United States (multi-state) · Powerball

Powerball low-overlap line set

A multi-line set where no two lines share more numbers than they must, and every number gets a turn.

Format

5 numbers from 69, plus 1 from a separate pool of 26

Top-prize odds, any line

1 in 292,201,338

Identical for every line on this page

Any-prize odds

1 in 24.87

6 lines would cost 12.00 USD.

Every line is drawn from the numbers the set has used least, then checked against the lines already built.

What this does and does not buy you. Buying 6 lines multiplies your jackpot chance by 6 whichever numbers you choose, so the expected return is identical to any other 6 lines. What low overlap changes is the shape of the outcome: distinct lines cannot all fail on the same near-miss, small-prize hits spread more evenly, and the set covers 30 of the 69 numbers rather than circling a handful. If you want fixed guarantees instead, that is a system entry, and its cost curve is brutal.

These numbers are not luckier. Every line in this game has identical odds 1 in 292,201,338 for the top prize, however it was chosen (see the derivation). What a generator changes is which other players hold your line, never your chance of winning. How this generator works.

Why overlap matters when you buy several lines

Buying n lines multiplies your jackpot chance by n whatever the numbers are, so no set of lines has a better expected return than another. What differs is the correlation between them: two lines sharing five of six numbers succeed and fail together, while disjoint lines cannot.

This builder deals each new line from the numbers the set has used least, then compares it against every line already built and keeps the least overlapping candidate. For Powerball that spreads your entry across the pool instead of circling one corner of it. If you want a mathematical guarantee of a smaller prize, that is a system entry, and it is priced accordingly.

Other ways to pick

Same odds, different method — and each one says plainly what it does and does not change.

Check the numbers yourself

Play with money you can afford to lose. Every game on this site has a negative expected value at ordinary jackpots — that is how lotteries fund their good causes. If it stops being entertainment, help by country is listed here.

Sources

The game's rules — the format every mode on this page draws to.

Last verified: 2026-08-29