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For First Responders · Lottery Odds

Lottery Odds for an A/B test

Built for first responders planning or training for real incidents. Run fast what-if scenarios for response planning and training — no software to install in the field. Simulate an A/B test live below — adjust the inputs and watch it respond, right in your browser.

Lottery OddsLive

the tax on not knowing math

Odds of the jackpot

1 in 13,983,816

Pick 6 from 49

Spending $2 a ticket, a win is expected about once every 28.0 million dollars played.

1748× more likely to die in a car crash this year.

Controls

Presets

Number pool

Numbers picked

Ticket price ($)

Winning a jackpot means matching every drawn number, and the odds are the number of possible combinations, C(pool, picks). Adding just a few numbers to the pool multiplies the odds dramatically — a 6-from-49 draw is 1 in 14 million, 6-from-59 nearly 1 in 45 million. You are far likelier to be struck by lightning, which is why lotteries are so profitable.

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Data Inspector

Combinations13,983,816

Jackpot odds1 in 13,983,816

Tickets to expect a win~13,983,816

Governing equation

P (jackpot) = \frac{1}{( 6 49 )} = \frac{1}{13 , 983 , 816}

Reading this result: Matching 6 of 49 is a 1-in-13,983,816 shot: buying one ticket every draw (twice weekly), you would wait about 134,460 years on average for a single jackpot.

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Frequently asked questions

Is this good for first responders?: Yes — this version of "Lottery Odds for an A/B test" is framed for first responders planning or training for real incidents. Run fast what-if scenarios for response planning and training — no software to install in the field.
Do I need to install anything?: No. It runs in any modern browser, free, with no account required.