Powerball Jackpot Analysis & Payout Calculator
Last updated: October 25, 2026 ET (updates after every new draw)
At $687M, Powerball remains below its modeled $1.14B pre-tax break-even point, with estimated cash EV of -$0.67 per $2 ticket.
From headline to real value
- Cash EV
- -$0.67 Per $2 ticket
- Split risk
- 8.4% Moderate split risk
- First annuity payment
- $10.3M Paid at claim
- Annuity structure
- 30 payments, +5% yearly Official schedule
The estimated Powerball jackpot for Monday’s draw is $687M, with a cash option of $294.7M and an estimated $185.7M after federal taxes.
With 25.5M estimated tickets in play, there is about a 8.4% chance of splitting the top prize if you win. The cash expected value is -$0.67 per $2 ticket before split risk. This draw offers better-than-typical lottery value, but expected value remains negative.
The modeled break-even jackpot is $1.14B pre-tax — the advertised level where a $2 ticket stops being mathematically underwater on a pre-tax cash-value basis. On an After Taxes (Varies by State) basis, break-even moves to $1.94B – $2.40B.
Compared with Mega Millions: Powerball is $244M ahead at $687M versus $443M. Completed jackpot history through 2026-10-23.
Data & model basis: official Powerball data · 2026 tax inputs where applicable · Lucky Picks calculations
Quick poll: Playing Powerball's next draw, or sitting out?
Have favorite numbers you play, or a ticket already in hand? Add or choose that line in Lucky Picks, then check and refine its overlap, coverage, strategy fit, and familiar patterns. Refining a line does not change its draw odds.
Facts, sources & assumptions
Current Powerball facts
- Historical position
- #16 of 152 completed jackpot cycles
- Cash option
- $294.7M before taxes
- 24% federal withholding
- $224M paid after withholding
- 37% estimated federal liability
- $185.7M after federal tax
- State take-home range
- $153.5M in New York to $185.7M in Wyoming
- Annuity
- 30 payments increasing 5% each year
- Jackpot odds
- 1 in 292,201,338
- Ticket price
- $2
Why trust this Powerball breakdown
Withholding is a prepayment; final tax depends on filing circumstances.
Powerball Jackpot Analysis & Payout Guide
How to analyze the Powerball jackpot in practical terms: this video walks through the cash value, after-tax payout, expected value, odds, and break-even context that matter before you decide whether this draw is actually worth your attention.
Video summary & transcript
Start with the cash option rather than the advertised annuity headline, then account for federal taxes and any state tax that may apply. Expected value estimates how much a ticket returns on average across all outcomes; it does not predict the next drawing or make a negative-value ticket profitable. The break-even jackpot marks the modeled payout where a base ticket reaches neutral pre-tax cash expected value before jackpot sharing. Split risk can reduce that value when more tickets are sold, because another winner may share the jackpot. Use these figures to set an entertainment budget and compare the current draw with other available jackpots.
$457.5M short of break-even
Current jackpot vs. the pre-tax break-even threshold
What this means
$687M is below the modeled break-even line
On a pre-tax basis, the current jackpot is still about $457.5M short of break-even at $1.14B. That means this draw is still below the line where the math starts to improve.
Powerball currently leads Mega Millions by $244M. Powerball's current rollover cycle has added $665M over 72 days, compared with $393M over 88 days for Mega Millions.
Basis: Pre-tax cash EV · base ticket · before jackpot sharing
Per ticket.
Chance the jackpot gets shared if it is hit.
Estimated number of tickets in play for this draw.
What this means
Jackpot odds and split risk
Jackpot odds are 1 in 292,201,338 per ticket. The chance of having to split the jackpot is about 8.4%, based on roughly 25.5M tickets in play for this draw. More tickets in play usually means a better chance that the jackpot gets split.
Basis: Projected ticket field · Poisson sharing model · number popularity excluded
Headline vs cash reality
What this means
How much of the new headline jackpot survives?
The advertised jackpot is $687M. The cash value is about $294.7M before taxes and about $185.7M after federal taxes.
Basis: Current cash option · federal planning rate · state tax excluded
Powerball Payout: Real Value Breakdown, Before and After Taxes
Oct 26, 2026
| Advertised Next Jackpot | $687MCash value: $294.7M before taxes |
|---|---|
| Est. Net Cash (After Fed Tax) | $185.7M |
🏛️ See Net Cash Jackpot by State (For Next Draw)
| State | State Tax | Net Cash Jackpot |
|---|---|---|
| California | 0.0% | $185,661,000 |
| Delaware | 0.0% | $185,661,000 |
| Florida | 0.0% | $185,661,000 |
| New Hampshire | 0.0% | $185,661,000 |
| South Dakota | 0.0% | $185,661,000 |
| Tennessee | 0.0% | $185,661,000 |
| Texas | 0.0% | $185,661,000 |
| Washington | 0.0% | $185,661,000 |
| Wyoming | 0.0% | $185,661,000 |
| Arizona | 2.5% | $178,293,500 |
| North Dakota | 2.5% | $178,293,500 |
| Ohio | 2.8% | $177,556,750 |
| Indiana | 2.9% | $176,967,350 |
| Louisiana | 3.0% | $176,820,000 |
| Pennsylvania | 3.1% | $176,613,710 |
| Kentucky | 3.5% | $175,346,500 |
| Iowa | 3.8% | $174,462,400 |
| Arkansas | 3.9% | $174,167,700 |
| North Carolina | 4.0% | $173,902,470 |
| Mississippi | 4.0% | $173,873,000 |
| Michigan | 4.3% | $173,136,250 |
| Colorado | 4.4% | $172,694,200 |
| Oklahoma | 4.5% | $172,399,500 |
| Nebraska | 4.5% | $172,252,150 |
| Missouri | 4.7% | $171,810,100 |
| West Virginia | 4.8% | $171,456,460 |
| Illinois | 5.0% | $171,073,350 |
| Georgia | 5.2% | $170,366,070 |
| Idaho | 5.3% | $170,041,900 |
| Kansas | 5.6% | $169,216,740 |
| Montana | 5.7% | $169,010,450 |
| Virginia | 5.8% | $168,715,750 |
| New Mexico | 5.9% | $168,273,700 |
| Rhode Island | 6.0% | $168,008,470 |
| South Carolina | 6.2% | $167,389,600 |
| Maryland | 6.5% | $166,505,500 |
| Connecticut | 7.0% | $165,061,470 |
| Maine | 7.1% | $164,589,950 |
| Wisconsin | 7.6% | $163,116,450 |
| Vermont | 8.8% | $159,874,750 |
| Massachusetts | 9.0% | $159,138,000 |
| Minnesota | 9.8% | $156,633,050 |
| Oregon | 9.9% | $156,485,700 |
| New Jersey | 10.8% | $153,980,750 |
| District of Columbia | 10.8% | $153,980,750 |
| New York | 10.9% | $153,538,700 |
| Jackpot Odds | 1 in 292,201,338 |
|---|---|
| Fairness Signal | 🛡️ High Confidence |
| Expected Value | -$0.67 per ticket |
| Break-Even Payout Line(Before Taxes) | $1.14B |
| Break-Even Payout Line(After Taxes (Varies by State)) | $1.94B – $2.40B |
Powerball Payout Calculator – Lump Sum vs. Annuity
See which payout option finishes ahead using the current Powerball amounts. Switch the tax view or open Adjust assumptions to test a different plan.
Current jackpot
Using the latest advertised amount.
After federal tax only · 5.00% yearly growth · 29 years
30 scheduled annuity payments. Values shown after 29 years.
Change growth assumptions 5.00% growth, 29 years, 2.50% inflation
How this calculator works
Important modeling notes
Post-tax mode starts with the stored federal baseline only because state taxes depend on where the ticket is claimed and where the winner resides. Use the claim-state selector to layer in the stored state tax assumption for a specific state. Annuity tax timing can create advantages or disadvantages depending on the winner’s situation, but that gets complicated quickly. This is a deterministic model, not tax or financial advice. Inflation-adjusted end values use 2.50% average annual inflation to translate the year-29 balances into today’s dollars. That changes purchasing-power framing, not which option leads at the selected end horizon. This model does not include a custom year-by-year inflation schedule, estate planning, trusts, or what happens if a winner dies before the payout stream ends.
Assumes 1 immediate payment plus 29 annual payments after that. Future values are measured at the end of the selected projection period.
Payout schedule formula
growth_factor = 1.05
first_payment = jackpot * (growth_factor - 1) / (growth_factor^n - 1)
payment_t = first_payment * growth_factor^tFuture-value formula
FV_annuity = SUM payment_t invested_share (1 + r)^(projection_years - t)
t = 0 is the immediate payment.Annuity tax timing can create advantages or disadvantages depending on the winner’s situation, but that gets complicated quickly. This is a deterministic model, not tax or financial advice. Return inputs are nominal, and inflation-adjusted ending values translate the selected year-end balances into today’s dollars using the chosen average annual inflation rate.
Quick poll: What would you do first if you won $687M?
Powerball Expected Value (EV), Jackpot Thresholds & Break-Even Projections
The expected value (EV) captures the real cost-adjusted return of a lottery ticket. The following shows how the estimated EV of a single ticket changes as the jackpot grows. Cash-value and tax adjustments are applied where relevant.
Chart shows how estimated EV changes as the jackpot grows.
Detailed EV and split-risk breakdown
| Metric | Value | What it means |
|---|---|---|
| Advertised EV (Annuity) | +$0.67 | The “Advertised” value (typically paid over time). |
| Cash EV (Before Taxes) | -$0.67 | The actual cash value available right now (before taxes). |
| Net EV (After Taxes) | -$1.16 | The actual bottom line. After 37% federal tax (state taxes vary). |
| Jackpot split probability | 8.4% | If your ticket hits the jackpot, this is the modeled chance that at least one other ticket also wins it. |
| Expected jackpot share | 95.8% | The average share of the top prize after accounting for possible sharing with other winning tickets. |
| Projected field size | 25,513,158 | Estimated base tickets in the field, with a modeled range of 25,417,975 – 25,608,341. |
| Cash expected value after sharing | -$0.71 | This is the cash expected value after reducing the jackpot for possible sharing. The effect here is about 4.3 cents, which is small but still worth including in a serious value read. Modeled other jackpot-winning tickets if you hit: 0.09. |
Note: State taxes vary. See the breakdown below for your state.
EV after taxes by state
| State | State Tax | Net EV (After Taxes) |
|---|---|---|
| California | 0.0% (draw-specific payouts required) | Not modeled |
| Delaware | 0.0% | -$1.16 |
| Florida | 0.0% | -$1.16 |
| New Hampshire | 0.0% | -$1.16 |
| South Dakota | 0.0% | -$1.16 |
| Tennessee | 0.0% | -$1.16 |
| Texas | 0.0% | -$1.16 |
| Washington | 0.0% | -$1.16 |
| Wyoming | 0.0% | -$1.16 |
| Arizona | 2.5% | -$1.20 |
| North Dakota | 2.5% | -$1.20 |
| Ohio | 2.8% | -$1.20 |
| Indiana | 2.9% | -$1.20 |
| Louisiana | 3.0% | -$1.20 |
| Pennsylvania | 3.1% | -$1.20 |
| Kentucky | 3.5% | -$1.21 |
| Iowa | 3.8% | -$1.21 |
| Arkansas | 3.9% | -$1.21 |
| North Carolina | 4.0% | -$1.22 |
| Mississippi | 4.0% | -$1.22 |
| Michigan | 4.3% | -$1.22 |
| Colorado | 4.4% | -$1.22 |
| Oklahoma | 4.5% | -$1.22 |
| Nebraska | 4.5% | -$1.22 |
| Missouri | 4.7% | -$1.23 |
| West Virginia | 4.8% | -$1.23 |
| Illinois | 5.0% | -$1.23 |
| Georgia | 5.2% | -$1.23 |
| Idaho | 5.3% | -$1.23 |
| Kansas | 5.6% | -$1.24 |
| Montana | 5.7% | -$1.24 |
| Virginia | 5.8% | -$1.24 |
| New Mexico | 5.9% | -$1.24 |
| Rhode Island | 6.0% | -$1.24 |
| South Carolina | 6.2% | -$1.25 |
| Maryland | 6.5% | -$1.25 |
| Connecticut | 7.0% | -$1.26 |
| Maine | 7.1% | -$1.26 |
| Wisconsin | 7.6% | -$1.26 |
| Vermont | 8.8% | -$1.28 |
| Massachusetts | 9.0% | -$1.28 |
| Minnesota | 9.8% | -$1.29 |
| Oregon | 9.9% | -$1.29 |
| New Jersey | 10.8% | -$1.31 |
| District of Columbia | 10.8% | -$1.31 |
| New York | 10.9% | -$1.31 |
How Estimated Expected Value (EV) Is Calculated
The expected value shown here is an estimate based on publicly available rules and historical payout behavior. It is designed to show order-of-magnitude value, not predict exact outcomes for any single draw. Actual results may vary due to changes in lottery rules, taxes, and other factors such as prize splitting.
1
Calculate prize probabilities: For each of the 9 number-match categories, multiply the payout by its probability (for example, jackpot divided by 292,201,338). Multiplier variants belong to the same match category and must be weighted, not counted as additional chances.
2
Sum probability-weighted payouts: We use the jackpot’s published cash value, or the clearly labeled cash estimate when no current cash value is published.
3
Subtract ticket cost: We subtract the $2.00 ticket price to get the Cash Value EV (Before Taxes) (-$0.67).
Caveats: The headline estimated EV (-$0.67) is based on the Cash Value of the jackpot. If we used the advertised annuity, the EV would appear higher (+$0.67), but that ignores the time-value of money. The Net EV (After Taxes) (-$1.16) shown above is the most accurate measure, accounting for the lump-sum reduction and federal taxes. Variable prize tiers are modeled conservatively using historical payout distributions. Actual payouts may differ from draw to draw.
Is it an interesting value? Better-than-typical estimated value
The current estimated Cash Expected Value (pre-tax) is -$0.67, meaning you can expect to lose about 0.67 on average for every ticket.
The jackpot needs to reach approximately $1.14B before the estimated EV (relative to lump-sum and before taxes) crosses $0.00.
Powerball payout chart
What each Powerball prize tier pays after taxes
Pick a prize tier to see what usually lands in your account once the cash option, federal and state taxes, and jackpot sharing are priced in.
If your numbers come up 5 Main · 1 in 11,688,053.52 per line
Separate advertised prizes, withholding and final-tax planning. Weighted averages are estimates, not your ticket’s payout.
With Power Play (+$1), by the multiplier drawn
5 Main pays $1M at 1 in 11,688,053.52 per line.
Choose another tier to update this payout view.
What each Powerball prize costs to chase
The 50% modeled hit point is how many independent lines give a 50% chance of at least one hit at that tier. Prize coverage compares one prize with what those lines cost.
| Prize tier | Prize | Odds per line | Lines for a coin-flip shot | Cost of those lines | Prize covers |
|---|---|---|---|---|---|
| Jackpot (5 Main + Powerball) | $295M cash | 1 in 292,201,338 | 202,538,535 1,298,324 yrs at one line per draw |
$405M | 73% |
| 5 Main | $1M | 1 in 11,688,054 | 8,101,541 51,933 yrs at one line per draw |
$16.2M | 6.2% |
| 4 Main + Powerball | $50,000 | 1 in 913,129 | 632,933 4,057 yrs at one line per draw |
$1.3M | 3.9% |
| 4 Main | $100 | 1 in 36,525 | 25,317 162 yrs at one line per draw |
$50,633.94 | 0.20% |
| 3 Main + Powerball | $100 | 1 in 14,494 | 10,046 64 yrs at one line per draw |
$20,092.42 | 0.50% |
| 2 Main + Powerball | $7 | 1 in 701 | 486 3 yrs at one line per draw |
$971.55 | 0.72% |
| 3 Main | $7 | 1 in 580 | 402 3 yrs at one line per draw |
$803.03 | 0.87% |
| 1 Main + Powerball | $4 | 1 in 92 | 63 21 wk at one line per draw |
$126.81 | 3.2% |
| Powerball | $4 | 1 in 38 | 26 9 wk at one line per draw |
$52.43 | 7.6% |
“Coin-flip shot” models independent chances; same-draw line overlap can change the exact probability. It is not the EV break-even threshold. “Prize covers” compares one prize (jackpot: current cash option before taxes and sharing) with what those lines cost. Free tickets are not cash.
For every prize’s payout and odds, see the Powerball payout charts and how to win. The guide also covers the modeled hit points and what strategies can and cannot change.
Powerball Next Draw Split Risk & Rollover Context
Powerball rolls into the next draw with about $687M on the table after 3 straight rollovers This rollover step is +3.3% from the last draw, slower than recent rollover pace (4.3% avg).
Projected next-draw field size is about 25.5M tickets, +3.3% versus roughly 24.7M on the last draw, so ticket sales look to be accelerating. That puts jackpot-sharing risk near 8.4% and leaves the modeled winning share around 96% of the top prize on average. This is a payout-quality issue, not an odds change.
Across the last 3 completed draws, 8 of 15 main numbers landed at 31 or below. That helps explain why birthday-heavy and other common picks can make a shared jackpot more likely when casual play surges.
Hot is currently the strongest monitoring signal, showing +0.18% recent win-count change versus random across 125 draws and +1.78 quality-adjusted wins per 1,000 picks. We surface that as expected-value and split-risk context only – not as a prediction of the next winning numbers.
Powerball vs. Mega Millions: Jackpot Growth Comparison
This chart compares how quickly Powerball and Mega Millions jackpots grow between draws over the recent 6-month window, highlighting differences in rollover speed and peak jackpot accumulation.
Log scale active. Selected jackpot peaks differ by at least 10×, so equal vertical steps represent multiplication rather than equal dollar increases.
Chart tracks jackpot growth velocity and resets.
This page keeps the chart focused on the recent 6 months for faster loading. For longer history and broader comparisons, visit the Lottery Jackpots Hub.
Powerball Numbers Drawn Last Night
Oct 24, 2026
Winning Numbers
Power Play: 2×
| Advertised Draw Jackpot | $665,000,000Cash value: $285,262,737 before taxes |
| Est. Net Cash (after fed tax) | $179,715,524 |
🏛️ See Net Cash by State (After Fed + State Tax)
| State | State Tax | Net Cash After Fed + State Tax |
|---|---|---|
| California | 0.0% | $179,715,524 |
| Delaware | 0.0% | $179,715,524 |
| Florida | 0.0% | $179,715,524 |
| New Hampshire | 0.0% | $179,715,524 |
| South Dakota | 0.0% | $179,715,524 |
| Tennessee | 0.0% | $179,715,524 |
| Texas | 0.0% | $179,715,524 |
| Washington | 0.0% | $179,715,524 |
| Wyoming | 0.0% | $179,715,524 |
| Arizona | 2.5% | $172,583,956 |
| North Dakota | 2.5% | $172,583,956 |
| Ohio | 2.8% | $171,870,799 |
| Indiana | 2.9% | $171,300,273 |
| Louisiana | 3.0% | $171,157,642 |
| Pennsylvania | 3.1% | $170,957,958 |
| Kentucky | 3.5% | $169,731,328 |
| Iowa | 3.8% | $168,875,540 |
| Arkansas | 3.9% | $168,590,277 |
| North Carolina | 4.0% | $168,333,541 |
| Mississippi | 4.0% | $168,305,015 |
| Michigan | 4.3% | $167,591,858 |
| Colorado | 4.4% | $167,163,964 |
| Oklahoma | 4.5% | $166,878,701 |
| Nebraska | 4.5% | $166,736,070 |
| Missouri | 4.7% | $166,308,175 |
| West Virginia | 4.8% | $165,965,860 |
| Illinois | 5.0% | $165,595,019 |
| Georgia | 5.2% | $164,910,388 |
| Idaho | 5.3% | $164,596,599 |
| Kansas | 5.6% | $163,797,863 |
| Montana | 5.7% | $163,598,179 |
| Virginia | 5.8% | $163,312,917 |
| New Mexico | 5.9% | $162,885,023 |
| Rhode Island | 6.0% | $162,628,286 |
| South Carolina | 6.2% | $162,029,234 |
| Maryland | 6.5% | $161,173,446 |
| Connecticut | 7.0% | $159,775,659 |
| Maine | 7.1% | $159,319,238 |
| Wisconsin | 7.6% | $157,892,925 |
| Vermont | 8.8% | $154,755,035 |
| Massachusetts | 9.0% | $154,041,878 |
| Minnesota | 9.8% | $151,617,144 |
| Oregon | 9.9% | $151,474,513 |
| New Jersey | 10.8% | $149,049,780 |
| District of Columbia | 10.8% | $149,049,780 |
| New York | 10.9% | $148,621,886 |
Watch the Draw
Watch the latest Powerball video recap before diving into the written highlights and analysis.
Was This Draw Fair?
Quick answer
No obvious red flag
The broader audit for this lottery still looks consistent with a fair random process. Nothing in this draw’s number pattern looks unusually rare for a random result.
Full audit
100/100
Highly Trustworthy • 1,420 draws analyzed
One draw never proves fairness on its own. Use the full audit for the historical test.
See the full Powerball fairness auditWhat Can Strategy Actually Change?
Quick answer
Your ticket structure, not the draw odds
Every valid Powerball line remains equally likely. Strategy can organize coverage, reduce overlap, and limit exposure to commonly chosen combinations.
Current audit leader
Hot Numbers
+0.2% recent position-hit difference vs. baseline · QUIET
Recent signals describe past windows; they do not predict the next draw.
See the full Powerball strategy auditFAQ
How much is the Powerball jackpot for the next draw on Monday?
The estimated Powerball jackpot for Monday, Oct 26, is $687 Million ($295M Cash Value).
What are the odds of winning the Powerball jackpot?
The odds of winning the Powerball jackpot are 1 in 292,201,338. Your overall odds of winning any prize are 1 in 24.87.
Is the current Powerball jackpot high enough to be worth playing?
Not yet. The current Powerball jackpot is $687 Million, while the modeled break-even line is about $1.14B. On paper the expected value is still negative.
How likely is it that a Powerball jackpot win would be split?
The modeled split risk right now is 8.4%. If your ticket hits the jackpot, that means about a 8.4% chance at least one other ticket also wins and shares the top prize, leaving the average winning share near 96% of the jackpot across a projected field of about 25,513,158 tickets. Split risk affects payout size, not your odds of hitting the numbers.
How much tax do I pay on Powerball winnings?
Eligible US lottery winnings over $5,000 generally have 24% federal withholding. That is a prepayment, not the final tax rate; final liability depends on income and filing circumstances, and the federal marginal rate can reach 37%. State and local taxes can also apply. These are planning assumptions, not individual tax advice.
What is the cash value of the Powerball jackpot?
The estimated lump-sum cash value of the current Powerball jackpot is approximately $295 Million. That is 42.9% of the advertised annuity value. Federal and state taxes further reduce the take-home amount.
What are the Powerball odds of winning any prize?
Your overall odds of winning any Powerball prize are 1 in 24.87. The jackpot odds are 1 in 292,201,338. Smaller prize categories have better odds than the jackpot.
When is the next Powerball drawing?
The next Powerball drawing is scheduled for Monday, Oct 26. Check the official lottery for the ticket-sales cutoff in your location. Set up alerts in the Lucky Picks app to track the schedule.
What’s the best Powerball strategy?
There isn’t a trick that changes the odds of a single ticket. The sensible approach is to treat lottery as entertainment, set a budget you can afford, and only play when the estimated expected value feels good enough to you (jackpot above $1.14B). If you buy multiple lines, buying more numbers is the only proven way to improve coverage. Don’t chase losses or spend money you need elsewhere.
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