Simples:  ${\displaystyle x^{\Box }}$ ${\displaystyle x_{\Box }}$ ${\displaystyle {\sqrt[{\Box }]{x}}}$ ${\displaystyle {\frac {a}{b}}}$ ${\displaystyle \int _{\Box }^{b}}$ ${\displaystyle \lim _{\Box \rightarrow 0}}$ ${\displaystyle \sum _{i=0}^{n}}$
Funções: ${\displaystyle \mathrm {sen} \,}$ ${\displaystyle \cos }$ ${\displaystyle \tan }$ ${\displaystyle \cot }$ ${\displaystyle \sec }$ ${\displaystyle \csc }$ ${\displaystyle \exp }$ ${\displaystyle \ln }$ ${\displaystyle \log }$ ${\displaystyle \mathrm {senh} \,}$ ${\displaystyle \cosh }$ ${\displaystyle \tanh }$ ${\displaystyle \coth }$ ${\displaystyle \mathrm {arcsen} \,}$ ${\displaystyle \arccos }$ ${\displaystyle \arctan }$
Diacríticos: ${\displaystyle {\acute {\Box }}}$ ${\displaystyle {\breve {\Box }}}$ ${\displaystyle {\check {\Box }}}$ ${\displaystyle {\grave {\Box }}}$ ${\displaystyle {\tilde {\Box }}}$
Conjuntos: ${\displaystyle \cap }$ ${\displaystyle \cup }$ ${\displaystyle \smallsetminus }$ ${\displaystyle \subset }$ ${\displaystyle \Delta }$ ${\displaystyle {\mathcal {P}}(\Box )}$ ${\displaystyle (x_{\lambda })_{\lambda \in \Lambda }}$ ${\displaystyle \bigcup _{\lambda \in \Lambda }X_{\lambda }}$ ${\displaystyle \bigcap _{\lambda \in \Lambda }X_{\lambda }}$ ${\displaystyle \bigcup _{\lambda =0}^{\infty }X_{\lambda }}$ ${\displaystyle \forall x\in X}$ ${\displaystyle \bigcap _{\lambda =0}^{\infty }X_{\lambda }}$ ${\displaystyle \bigcup _{\lambda =0}^{k}X_{\lambda }}$ ${\displaystyle \bigcap _{\lambda =0}^{k}X_{\lambda }}$ ${\displaystyle X_{0}\bigcap \ldots \bigcap X_{k}}$
Fontes: ${\displaystyle {\boldsymbol {AaBb}}}$ ${\displaystyle \mathbb {AaBb} }$ ${\displaystyle \mathbf {AaBb} }$ ${\displaystyle {\mathfrak {AaBb}}}$ ${\displaystyle \mathrm {AaBb} }$

Parser functions: {{#expr:}} {{#if:||}} {{#ifeq:|||}} {{#iferror:||}} {{#ifexpr:||}} {{#ifexist:||}} {{#rel2abs:|}} {{#switch:|valor1 = |valor2 = |#default = }} {{#time:|}} {{#timel:|}} {{#titleparts:|quantas|1ª}}
Alterações no comportamento:
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