Head-to-head comparison · 2026
My Funded Futures vs The5ers Futures
Side-by-side on the metrics that actually matter: true cost to funded, drawdown type, profit split and payout speed.
Quick verdict
- The5ers Futures is $54 cheaper to get funded on a 50K account ($99 vs $153, activation fees included).
- Both use end-of-day drawdown.
- The5ers Futures has the higher maximum profit split, 100% against 80%.
Market
Futures
Futures
Founded
2023
2016
Total cost to funded
$153
Best$99
Eval cost
$153
$99
Activation fee
-
-
Pricing model
One-time
One-time
Challenge type
1-Step
1-Step
Drawdown type
EOD
EOD
Max profit split
80%
Best100%
First profit
80/20 split (Builder)
Fee refunded on 3rd payout
Payout speed
Every 48 hours
-
Max account
Best$600K
$500K
Consistency rule
50% on funded (Builder)
40% per position
News trading
Allowed
Allowed
Platforms
NinjaTraderTradingViewTradovate
-
Strengths & watch-outs
My Funded Futures
Strengths
- One-time fee, no activation fee, no monthly subscription
- Can pass the evaluation in a single day
- Paid every 48 hours once funded
- Rapid EOD plan ($209): daily payouts, 90/10, no consistency rule
Watch-outs
- 80/20 split, lower than the usual 90/10
- 50% consistency rule on the funded account
- EOD trailing drawdown, choose $1.5K or $2K
The5ers Futures
Strengths
- Low one-time fee, refunded on your 3rd payout
- EOD drawdown, no activation fee, can pass in one day
- Scale up to $500K once funded
Watch-outs
- 40% consistency rule per position, evaluation and funded
- Tight 4% ($2,000) max loss
- Funded stage has its own 4% profit target
🐨 Which should you choose?
Choose The5ers Futures if you want the lower cost to get funded and a higher profit split.
Written from our verified data for a 50K account, or the closest size a firm offers. Always check each firm's current terms before buying.
Figures are list prices for the 50K account (or the closest size a firm offers). Verify all details directly with each firm before purchasing. PropKoala may earn affiliate commissions. Trading involves substantial risk.