Data Story
By The MyLottoStats Team|
6 min read

Same Powerball Numbers Every Wednesday: 5-Year Cost vs. Wins

Playing the same Powerball numbers every Wednesday since 2020 cost you over $540. Here's the draw-by-draw breakdown of what you won back.

You Spent More Than $540 and Probably Don't Know It

Here's the number nobody talks about: if you picked five Powerball numbers on New Year's Day 2020 and played them faithfully every single Wednesday since, you have spent — quietly, automatically, almost invisibly — somewhere north of $540 by today. Not in one dramatic moment. Two dollars at a time.

That's the thing about loyalty to your lucky numbers. It doesn't feel like spending. It feels like hope on an installment plan.

So what if same lottery numbers every draw was your actual strategy? We ran the simulation. The results are more unsettling than you might expect — not because of how much you lost, but because of one very specific thing you almost certainly never won.

The Setup: Five Numbers, Every Wednesday, Five Years

Let's say you chose 7, 18, 28, 47, 52 plus Powerball 10. A reasonable-looking set — note that 28 is currently the hottest number in the Powerball statistics database, appearing 16 times in the last 100 draws alone. You felt good about this. You still do.

Powerball draws three times a week: Monday, Wednesday, and Saturday. You committed to Wednesdays only. From January 2020 through today, May 25, 2026, that's approximately 271 Wednesday draws — each ticket costing the standard $2. No Power Play, no frills. Just the ticket.

Total outlay: $542. And that's before you count any year where you forgot once or twice and played double to make up for it, which, if you're honest, you did.

Why These Numbers Feel Special

The psychological pull here is real. Number 28 appearing 16 times in 100 draws makes it feel alive, like it wants to cooperate. Number 47 has shown up 11 times. Even your Powerball choice of 10 looks defensible when you scan the recent draw history. The brain assembles a narrative: these numbers are warm, they're ready, this could be the week.

The data, unfortunately, is indifferent to that story.

Draw by Draw: The Quiet Arithmetic of Loss

Over 271 draws, your five white balls faced a field of 69 possible numbers. Your Powerball faced 26. The odds of matching all five plus the Powerball — the jackpot — sit at 1 in 292,201,338 per ticket. Every. Single. Week. That number does not shrink because you showed up last Wednesday. Or the Wednesday before that.

What the simulation reveals is a pattern that repeats with almost mechanical cruelty. Most weeks: zero matches, $2 gone. Occasionally, one white ball matches — no prize. Roughly every dozen weeks or so, two white balls align — still no prize. The Powerball alone matches maybe a handful of times across the full span, worth $4 each: you spend $2 to win $4, net $2, and feel briefly vindicated.

The question everyone asks about what if same lottery numbers every draw is: doesn't consistency eventually pay off? The answer is in the table below.

The Full Breakdown

Prize TierMatch RequiredOdds (per ticket)Expected Hits in 271 playsSimulated HitsPrize per HitTotal Won
Jackpot5 + PB1 in 292,201,3380.0000010Jackpot$0
Match 55 (no PB)1 in 11,688,0530.000020$1,000,000$0
Match 4 + PB4 + PB1 in 913,1290.00030$50,000$0
Match 44 (no PB)1 in 36,5250.0070$100$0
Match 3 + PB3 + PB1 in 14,4940.0190$100$0
Match 33 (no PB)1 in 5800.470$7$0
Match 2 + PB2 + PB1 in 7010.391$7$7
Match 1 + PB1 + PB1 in 922.953$4$12
Match PB onlyPB only1 in 387.137$4$28
TOTAL———11—$47

Total spent: $542. Total returned: $47. Net loss: $495. An 8.7% return on five and a half years of hope.

The Single Most Surprising Stat

In 271 consecutive weeks of playing the same five numbers, the expected number of times you'd match even three white balls is less than half of one occurrence — 0.47. Most loyal players, in most five-year simulations, never once hit that tier.

Read that again. Not the jackpot. Not four numbers. Just three. The prize that feels routine, the one that makes you think you're "due" — you would statistically expect to hit it fewer than once across the entire five-year run. And in many simulations, it simply never happens at all.

Meanwhile, Powerball number #1 — one of the numbers you probably considered for your set — has gone 69 consecutive draws without appearing. That's not a hint. That's not a sign. It's just what randomness looks like when you watch it closely enough.

What the Chart Would Show

Imagine two lines on a graph, starting together at zero in January 2020. The spending line climbs without mercy — a perfectly straight diagonal, $2 every Wednesday, never pausing. By the end of 2021 it's past $200. By mid-2023, $350. Today, May 2026, it sits at $542 and still rising.

The winnings line barely moves. It shuffles along the bottom of the chart, occasionally twitching upward by $4 when the Powerball alone matches, then going quiet again for weeks. The gap between the two lines is not dramatic in any single moment. It's just always there, and always growing. That gap is the story.

What This Really Means

The core illusion behind playing the same numbers every week is that consistency feels like it should build toward something. That the universe keeps score. It doesn't.

Each draw is statistically independent. The machine has no memory of last Wednesday. Number 28 appearing 16 times in 100 draws does not make it more likely to appear in draw 101 — the balls don't know they've been busy. You can explore the full frequency data yourself on the Powerball statistics page, and what you'll find is a dataset that looks remarkably like what pure randomness is supposed to produce.

The odds of matching all five white balls plus the Powerball remain 1 in 292,201,338 whether it's your first ticket or your 271st. Loyalty is not a variable in that equation. There is no loyalty discount at 1-in-292-million.

What the data does show — and this is worth sitting with — is that the expected return across all prize tiers for a $2 Powerball ticket is roughly $0.35. Multiply that by 271 tickets and the math predicts you'd win back about $95. Our simulation came in at $47, which is actually below the statistical expectation. Variance works in both directions, and five years isn't long enough to smooth it out.

If you want to compare how a daily game changes the calculus, the Take 5 statistics page offers a useful contrast — smaller field, smaller jackpot, dramatically different expected hit frequency. The architecture of each game shapes the experience of playing it, even when the underlying randomness is identical.

Choosing your five numbers and holding them for years isn't irrational, exactly. It's human. But the numbers don't reward the sentiment. They never did.

Disclaimer

Lottery drawings are random events; past draw results have no influence on future outcomes. All simulations, statistics, and analysis on this page are for educational and entertainment purposes only.

Disclaimer: For entertainment purposes only. Lottery outcomes are random and past results do not influence future drawings. This website is not affiliated with or endorsed by any state lottery commission. In the event of a discrepancy, official winning numbers shall control. Results sourced from NY Open Data (data.ny.gov). Always verify with your official state lottery.