Casino Nights New Hampshire scratch-off #Casino-Nights

Return N/A$3 ticketTop prize $50,000
Return per $1 now
N/A
Launch odds only — current return not available
Return per ticket now
N/A
vs $3 cost
Return at launch
$1.88
per ticket, as originally printed
Overall odds
1 in 3.99
any prize, at launch
Odds of a net win
1 in 7.1
win more than the $3 ticket
Est. tickets remaining
estimated
Prizes remaining
— in unclaimed prizes
Prize tiers live
0/44
tiers with ≥1 prize left
Top prizes left
$50,000 prizes unclaimed

Why no return? New Hampshire does not publish all the data needed (for example, exact ticket counts or complete remaining-prize tables) to calculate a reliable current expected return for this game. The launch return shown above reflects the game as originally printed, not its current state.

Prize table

PrizeTotalClaimedRemaining% LeftLaunch Odds
$50,0001 in 258,700
$1,0001 in 517,400
$1,0001 in 517,400
$1,0001 in 1,034,800
$5001 in 16,963.93
$2001 in 31,357.58
$2001 in 35,682.76
$2001 in 51,740
$2001 in 47,036.36
$1001 in 12,467.47
$1001 in 11,759.09
$1001 in 11,894.25
$1001 in 13,438.96
$1001 in 16,425.4
$1001 in 15,444.78
$1001 in 25,239.02
$751 in 12,319.05
$751 in 12,619.51
$751 in 11,626.97
$751 in 16,690.32
$501 in 3,088.96
$501 in 3,061.54
$501 in 3,285.08
$501 in 3,656.54
$501 in 3,776.64
$501 in 4,172.58
$301 in 1,251.27
$301 in 1,201.86
$301 in 1,243.75
$301 in 1,221.72
$201 in 199.88
$201 in 403.75
$201 in 396.78
$201 in 398.92
$101 in 100
$101 in 100
$101 in 100
$101 in 133.45
$51 in 28.61
$51 in 33.3
$51 in 50
$31 in 25
$31 in 28.57
$31 in 28.57

How this return was calculated

A current return requires complete remaining-prize counts and a way to estimate tickets remaining. New Hampshire doesn’t publish enough for this game, so we show it as Return N/A rather than guessing.

Data source

Prize data may be delayed or incomplete; prizes may be claimed between state updates. This page is informational, not gambling advice.

Learn more

How we calculate expected return · What expected value means · How to read a ticket’s odds

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