Thanks for the reply Bernie,

The Gaps 06 06 08 12 06 = x combinations ( x could be 925,365
combinations with the exact same Gaps between the balls 1 & 2, and 2 &
3, and 3 & 4, and 4 & 5, and 5 & 6 ) is only an example figure, I have
no idea what the actual figure is, or come to it, how to code it.

There can only be 5 criteria for each combination. These are the gaps
between balls ...
1 and 2
2 and 3
3 and 4
4 and 5
5 and 6
.... obviously with ALL 13,983,816 combinations there will be quite a
few categories.
The Gaps are produced for each category using all the 6 numbers within
each combination.

Begin Quote :-
Gaps 01 01 01 01 01 39 ( how did you get the 6 sets of
numbers? ) ...
.... would be uniquely 01 03 05 07 09 49
End Quote.

I don't quite understand it when you say ...

Begin Quote :-
Gaps 06 06 08 12 06 = x combinations ( x could be 925,365 combinations
with the exact same Gaps between the balls 1-2, 2-3 ,3-4 ,4-5 & 5-6 )

Those 'Gaps' can only be produced by 6 different combinations :-
01 08 15 24 37 44
02 09 16 25 38 45
03 10 17 26 39 46
04 11 18 27 40 47
05 12 19 28 41 48
06 13 20 29 42 49

In general, the number of combinations for any gap combinations would
be 49 - SUM(Gaps) - 5
For the example above, 49 - 38 - 5 = 6 combinations.
There will be lots of combinations of Gaps that can only be produced
by one combination.
End Quote.

Thanks again.
All the Best.
Paul