FTUK vs Bespoke Funding
An honest, data-driven comparison to help you pick the right prop firm. We compare drawdown rules, challenge costs, profit splits, trading conditions, and more — no bias, just facts.
FTUK
UK-based prop firm offering instant funding and challenge accounts for forex, futures, and more with competitive conditions.
Visit FTUKBespoke Funding
UK-based prop firm offering customizable evaluation programs with institutional trading conditions.
Visit Bespoke FundingSide-by-Side Comparison: FTUK vs Bespoke Funding
The Verdict: FTUK vs Bespoke Funding
The best choice depends on your trading style, risk tolerance, and goals. Here's our breakdown by trader profile:
Bespoke Funding offers more forgiving drawdown rules, making it easier for newer traders to get started.
Bespoke Funding provides 10% max drawdown allowance, giving aggressive trading styles more breathing room.
Bespoke Funding offers better scaling potential: Scale with consistent performance.
FTUK earns 3.9/5 in our analysis, with a strong balance of rules, cost, and trader experience.
FTUK Pros & Cons
Bespoke Funding Pros & Cons
Frequently Asked Questions
Which is better, FTUK or Bespoke Funding?
What is the cheapest option between FTUK and Bespoke Funding?
Can I use EAs or trading bots with FTUK and Bespoke Funding?
What are the drawdown rules for FTUK vs Bespoke Funding?
How long do I have to pass the FTUK vs Bespoke Funding challenge?
Which firm has a better profit split, FTUK or Bespoke Funding?
Not sure which firm to pick?
Use our free tools to calculate your exact safe lot size and simulate your challenge before committing.
We may earn a commission if you sign up — our rankings remain unbiased.
Keep Researching
Detailed analysis of FTUK including pros, cons, and built-in calculator.
Detailed analysis of Bespoke Funding including pros, cons, and built-in calculator.
Calculate your safe lot size for any prop firm.
Simulate your probability of passing a prop firm challenge.
Upload your trades and replay your equity curve against drawdown limits.