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Prop firm challenge cost calculator

Choose an account, the list price or the public discount code, how many evaluations you are budgeting for, and your own estimate of your pass rate. The calculator returns the total fees, your chance of getting funded across those evaluations, the expected cost of one funded account and how that compares with the most one funded account can pay you.

Updated OCTOBER 6, 2026· Fullport Capital

Total fees
$360
3 × $120
Chance to get funded
39%
across 3 evaluations
Average cost per funded account
$800
≈ 6.7 evaluations
Max take if funded
$2,400
1 capped payout cover these fees

One-time fee, no monthly charge. FULLPORT20 takes 20% off standard evaluations (not the 1-Day Pass). The pass rate is your own estimate — the calculator does not assume one. Max take = 3 capped requests × $1,000 × 80% = $2,400 on this account.

On this page

What a Fullport evaluation costs#

One fee, paid once, buys one simulated account. There is no monthly subscription and no activation fee when you pass, so the price at checkout is the whole cost. Each fee can return many times its size: the table below sets every account's fee against the most its funded account can pay you.

AccountList feeWith FULLPORT20Max paid to you if fundedMax take ÷ list fee
$25,000$120$96$2,40020×
$50,000$195$156$4,80024.6×
$125,000$300$240$7,20024×

Swipe or scroll to compare all columns.

Max paid = 3 capped payout requests × 80%. FULLPORT20 takes 20% off standard evaluations; it cannot be combined with the 1-Day Pass, which is sold at the list fee.

The pricing page shows the same three accounts with every rule value; the rulebook is the source for each number above.

The math behind the calculator#

The calculator treats each evaluation as an independent try with the same chance of passing, p, taken from your own estimate. That is a simplification — most traders improve with practice — but it is a clean baseline, and it gives three useful planning numbers:

  • Total fees for n evaluations = n × fee.
  • Chance of getting funded across n evaluations = 1 − (1 − p)ⁿ.
  • Expected cost of one funded account = fee ÷ p.

Worked through on the $25,000 account at the $120 list fee with an example p of 25%: the expected cost of one funded account is $120 ÷ 0.25 = $480, a fifth of the $2,400 that account can pay you. With FULLPORT20 the same figure is $96 ÷ 0.25 = $384. Put in your own p and the calculator updates every number.

It also helps to see what a single fee buys before any of that math:

Account (list fee)Fee as a share of the accountOne capped payout to youOne payout ÷ fee
$25,000 ($120)0.48%$8006.7×
$50,000 ($195)0.39%$1,6008.2×
$125,000 ($300)0.24%$2,4008×

Swipe or scroll to compare all columns.

One capped payout = the per-request cap ($1,000 / $2,000 / $3,000) × your 80% split. A funded account allows three of them.

The pass rate is the input that matters, and only you can estimate it. The calculator does not assume one. A useful way to get a number is your own record: across your past stretches of trading, how often did realized profit reach +6% of the starting balance, with no single day above 55% of it, while equity stayed above a level 4% below the start?

Is it worth it? Break-even pass rates#

To judge value, compare the fee with what a funded account returns at a few different payout levels, not only its maximum. Call your expected take from a funded account T. The challenge pays for itself on average when p × T is larger than the fee, which gives a break-even pass rate of fee ÷ T.

Account (list fee)If funded pays the maxIf funded pays half the maxIf funded pays one capped payout
$25,000 ($120)T = $2,400 → p ≥ 5.0%T = $1,200 → p ≥ 10%T = $800 → p ≥ 15%
$50,000 ($195)T = $4,800 → p ≥ 4.1%T = $2,400 → p ≥ 8.1%T = $1,600 → p ≥ 12.2%
$125,000 ($300)T = $7,200 → p ≥ 4.2%T = $3,600 → p ≥ 8.3%T = $2,400 → p ≥ 12.5%

Swipe or scroll to compare all columns.

Break-even p = fee ÷ T. The FULLPORT20 price lowers each threshold by a fifth: $96 ÷ $2,400 = 4.0% on the $25,000 account at full take.

Two things shape T. Payouts are capped per request, so requesting once you reach the cap gets the most from each of the three payouts — the payout calculator shows exactly how much of a given balance reaches you. And the funded account trades under the same 4% floor you passed under, so the habits that got you funded carry straight over.

Ways to lower the cost per funded account#

  • Build your pass rate first. Every point of p lowers the expected cost per funded account more than any discount. The consistency rule calculator shows how close a set of days is to passing.
  • Pick the size by the fee-to-take ratio you need. The $50,000 and $125,000 accounts return about 24× their list fee at the maximum, the $25,000 account 20×.
  • Consider the 1-Day Pass if your results come in single big days. Same fee, a +8% target and no consistency rule. It cannot be combined with a discount code.
  • Run accounts side by side. You can hold up to 3 active accounts at once, evaluations and funded combined.

Quick answers

How much does a prop firm challenge cost at Fullport?
$120 for the $25,000 account, $195 for $50,000 and $300 for $125,000, paid once. The code FULLPORT20 takes 20% off standard evaluations, making them $96, $156 and $240. One-time fee, no subscription and no activation fee when you pass.
Is a prop firm challenge worth it?
Compare the fee with what a funded account can pay. At Fullport the $25,000 account costs $120 and can pay you up to $2,400 across three capped payouts, 20 times the fee, and one capped payout alone pays $800. The calculator turns that into a break-even pass rate: the fee divided by your expected take.
What is the expected cost of getting funded?
The fee divided by your pass rate, p. At an example 15% pass rate a $120 evaluation has an expected cost of $800 per funded account, a third of the $2,400 that account can pay you. It is an average, not a guarantee.
Does the FULLPORT20 discount code work on the 1-Day Pass?
No. FULLPORT20 takes 20% off standard evaluations only. The 1-Day Pass is chosen at checkout at no extra cost and sold at the list fee of $120, $195 or $300, with a +8% target and no consistency rule.