Can-Am® is one of the Montana Lottery's $10 games. Its expected return of $0.56 per $1 sits $0.04 below the typical $10 ticket in Montana. Its ValueScore of 23/100 (Below Avg) makes it 5th out of 5 $10 tickets in Montana.
Should I Buy This Ticket?
- You win something fairly often here, about 28% per ticket (1 in 3.63).
Prize Breakdown
| Prize | Odds | Left |
|---|---|---|
| $53,583 | 1 in 80,440 | Not reported |
| $50,000 | 1 in 80,440 | Not reported |
| $500 | 1 in 5,028 | Not reported |
| $250 | 1 in 2,475 | Not reported |
| $100 | 1 in 142 | Not reported |
| $50 | 1 in 57 | Not reported |
| $25 | 1 in 10 | Not reported |
Prize History
Top prizes left
No $53,583 top prizes have been left since May 11, when our records for it began.
From ScratchCheck's daily record of the lottery's published prize counts. Dates are when a claim first appeared in those counts, and small prizes are often cashed days after purchase, so claims trail actual sales.
ValueScore™ Breakdown
Game Details
- State
- Montana
- Game Number
- 1407
- Ticket Price
- $10
- Payout %
- 55.7%
- Data Source
- Official
- Last Updated
- 10/9/2026
Compare
Compare this game with another →Official Source
View on Montana Lottery ↗Montana publishes official odds and prize amounts but not prize inventory (how many of each prize were printed or remain), so we can't show how many prizes are left or score prize inventory for this game. The odds shown are official, not estimated.
Simulate This Game
Run a virtual scratch-off using this game's real odds.
Entertainment only. Outcomes are random and won't match a real session. Launch-odds mode uses the original published odds, ignoring prizes already claimed.
Frequently Asked Questions
Every $10 ticket in Montana
| Game | ValueScore | Odds | Payout | Top prize · left |
|---|---|---|---|---|
| $1,000,000 Cash Blowout! | 43 | 1 in 7.69 | 75.0% | $100 |
| Bonus 50X Multiplier | 40 | 1 in 3.74 | 62.3% | $175K |
| Ultimate Super Hot 7’s | 35 | 1 in 3.68 | 58.6% | $177K |
| Electric Cash Crossword | 25 | 1 in 3.38 | 54.5% | $150K |
| Can-Am® (this game) | 23 | 1 in 3.63 | 55.7% | $54K |