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Lazy BlackJack

Program Lazy BlackJack conducts game BlackJack with strict using scientifically checked basic strategy. During game program conduct cards counting and gives necessary prompts in different game situations. The program…
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SuperLotS

Play numerical lotteries? Conduct the statistics? Make a lot of stakes?
Load program “SuperLotS” and it will do all this for You!
Multifunctional program “SuperLotS” is intended for work with the results of numerical lotteries…
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Your chances

What chances to win give us numerical lotteries?

Let’s dip into mathematics a little.

In order to know the chance for win, use the following formula (where m – the number of balls which one need to guess; and n – the number of balls in lotto):

n*(n-1)*(n-2)*...*(n-(m-1))

m*(m-1)*(m-2)*...*1


For lottery 6 out of 49

49*48*47*46*45*44

= 13 983 816

6*5*4*3*2*1

Now, You see what chance to win is. It seems what can be easier to guess 6 figures out of 49?

And is it real to guess one of 13 983 816 figures?

Remember – it’s the same.

Out of almost 14 millions players only one can have a chance to guess all six numbers. But it’s the average variant.

Let’s examine chances to win in other numerical lotteries:

For lottery 5 out of 36

36*35*34*33*32

= 376 992

5*4*3*2*1


For lottery 5 out of 40

40*39*38*37*36

= 658 008

5*4*3*2*1


For lottery 6 out of 50

50*49*48*47*46*45

= 15 890 700

6*5*4*3*2*1


For lottery 6 out of 54

54*53*52*51*50*49

= 25 827 165

6*5*4*3*2*1


If You know the given formulas, You’ll be able to count chances for winnings in Your favourite numerical lotteries.

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