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Lottery & Game Odds (Combinations)

What is Lottery & Game Odds (Combinations)?

Combinations calculator (Order doesn't matter).

How it Works

nCr = n! / (r! * (n-r)!).

Step-by-Step Guide

1 Total Pool (n)
Total balls/cards.
2 Selection (r)
Items to pick.
3 Result
Total possibilities.

Example

Input: 52 cards, pick 5

Result: 2,598,960 hands

FAQ

Does order matter?

No, that's Permutation. In Lotto, order doesn't matter.

What is n!?

Factorial (e.g., 5! = 5*4*3*2*1).

Odds vs Probability?

Probability is 1-in-X. Odds are Win:Loss.

Replacement?

This assumes no replacement (once a ball is picked, it's out).

Poker hand?

52 choose 5.

Conclusion

Use this to understand the astronomical odds against winning lotteries or specific poker hands.

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References & Standards

This calculator uses formulas and data standards from Standard References to ensure accuracy.

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