Like Alexis wrote, "You can find there 5358 sequences
starting with 0,1,2... (!) Just pick one :-)"
So, there will be so many "possible" answers but
"unacceptable". (Actually, not as many as 5358,
because the search engine includes "0, 1, -2, ...";
"0, -1, 2, ..."; and "0, -1, -2, ..." as well as
"0, 1, 2, ...".)
Mark, it's my wild guess. I'm not sure if the
following sequence has any use or ever found by
others:
n^(n!-floor(n/2)); n = 0, 1, 2, ...
You'll get the series: 0, 1, 2, 243, 1.75922E+13,
3.00927E+82, ...
To avoid too many possible answers, we may ask for
the largest fourth term. The winner is the one who
gets the largest fourth term.
Bye,
Suyono
Mark wrote:
starting with 0,1,2... (!) Just pick one :-)"
So, there will be so many "possible" answers but
"unacceptable". (Actually, not as many as 5358,
because the search engine includes "0, 1, -2, ...";
"0, -1, 2, ..."; and "0, -1, -2, ..." as well as
"0, 1, 2, ...".)
Mark, it's my wild guess. I'm not sure if the
following sequence has any use or ever found by
others:
n^(n!-floor(n/2)); n = 0, 1, 2, ...
You'll get the series: 0, 1, 2, 243, 1.75922E+13,
3.00927E+82, ...
To avoid too many possible answers, we may ask for
the largest fourth term. The winner is the one who
gets the largest fourth term.
Bye,
Suyono
Mark wrote:
>
> What is the next number in the following
> series? 0, 1, 2, ?.
>
> Mark
>