Coins of Egypt
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Our Review of Coins of Egypt
Coins of Egypt Slot Review
Coins of Egypt by NetEnt transports players to a mystical ancient world filled with hidden treasures. This 5-reel, 3-row slot offers a robust 96.97% RTP and a hit frequency of 29%, ensuring frequent wins. The game is packed with exciting features such as Wild substitutions and Scatter symbols that trigger Free Spins. The unique Pharaoh Coins Win feature adds an extra layer of excitement, offering instant coin prizes during the main game. With a betting range from €0.20 to €200.00, it caters to both casual players and high rollers. While it lacks a buy feature, the engaging gameplay and potential for significant wins up to 200x your bet make it a compelling choice for slot enthusiasts.
✓ Pros
- •High RTP of 96.97%
- •Engaging features like Free Spins and Pharaoh Coins Win
- •Wide betting range
✗ Cons
- •No buy feature
- •Volatility level not specified
Bottom Line
Andrew
Engineer, Slots Player, Family Man
Reviewed on July 8, 2026
Themes
Frequently Asked Questions
What is the max win in Coins of Egypt?
The maximum win in Coins of Egypt is 60,000x 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.
What is the RTP of Coins of Egypt?
Coins of Egypt has an RTP (Return to Player) of 96.97%. A higher RTP means a better theoretical long-term return to players — 96.97% means the game returns 96.97 cents per dollar wagered on average over millions of spins.
Does Coins of Egypt have a bonus buy feature?
No, Coins of Egypt does not have a bonus buy feature. Bonuses are triggered through regular gameplay only.
Is Coins of Egypt mobile-friendly?
Yes, Coins of Egypt by NetEnt is fully optimized for mobile devices and can be played on smartphones and tablets.
Andrew Mueller is the founder of SlotsOnFire and holds a B.S. in Electrical Engineering (BSEE). Since 2008, he has leveraged his analytical background to deconstruct complex slot mechanics, focusing on the mathematical integrity and algorithmic logic behind RNG systems.
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