92e8445b-5d3d-467c-815b-16048dea990f 7 3 5 decimal
&[DATE] &[TIME] - &[FILENAME]
&[PAGENUM] / &[COUNT]
 erf(x) 0.486

1rst derivative ... is simply the integrand

x D 2 π sqrt / x 2 ^ - exp * :

Antiderivative, integral curve.

z int z z erf * z 2 ^ - exp π sqrt / + : 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

375 x 177

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 snapshot