Input:
(-csc(x)^2) and 2*exp((-x^2))*pi^(-1/2) and (-csch(x)^2)
Write:
`(-csc(x)^2) and 2*exp((-x^2))*pi^(-1/2) and (-csch(x)^2)`
Output: $$ (-{csc(x)}^{2})\ and\ 2\ \frac{1}{\sqrt{\pi }}\ exp((-{x}^{2}))\ and\ (-{csch(x)}^{2}) == (-{csc(x)}^{2})\ and\ 2\ \frac{1}{\sqrt{\pi }}\ exp((-{x}^{2}))\ and\ (-{csch(x)}^{2}) $$ Result: $$(-{csc(x)}^{2})\ and\ 2\ \frac{1}{\sqrt{\pi }}\ exp((-{x}^{2}))\ and\ (-{csch(x)}^{2})$$
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