MfNF Test: (La)TeX-Makros/-Befehle

$\C\,\R\ \Complex \Longleftarrow \N\; \Q\! \Z\and \arccos \arccot \arcsin \arctan \arg$

$asdf \atop asdfj$ atop

$\def\arraystretch{1.25} \begin{aligned} test \end{aligned}$

\def\arraystretch{1.25} \begin{array} adsfhjklsa \end{array}

$\begin{cases}1\\2\end{cases}$

$asdf\cdot \left(\begin{matrix} 1 & 2\\ 2 & 4 \end{matrix}\right)asdf\begin{matrix} 1 & 2\\ 2 & 4 \end{matrix}$

$\begin{pmatrix}1 & 2\\ 3 & 5\end{pmatrix}\begin{smallmatrix}1 & 2 \\ 3 & 4\end{smallmatrix}\bigtriangleup \binom 1 2 \bmod \boldsymbol A \bot \cancel a \complement\cos \cosh\cot \coth \csc \deg \det$

$\dfrac 1 2 \dim\div\euro\exist\exists\exp\geq\iff\implies\inf\ker\lVert\langle\lbrace\lbrack\lceil\leq\leqslant\liminf\limsup\ll\ln\lnot\lor$

$\mathbb A\mathbf B\mathcal C\mathfrak D\mathit E\mathrm F\mathsf G$

$\nRightarrow\nearrow\ngtr\nleq\not\notin\nsubseteq\or \over asdf asdf \overbrace asdf adfs \overline asdf asdf \overrightarrow asdf \overset asdf$

$\pmod \precnsim\precsim\prime\propto\rVert\rangle\rbrace\rbrack\rceil\rightsquigarrow\rm\searrow$

$\sec \setminus \sgn \sin \sinh \stackrel \supset \supseteq \tan \tanh$

$\sec \setminus \sgn \sin \sinh \stackrel \supset \supseteq \tan \tanh$

$\sec \setminus \sgn \sin \sinh \stackrel \supset \supseteq \tan \tanh$

$\sec \setminus \sgn \sin \sinh \stackrel \supset \supseteq \tan \tanh$

$\sec \setminus \sgn \sin \sinh \stackrel \supset \supseteq \tan \tanh$

$\sec \setminus \sgn \sin \sinh \stackrel \supset \supseteq \tan \tanh$

$\sec \setminus \sgn \sin \sinh \stackrel \supset \supseteq \tan \tanh$

$\sec \setminus \sgn \sin \sinh \stackrel \supset \supseteq \tan \tanh$

$\sec \setminus \sgn \sin \sinh \stackrel \supset \supseteq \tan \tanh$

$\sec \setminus \sgn \sin \sinh \stackrel \supset \supseteq \tan \tanh$

$\text a \tfrac adsf a \top asdf \uplus \varnothing asdf \vec \vee \vert$