**Repeats after N draws in a 6/49 Game.**

Repeats after N draws in a 6/49 Game.

The probability of 0 repeats on the next draw is:

6c0*43c6/49c6=1*6,096,454/13,983816= 0.43596

So the probability for 1 or more repeats is 1-.43596= 0.56404

But this is not of easy use by a regular player,

because we can have 1,2,3,4,5 or 6 repeats probable!

To built a Binomial Distribution upper and lower limits

will be very complicated to understand.

Below is a table of the average number of repeats after N draws, the easy way.

DRAW Avg. Repeats

0 0

1 6*6/49=0.735

2 12*6/49=1.469

3 18*6/49=2.204

4 24*6/49=2.939

5 30*6/49=3.673

6 36*6/49=4.408

7 42*6/49=5.143

8 48*6/49=5.878