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Comment Re:Why are these simulations impressive? (Score 1) 129

That's the point. If the simulation differs, then something about actual natural law hasn't been properly translated into code. The interesting part is, if what we think we know _has_ been properly translated, then what we think we know may be wrong. The more common case, of course, is that the code has a glitch.

Comment Re:A "Feyn" place to end Pi (Score 1) 208

Seems like we could probably stop at about 187 digits, really. The radius of the observable universe in planck lengths (call it X) is about 2.7*10^61, which makes the observable volume (4*pi*X^3) about (8*10^184)*pi cubic planck units. The value of the 186th digit of pi (after the decimal) should only affect the final volume by about 0.7 units; going much beyond that seems unnecessary :)

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