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Anonymous Sat May 26 02:41:06 2018 No.9767937

>>9765321

I'd lean towards no. A single instance of sin being closer to 0 than n^3 is larger than zero results in the series making a non-convergent jump in value. As n -> infinity, I don't see any evidence that these jumps in value would ever completely vanish.



Though I guess that it would depend on exactly what pi is. If there's some tendency for multiples of pi to never get sufficiently close to whole numbers, then it would converge.