Riding a Heater
Lotto & Luck
beginner7 min read

Scratch-Off Tickets: How to Find the Best Odds in Your State

Not all scratch-off tickets are created equal. Here's how to find the ones with the best remaining odds.

The Scratch-Off Landscape

Americans spend over $100 billion per year on lottery tickets, and scratch-offs account for the majority. Unlike draw games, scratch-offs have a fixed number of prizes — and as tickets are sold, the odds change.

How Scratch-Offs Work

Each scratch-off game is printed with a predetermined number of winning and losing tickets:

  • Total tickets printed: 10,000,000
  • Total prizes: 2,500,000
  • Overall odds: 1 in 4
  • RTP (Return to Player): 60-70%

Finding the Best Odds

Step 1: Check Your State Lottery Website

Every state lottery publishes remaining prize information for each game. This tells you how many top prizes are still available.

Step 2: Calculate Remaining Odds

If a game started with 3 top prizes and 2 have been claimed, the remaining odds for the top prize are worse. But if most tickets have also been sold, the odds might still be reasonable.

Step 3: Compare RTP Across Games

Higher-priced tickets typically have better RTP:

Ticket PriceTypical RTP
$155-60%
$260-65%
$562-68%
$1065-72%
$2068-75%
$30+70-78%

The Expected Value Reality

Even the "best" scratch-off tickets have negative expected value. A $20 ticket with 72% RTP means you lose $5.60 on average per ticket.

Smart Scratch-Off Strategies

  1. Check remaining prizes before buying — Avoid games where top prizes are claimed
  2. Buy higher denominations — Better RTP per dollar
  3. Set a strict budget — Scratch-offs are entertainment, not investment
  4. Buy from the same roll — If you see winners being sold, the remaining tickets in that roll have fewer winners
  5. Never reinvest winnings — Pocket your wins

The Bottom Line

Scratch-offs are the most expensive form of lottery play. The house edge (25-45%) dwarfs even slot machines. If you enjoy them, budget a fixed amount and treat it as entertainment.

Powered by the MIT Triple Stack

Expected Value + Kelly Criterion + Monte Carlo — the same math from MIT and Bell Labs.