Anyone know a method to determine # of combos for each sum in 6/45, 6/49?

Reply #2

rehnn — Sat, 25 Oct 2008 15:49:05 GMT

Thank you johnph77

Not only did you give me the info I was looking for, it included every combination for virtually any other lottery.

Reply #1

johnph77 — Sat, 25 Oct 2008 06:39:20 GMT

http://www.johnph77.com/math/ls.html

No ads, nothing to sell, for informational purposes only. Enjoy.

Anyone know a method to determine # of combos for each sum in 6/45, 6/49?

rehnn — Sat, 25 Oct 2008 05:41:30 GMT

Does anyone have this info or know of a program; or can create one that can determine how many combinations exist in a certain sum. In 6/49 for example the minumum sum 1+2+3+4+5+6 is (21) and the maximum is (279). There is only one possible combination for each of these. As you move closer to the middle of the sums the number of combinations increase dramatically. It would be interesting to see the number of combos for each sum for the different lotteries; 6/45, 7/47.

Thanks