Development:MediaWiki TeX test

This should look like some maths:

$\int _{-\infty }^{\infty }e^{-x^{tim}}\,dx={\sqrt {hunt^{2}}}$

(This page was created for the benefit of MDLSITE-649.)

unicode	TeX	See
⟦	[\![	$[\![$
{	\{	$\{$
∥	\|	$\|$
}	\}	$\}$
ℵ	\aleph	$\aleph$
α	\alpha	$\alpha$
⨿	\amalg	$\amalg$
∠	\angle	$\angle$
≈	\approx	$\approx$
∗	\ast	$\ast$
≍	\asymp	$\asymp$
\	\backslash	$\backslash$
β	\beta	$\beta$
⋂	\bigcap	$\bigcap$
◯	\bigcirc	$\bigcirc$
⋃	\bigcup	$\bigcup$
⨀	\bigodot	$\bigodot$
⨁	\bigoplus	$\bigoplus$
⨂	\bigotimes	$\bigotimes$
⨆	\bigsqcup	$\bigsqcup$
▽	\bigtriangledown	$\bigtriangledown$
△	\bigtriangleup	$\bigtriangleup$
⨄	\biguplus	$\biguplus$
⋀	\bigwedge	$\bigwedge$
⋁	\bigvee	$\bigvee$
⊥	\bot	$\bot$
⋈	\bowtie	$\bowtie$
□	\Box	$\Box$
∙	\bullet	$\bullet$
∩	\cap	$\cap$
⋅	\cdot	$\cdot$
⋯	\cdots	$\cdots$
χ	\chi	$\chi$
∘	\circ	$\circ$
♣	\clubsuit	$\clubsuit$
≅	\cong	$\cong$
∐	\coprod	$\coprod$
∪	\cup	$\cup$
†	\dagger	$\dagger$
⊣	\dashv	$\dashv$
‡	\ddagger	$\ddagger$
⋱	\ddots	$\ddots$
δ	\delta	$\delta$
Δ	\Delta	$\Delta$
◇	\Diamond	$\Diamond$
⋄	\diamond	$\diamond$
♢	\diamondsuit	$\diamondsuit$
÷	\div	$\div$
≐	\doteq	$\doteq$
↓	\downarrow	$\downarrow$
⇓	\Downarrow	$\Downarrow$
ℓ	\ell	$\ell$
∅	\emptyset	$\emptyset$
ϵ	\epsilon	$\epsilon$
≡	\equiv	$\equiv$
η	\eta	$\eta$
∃	\exists	$\exists$
♭	\flat	$\flat$
∀	\forall	$\forall$
⌢	\frown	$\frown$
γ	\gamma	$\gamma$
Γ	\Gamma	$\Gamma$
≥	\ge	$\geq$
≥	\geq	$\geq$
←	\gets	$\gets$
≫	\gg	$\gg$
ℏ	\hbar	$\hbar$
♡	\heartsuit	$\heartsuit$
↩	\hookleftarrow	$\hookleftarrow$
↪	\hookrightarrow	$\hookrightarrow$
ℑ	\Im	$\Im$
ı	\imath	$\imath$
∈	\in	$\in$
∞	\infty	$\infty$
∫	\int	$\int$
ι	\iota	$\iota$
j	\jmath	$\jmath$
κ	\kappa	$\kappa$
λ	\lambda	$\lambda$
Λ	\Lambda	$\Lambda$
∧	\land	$\land$
⟨	\langle	$\langle$
⟪	\langle\!\langle	$\langle \!\langle$
{	\lbrace	$\lbrace$
[	\lbrack	$\lbrack$
⌈	\lceil	$\lceil$
≤	\le	$\leq$
⇐	\Leftarrow	$\Leftarrow$
←	\leftarrow	$\leftarrow$
↽	\leftharpoondown	$\leftharpoondown$
↼	\leftharpoonup	$\leftharpoonup$
↔	\leftrightarrow	$\leftrightarrow$
⇔	\Leftrightarrow	$\Leftrightarrow$
≤	\leq	$\leq$
⌊	\lfloor	$\lfloor$
≪	\ll	$\ll$
¬	\lnot	$\lnot$
⟸	\Longleftarrow	$\Longleftarrow$
⟵	\longleftarrow	$\longleftarrow$
⟺	\Longleftrightarrow	$\Longleftrightarrow$
⟷	\longleftrightarrow	$\longleftrightarrow$
⟼	\longmapsto	$\longmapsto$
⟹	\Longrightarrow	$\Longrightarrow$
⟶	\longrightarrow	$\longrightarrow$
∨	\lor	$\lor$
↦	\mapsto	$\mapsto$
∣	\mid	$\mid$
⊨	\models	$\models$
∓	\mp	$\mp$
μ	\mu	$\mu$
∇	\nabla	$\nabla$
♮	\natural	$\natural$
≠	\ne	$\neq$
↗	\nearrow	$\nearrow$
¬	\neg	$\neg$
≠	\neq	$\neq$
∋	\ni	$\ni$
≉	\not\approx	$\not \approx$
≭	\not\asymp	$\not \asymp$
≇	\not\cong	$\not \cong$
≢	\not\equiv	$\not \equiv$
≱	\not\geq	$\not \geq$
≰	\not\leq	$\not \leq$
⊀	\not\prec	$\not \prec$
⋠	\not\preceq	$\not \preceq$
≁	\not\sim	$\not \sim$
≄	\not\simeq	$\not \simeq$
⋢	\not\sqsubseteq	$\not \sqsubseteq$
⋣	\not\sqsupseteq	$\not \sqsupseteq$
⊄	\not\subset	$\not \subset$
⊈	\not\subseteq	$\not \subseteq$
⊁	\not\succ	$\not \succ$
⋡	\not\succeq	$\not \succeq$
⊅	\not\supset	$\not \supset$
⊉	\not\supseteq	$\not \supseteq$
≠	\not=	$\not =$
ν	\nu	$\nu$
↖	\nwarrow	$\nwarrow$
⊙	\odot	$\odot$
∮	\oint	$\oint$
ω	\omega	$\omega$
Ω	\Omega	$\Omega$
⊖	\ominus	$\ominus$
⊕	\oplus	$\oplus$
⊘	\oslash	$\oslash$
⊗	\otimes	$\otimes$
∥	\parallel	$\parallel$
∂	\partial	$\partial$
⊥	\perp	$\perp$
ϕ	\phi	$\phi$
Φ	\Phi	$\Phi$
π	\pi	$\pi$
Π	\Pi	$\Pi$
±	\pm	$\pm$
≺	\prec	$\prec$
≼	\preceq	$\preceq$
′	\prime	$\prime$
∏	\prod	$\prod$
∝	\propto	$\propto$
ψ	\psi	$\psi$
Ψ	\Psi	$\Psi$
⟩	\rangle	$\rangle$
⟫	\rangle\!\rangle	$\rangle \!\rangle$
}	\rbrace	$\rbrace$
]	\rbrack	$\rbrack$
⌉	\rceil	$\rceil$
ℜ	\Re	$\Re$
⌋	\rfloor	$\rfloor$
ρ	\rho	$\rho$
→	\rightarrow	$\rightarrow$
⇒	\Rightarrow	$\Rightarrow$
⇁	\rightharpoondown	$\rightharpoondown$
⇀	\rightharpoonup	$\rightharpoonup$
⇌	\rightleftharpoons	$\rightleftharpoons$
↘	\searrow	$\searrow$
∖	\setminus	$\setminus$
♯	\sharp	$\sharp$
σ	\sigma	$\sigma$
Σ	\Sigma	$\Sigma$
∼	\sim	$\sim$
≃	\simeq	$\simeq$
⌣	\smile	$\smile$
♠	\spadesuit	$\spadesuit$
⊓	\sqcap	$\sqcap$
⊔	\sqcup	$\sqcup$
⊏	\sqsubset	$\sqsubset$
⊑	\sqsubseteq	$\sqsubseteq$
⊐	\sqsupset	$\sqsupset$
⊒	\sqsupseteq	$\sqsupseteq$
⋆	\star	$\star$
⊂	\subset	$\subset$
⊆	\subseteq	$\subseteq$
≻	\succ	$\succ$
≽	\succeq	$\succeq$
∑	\sum	$\sum$
⊃	\supset	$\supset$
⊇	\supseteq	$\supseteq$
√	\surd	$\surd$
↙	\swarrow	$\swarrow$
τ	\tau	$\tau$
θ	\theta	$\theta$
Θ	\Theta	$\Theta$
×	\times	$\times$
→	\to	$\to$
⊤	\top	$\top$
△	\triangle	$\triangle$
◁	\triangleleft	$\triangleleft$
▷	\triangleright	$\triangleright$
↑	\uparrow	$\uparrow$
⇑	\Uparrow	$\Uparrow$
↕	\updownarrow	$\updownarrow$
⇕	\Updownarrow	$\Updownarrow$
⊎	\uplus	$\uplus$
υ	\upsilon	$\upsilon$
Υ	\Upsilon	$\Upsilon$
ε	\varepsilon	$\varepsilon$
φ	\varphi	$\varphi$
ϖ	\varpi	$\varpi$
ϱ	\varrho	$\varrho$
ς	\varsigma	$\varsigma$
ϑ	\vartheta	$\vartheta$
⊢	\vdash	$\vdash$
⋮	\vdots	$\vdots$
∧	\wedge	$\wedge$
∨	\vee	$\vee$
∣	\vert	$\vert$
∥	\Vert	$\Vert$
℘	\wp	$\wp$
≀	\wr	$\wr$
ξ	\xi	$\xi$
Ξ	\Xi	$\Xi$
ζ	\zeta	$\zeta$
⟧	]\!]	$]\!]$
ο	o	$o$