On Sun, Jan 22, 2006 at 07:59:15PM +0100, Schneelocke wrote:
> I *think* what he means is this:
> 
> Define a_0 = 13901, b_0 = 5019630, a_{n+1} = a_n * b_n, b_{n+1} = a_n
> + b_n. Then b_n is conjectured to always be prime (above a certain n,
> I assume, at least).

      |\^/|     Maple 9.5 (IBM INTEL LINUX)
  ._|\|   |/|_. Copyright (c) Maplesoft, a division of Waterloo Maple Inc. 2004
   \  MAPLE  /  All rights reserved. Maple is a trademark of
   <____ ____>  Waterloo Maple Inc.
        |       Type ? for help.

  > [13901, 5019360]; [isprime(%[1]), isprime(%[2])]; 
                                                          [13901, 5019360]
  
                                                           [true, false]
  
  > [%%[1] * %%[2], %%[1] + %%[2]]; [isprime(%[1]), isprime(%[2])];
                                                       [69774123360, 5033261]
  
                                                           [false, false]
  
  > [%%[1] * %%[2], %%[1] + %%[2]]; [isprime(%[1]), isprime(%[2])];
                                                 [351191373917076960, 
69779156621]
  
                                                           [false, true]
  
  > [%%[1] * %%[2], %%[1] + %%[2]]; [isprime(%[1]), isprime(%[2])];
                                        [24505837884503887458350552160, 
351191443696233581]
  
                                                           [false, false]
  
  > [%%[1] * %%[2], %%[1] + %%[2]]; [isprime(%[1]), isprime(%[2])];
                          [8606240585644774841341338786465560163684084960, 
24505837884855078902046785741]
  
                                                           [false, false]
  
Clearly this conjuncture is not worth very much. :-)

/* Steinar */
-- 
Homepage: http://www.sesse.net/
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