In article <email@example.com>, firstname.lastname@example.org wrote:
> On Saturday, 29 June 2013 21:36:54 UTC+2, Virgil wrote: > > In article <email@example.com>, > > > a_n = min(100, |(N - F(n))|) has to be calculated as our master Cauchy has > > taught us. > > > Since it is a constant sequence, its limit by any standard is its constant > > value of 100. > > > At least until WM can find an n in |N foe which |(|N - FISON(n))| < 100 > > The limit is not the value at any n but the extrapolated value for infinity.
Which, for WM's claim of a limit of 0, would require him to show that there are some values in the sequence closer to 0 than 100 --