Best Value Prop Firm Challenge: Cost per $1K, Refunds and Rules Compared
Cost per $1K of simulated capital is a useful first filter. Refund, rules and time limit decide whether that cheap number survives contact with your trading.
OctoFunded Trading DeskUpdated · 8 min read
The best value prop firm challenge is the one that gives you the most simulated capital, under rules you can trade, for the lowest total spend after refunds. Cost per $1K is the quickest way to compare fees across sizes. It is not the whole story, because rules decide how many times you pay and a refund decides how much comes back.
This article walks through the value math with the fee written as F, adds the refund and rules, and works through a $100K example. It quotes no prices and names no other firms.
Key takeaways
- Cost per $1K is a first filter: fee divided by account size in thousands.
- Value = cost per $1K adjusted for attempts and refund: a refund can bring a successful attempt's net fee to zero.
- Rules are the multiplier: a tighter daily loss or trailing floor can double your attempts.
- Time limits add hidden cost: OctoFunded has no time limit.
What does "best value" mean for a prop firm challenge?
Best value means the lowest net cost per unit of usable simulated capital. "Usable" is the key word: capital under rules you keep breaching is not usable, however cheap it was. If you are new to the model, start with what a prop firm challenge is.
Four things make up value:
| Value factor | What it measures | Where to find it |
|---|---|---|
| Cost per $1K | Fee divided by size in thousands | Pricing page |
| Fee refund | Whether the fee comes back, and when | Program terms |
| Rules fit | How many attempts you are likely to need | Rules page |
| Time limit | Whether an attempt can expire without a breach | Program terms |
| Fee model | One-time or recurring | Pricing page |
A one-time fee charges F per attempt. A recurring fee adds cost for every month you are still in the evaluation. OctoFunded uses a one-time fee.
How do you calculate cost per $1K?
You divide the fee by the account size in thousands.
Cost per $1K = F ÷ (account size ÷ 1,000)
On a $10K account with fee F10, the cost per $1K is F10 ÷ 10. On a $100K account with fee F100, it is F100 ÷ 100. Fees usually rise with size but less than in proportion, so the cost per $1K often falls as the account grows. Check that on the actual pricing page rather than assuming it.
Cost per $1K has one blind spot: it treats a $100K account and ten $10K accounts as equal. They are not. The percentage rules are the same on every size, so a 5% daily loss limit is $500 on $10K and $5,000 on $100K. Your risk per trade has to fit the dollar limits of the size you buy. Our article on what a $100K funded account means covers that in detail.
How does a fee refund change value?
A refund subtracts one fee from your total once you reach a first payout. It does not come back on attempts that ended in a breach, and it does not arrive when you pass the evaluation. The full mechanics are in how the challenge fee refund works.
Adjusted for refund and attempts, the value formula becomes:
Net cost per $1K = (F x attempts, minus refund) ÷ (account size ÷ 1,000)
At OctoFunded, the 2-Step and 1-Step fees are refunded with the first payout, subject to the program rules. Instant Funded has no fee refund. So on a 2-Step or 1-Step reached in one attempt, the net fee for that path can be zero. On Instant Funded, the net fee is always the fees paid.
How do rules change the value of a challenge?
Rules change value because they multiply the cost. A challenge with half the cost per $1K but limits that end twice as many attempts is not better value. It is the same cost, with more frustration.
| Program | Daily loss | Max loss | Drawdown | Target | Fee refund |
|---|---|---|---|---|---|
| 2-Step | 5% | 10% | Static | 10%, then 5% | With the first payout |
| 1-Step | 4% | 8% | Trailing | 10% | With the first payout |
| Instant Funded | 3% | 6% | Trailing | None (no evaluation) | None |
The 1-Step also has a best day cap of 50% of total profit, and Instant Funded 20%. A best day cap does not end the account, but it can delay a payout. See the best day rule.
Drawdown type matters as much as the size of the limit. A static floor stays where it starts. A trailing floor follows your peak, so a run of profit and a pullback can breach it. See static vs trailing drawdown. For the complete program comparison, read 1-Step vs 2-Step vs Instant.
Time limits are the last hidden cost. An attempt that expires without a breach still costs a fee. OctoFunded has no time limit.
How does the math work on a $100K account?
Here is an illustrative example on a $100K simulated account, with the fee written as F for each program. Fees differ between programs, so read F as "the fee for that program at $100K". The number of attempts is illustrative, picked to show the arithmetic. It is not a pass rate or a forecast.
First, the limits in dollars on $100K:
- 2-Step: 5% daily loss = $5,000. 10% static max loss = $10,000. Targets 10% = $10,000, then 5% = $5,000.
- 1-Step: 4% daily loss = $4,000. 8% trailing max loss = $8,000. Target 10% = $10,000.
- Instant Funded: 3% daily loss = $3,000. 6% trailing max loss = $6,000.
Now the value math for four illustrative paths, each ending in a first payout:
| Scenario (illustrative) | Program | Attempts | Fees paid | Refund | Net fee | Net cost per $1K |
|---|---|---|---|---|---|---|
| A | 2-Step | 1 | F | F | 0 | 0 |
| B | 1-Step | 2 | 2F | F | F | F ÷ 100 |
| C | Instant Funded | 1 | F | 0 | F | F ÷ 100 |
| D | Instant Funded | 3 | 3F | 0 | 3F | 3F ÷ 100 |
The arithmetic: in B, 2F minus F = F, divided by 100 thousands. In D, 3F with nothing back, divided by 100.
The same program can be the best value for one trader and the worst for another. C and D are both Instant Funded. The only difference is how many attempts the trader needed, and D costs three times as much per $1K. The sticker cost per $1K was identical.
Now a size comparison. Say a trader buys a $10K account at fee F10 instead of $100K at F100. If F10 ÷ 10 is higher than F100 ÷ 100, the smaller account costs more per $1K. It may still be the better choice if that trader's risk per trade only fits $10K dollar limits. Value is not a property of the price list. It depends on the trader.
How do you find the best value challenge for you?
You find it by fitting the rules first and the price last.
- Write down your worst day as a percentage of the account. Compare it with each daily loss limit, and leave margin.
- Check your drawdown behaviour. If you give back open profit, a trailing floor will cost attempts. A static floor may suit you better.
- Check your consistency. If one big day makes most of your month, a best day cap can delay your payout.
- Pick the size your risk fits. Your dollar risk per trade must sit well inside the dollar limits.
- Compute net cost per $1K for the sizes and programs left on your list, using the attempts you honestly expect and the refund terms.
- Check offers last. A discount lowers one fee and nothing else. Read how discount codes work before letting one change your choice.
For a cost comparison focused on total spend rather than per $1K, read the cheapest way to get funded.
FAQ
What is the best value prop firm challenge?
The one with the lowest net cost for the account you will actually trade, after attempts and refund. Cost per $1K is a good first filter, but rules that do not fit your trading can make a cheap challenge expensive.
How do I calculate cost per $1K?
Divide the fee by the account size in thousands. A fee F on a $100K account is F divided by 100 per $1K of simulated capital. Then adjust for refunds and the attempts you expect.
Is a bigger account better value?
Often the cost per $1K is lower on bigger accounts, but the dollar limits and dollar losses grow too. It is better value only if your risk per trade fits the larger limits.
Does a fee refund change value?
Yes. A refund with the first payout can bring the net fee for a successful attempt to zero. At OctoFunded, the 2-Step and 1-Step fees are refunded with the first payout, subject to the program rules. Instant Funded has no fee refund.
Is a discount the same as good value?
No. A discount lowers one fee. Value depends on the rules, the refund, the time limit and how many attempts you need. A discounted challenge with rules that do not fit you can cost more than a full price one that does.
Measure value by the account you will trade
OctoFunded offers 1-Step, 2-Step and Instant Funded accounts on simulated capital, from $10K to $100K, for a one-time fee with no time limit. The 2-Step and 1-Step fees are refunded with the first payout, and payouts come in USDT or USDC every 14 days at an 80% split, subject to the program rules. Current offers, if any, are shown on the pricing section and applied at checkout. Read the full OctoFunded program rules before you choose.
