My maths may be wrong and also the chance % maths may be wrong but is this correct...
Picking a 1.33 winner is like having 10 balls in a bag. 3 balls are red and 7 are white.
If you pick a white ball you win , if you pick red ball you lose?
Is that right?
Would it be the same ratio for 1000 balls? With 334 reds and 666 whites (rounded up slightly)
As an Even chance would be 5 balls red and 5 balls white, correct?
If correct, then no wonder the 1.33 selections fail so much. Would a 1.1 treble be a better way or are the odds still against you?
My head hurts.
Picking a 1.33 winner is like having 10 balls in a bag. 3 balls are red and 7 are white.
If you pick a white ball you win , if you pick red ball you lose?
Is that right?
Would it be the same ratio for 1000 balls? With 334 reds and 666 whites (rounded up slightly)
As an Even chance would be 5 balls red and 5 balls white, correct?
If correct, then no wonder the 1.33 selections fail so much. Would a 1.1 treble be a better way or are the odds still against you?
My head hurts.


