Comment #20 on issue 1827 by smi...@gmail.com: log eval gives more standard
form
http://code.google.com/p/sympy/issues/detail?id=1827
BTW, where *did* that number come from Aaron? After about 75 minutes it
factored as
3758743295473825947389257438957432890574389205744372\
8194372819473829147389214738921748392714839271498321
=
11*
3938048843*
133808451390407*
64846320504243427491150151917816948023991989863184691\
54331016552520423238486111
Finding the 11 was no problem, but finding the next factor (2**31 < factor
< 2**32) is what took a long time. We shouldn't get caught by that anymore,
though.
These long numbers make me think that a method to print and sympify long
numbers might be nice so pprinting the last number would give something like
6,484,
632,050,424,342,749,
115,015,191,781,694,
802,399,198,986,318,
469,154,331,016,552,
520,423,238,486,111
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