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Game intelligence

Happy Riches

By NetEnt · Slots

Documented RTP
96.30%
Volatility
5/5
Maximum win
37,500x
Market context
1 markets

Interactive preview

Free demo

TAP TO LOAD
Loads only after interaction to reduce data use.How demos are handled

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RTP vs catalog median

+0.22 vs median
This slot96.30%
Catalog median (9,244 slots)96.08%

Volatility 5/5 · catalog median 4/5

Themes

  • Asian

Sauron catalog enrichment

Additional source facts

Normalized metadata from the exact provider-and-game identity. These values fill evidence gaps without replacing cross-checked catalog claims.

Sauron catalog observation · 10 Aug 2026. Source-only enrichment is kept separate from editorially verified SlotCodex fields. Availability and restrictions can vary by operator and market. Methodology

Source RTP
96.32%
Volatility
high
Paylines
30
Release
2020-06-01

Category

Video Slots

Themes

ChinaChinese LionsFruitKoi FishLucky CatOriental, Asian

Features

Free Spins MultiplierScatter symbolsStackFree SpinsWild

Platforms

desktopmobile

Editorial analysis

Frequently asked questions

What is the RTP of Happy Riches?

Happy Riches has a published RTP (return to player) of 96.30%.

Is Happy Riches high or low volatility?

Happy Riches is a high volatility slot (level 5 of 5). Expect larger but less frequent wins.

What is the max win on Happy Riches?

The maximum win on Happy Riches is up to 37,500x your stake.

Who makes Happy Riches?

Happy Riches is developed by NetEnt.

Can I play Happy Riches for free?

Yes — you can play the Happy Riches demo for free on SlotCodex with no deposit and no registration.

How many reels and paylines does Happy Riches have?

Happy Riches is played on 5 reels with Fixed paylines.

Market intelligence

Market view for this game.

This game's lobby presence

How market tracking works

Live lobby tracking across real casino brands; positions refresh with each scan.

Sauron lobby visibility snapshot calculated 30 Aug 2026 UTC. Rankings and availability can change with the next daily observation. Methodology

fi#373
0.1

1 operators

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