} Purple}$
${\color{Red} Red}$
${\color{RoyalBlue} RoyalBlue}$
${\color{Salmon} Salmon}$
${\color{Silver} Silver}$
${\color{Tan} Tan}$
${\color{Teal} Teal}$
${\color{White} White}$
${\color{Yellow} Yellow}$