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Nov 20th, 2018
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  1. X = var('X')
  2. def R(X):
  3. return numerical_integral(2/((n+1)*pi), 0, X)[0]
  4. n = abs(X)/pi
  5. i = 1
  6. while R(i) > 10^(-3):
  7. i += 1
  8.  
  9. I = F(i)+R(i)
  10. I.numerical_approx()
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