Dragon Hero
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Dragon Hero is a high volatility slot with 96.5% RTP from Pragmatic Play. Experience exciting gameplay and big win potential.
Our Review of Dragon Hero
# Dragon Hero Slot Review
Dragon Hero is a high volatility slot game developed by Pragmatic Play, released in 2019.
## Game Specifications
- **RTP**: 96.5%
- **Volatility**: high
- **Layout**: 5x4
- **Paylines**: 50
- **Bet Range**: $0.1 - $100
- **Max Win**: 5000x
## Key Features
- 🎰 Free Spins feature
## Verdict
Dragon Hero offers high gameplay with a competitive RTP of 96.5% from the reputable provider Pragmatic Play. The game is fully optimized for mobile play, ensuring a seamless experience across all devices.
✓ Pros
- •High RTP of 96.5%
- •Exciting free spins feature
- •Fully optimized for mobile play
- •Quality game from Pragmatic Play
✗ Cons
- •High volatility may not suit all budgets
Bottom Line
Dragon Hero is an excellent choice with great features and solid win potential. A must-try for fans of Pragmatic Play slots.
Themes
Slot Details
| Provider | Pragmatic Play |
| Max Win | 500,000x |
| Reels | 5 |
| Rows | 4 |
| Paylines | Fixed |
| Min Bet | $0.01 |
| Max Bet | $0.5 |
| Theme |
Free Spins
Frequently Asked Questions
What is the max win in Dragon Hero?
The maximum win in Dragon Hero is 500,000x your bet. This is the theoretical ceiling calculated over a full RTP cycle — it represents a rare best-case outcome, not a typical session result.
Does Dragon Hero have a bonus buy feature?
No, Dragon Hero does not have a bonus buy feature. Bonuses are triggered through regular gameplay only.
Does Dragon Hero have free spins?
Yes, Dragon Hero includes a free spins bonus round that can be triggered during gameplay.
Is Dragon Hero mobile-friendly?
Yes, Dragon Hero by Pragmatic Play is fully optimized for mobile devices and can be played on smartphones and tablets.
Reviewed by
Andrew Mueller, PEPE and founder of SlotsOnFire.com with 15+ years in slot analysis.
PE LicensedManually Tested15+ Years Experience
Learn More About These Mechanics
Understand the math behind the features:
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