What Does "Overall Odds" Mean on a Scratch-Off Ticket?

Every NY scratch-off ticket has a line printed on the back that says something like "Overall odds: 1 in 4.87". Most people read this as "I have about a 1-in-5 chance of winning." That interpretation is technically correct — and almost completely useless.

Here is what that number actually means, why it's misleading, and what you should look at instead.

The Definition

Overall odds is the ratio of total tickets printed to total winning tickets in a scratch-off game. If a game prints 10,000,000 tickets and 2,053,388 of them are winners, the overall odds are:

10,000,000 ÷ 2,053,388 = 1 in 4.87

That means approximately 1 out of every 4.87 tickets wins something. The remaining ~3.87 out of every 4.87 tickets win absolutely nothing.

The catch: "winning" includes break-even and losses
A $5 scratch-off that pays you $1 counts as a "win" in the overall odds calculation. You spent $5 and got back $1 — you lost $4. But statistically, that ticket is a winner. This is the single biggest reason overall odds are misleading. Most of the "winning" tickets pay back less than the ticket price.

A Real Example: Breaking Down the Numbers

Hypothetical $5 Game — "Lucky 5s"

Total tickets printed: 6,000,000

Overall odds: 1 in 3.72

Total "winning" tickets: 1,612,903

Prize # of Winners Odds of This Prize Net Gain/Loss
$5 (break even)900,0001 in 6.67$0
$2400,0001 in 15.00-$3
$10200,0001 in 30.00+$5
$2075,0001 in 80.00+$15
$5025,0001 in 240+$45
$10010,0001 in 600+$95
$5002,5001 in 2,400+$495
$5,0003801 in 15,789+$4,995
$50,000201 in 300,000+$49,995
$500,00031 in 2,000,000+$499,995

Look at the prize breakdown. Of the 1,612,903 "winners":

So while the overall odds say "1 in 3.72 wins," the odds of actually making a profit are more like 1 in 19.2. That is a dramatically different number.

The illusion of "1 in 4 wins"
When you read "overall odds 1 in 3.72" on a $5 ticket, your brain thinks: "Buy 4 tickets, win on one." Reality: buy 4 tickets for $20, "win" on one, and it's a $5 or $2 prize. You spent $20 and got back $5. That is an 80.6% "winning" rate from the lottery's perspective. From your perspective, you lost $15.

Overall Odds by Price Tier

Higher-priced tickets generally have better overall odds because they allocate more revenue to prizes:

Price Typical Overall Odds % Tickets That "Win" Typical Payout %
$11 in 4.87~20.5%~56%
$21 in 4.50~22.2%~62%
$31 in 4.10~24.4%~63%
$51 in 3.80~26.3%~65%
$101 in 3.50~28.6%~68%
$201 in 3.20~31.3%~70%
$301 in 3.00~33.3%~72%

Approximate ranges based on current NY scratch-off games. Individual games vary. Check All Games for specific odds.

Notice that a $30 ticket wins ~33% of the time compared to ~20% for a $1 ticket. But you're also spending 30x more per play. The question isn't how often you "win" — it's how much value you get per dollar spent.

What You Should Look At Instead

Overall odds tell you how frequently you'll scratch a "winner." They don't tell you whether that win is worth anything. Here are three better metrics:

1. Expected Value (EV)

Expected value calculates the average dollar return per ticket. An EV of -$1.50 on a $5 ticket means you'll lose $1.50 on average per play. This factors in all prizes and their probabilities — not just whether you "win" something. Full EV guide →

2. Prizes remaining vs. tickets remaining

A game with great overall odds but all top prizes claimed is worse than a game with mediocre odds but plenty of big prizes left. The overall odds listed on the ticket are at-print odds — they don't update as prizes are claimed. See current prizes remaining →

3. Smart Score

Our Smart Score combines expected value, prize depletion, payout percentage, and current prize data into a single number (0–100) that tells you how a game stacks up right now — not how it was designed months ago when it launched.

Overall odds alone

"1 in 4 wins" — sounds great. Buy 4, expect 1 win. But the win is $1 on a $5 ticket. Net loss: $16.

Smart Score + EV

Score: 78. EV: -$0.85 per $5. Top prizes: 4 of 5 remaining. This game is outperforming its category. Buy here.

Do Overall Odds Change Over a Game's Life?

The odds printed on the ticket are fixed at printing. They represent the ratio at the moment the entire print run was produced. But in reality, as tickets are sold and prizes are claimed, the actual remaining odds shift:

This is exactly why tools like our rankings exist — they track prize depletion in real time and adjust game values accordingly. The printed odds are a starting point, not the current state.

Live odds are what matter
A game that printed with odds of 1 in 3.50 might effectively be 1 in 4.20 today if many winners have been scratched. Or it might be 1 in 3.10 if fewer winners than expected have been claimed. The printed number is a snapshot from the past. Current prize data tells the real story.

The Formula

If you want to calculate it yourself:

Overall odds = Total tickets printed ÷ Total winning tickets

Odds of a specific prize = Total tickets printed ÷ Number of tickets with that prize

For example, if 6,000,000 tickets are printed and 3 have the $500,000 top prize:

Odds of top prize = 6,000,000 ÷ 3 = 1 in 2,000,000

Compare that to the "overall odds" of 1 in 3.72 and you can see how wildly different these numbers are. Overall odds lumps together the $2 winners and the $500,000 winners into one deceptively friendly ratio.

Bottom Line

Overall odds tells you how often any ticket in the game is a "winner." It does not tell you:

Think of overall odds as the lottery's most flattering marketing number. It's accurate, but it's selected because it looks good. The real story is in expected value, prize depletion, and payout percentage — metrics we track live for every NY game.

See What the Odds Really Look Like

Every NY scratch-off ranked by Smart Score with live expected value data. Skip the marketing — play the math.

View Rankings →

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This article is for informational purposes only. Prize structures and odds are sourced from nylottery.ny.gov. Example game data is illustrative.

AP
Alex P.
Lead Data Analyst at ScratchOffsNY

Alex builds the Smart Score model and analyzes scratch-off data daily using official NY Lottery prize reports and open data APIs. All rankings are based on math, not gut feeling. Learn about our methodology.