
Rolling Ball Balance- Platform Maze Puzzle
See the available price observations, the recorded period and the current offer below.
Period: 0 days · 1 observations
Price intelligence
Metrics use the available observations in the same currency.
- Current price
- $1.00
- Last updated
- Sep 7, 2025
The available history is still limited. These observations provide context, not a buying recommendation.
Amazon links may be affiliate links. This does not change the price information shown here.
Amazon Price History
This chart shows the available Amazon price observations for Rolling Ball Balance- Platform Maze Puzzle. Read it alongside the price brief above.
| Condition | Lowest Price | Highest Price | Last Price | Average Price |
|---|---|---|---|---|
| New | $1.00 9/7/2025 | $1.00 9/7/2025 | $1.00 9/7/2025 | $1.00 |
* The Seek Monkey monitors individual Amazon product prices for products in 2 specific conditions: New, Used. If any of the conditions are not in the table above, it means there were no offers for that condition.
Product Details
Check some product details below and make sure you are buying the right product.
| Category | Apps & Games |
| Product Group | Mobile Applications |
| Brand | Champion Game Studio |
| Manufacturer | Champion Game Studio |
| Binding | App |
| Adult Product | No |
| Item Part Number | com.Elamli.FootballWheel.soccer.battle.royal |
| Languages | English |
| Release Date | September 3, 2025 |
Features
An addictive ball-rolling game that combines tilt and rotate controls for an immersive experience.
Hundreds of tricky maze rotation puzzle levels that challenge players' skills and strategies.
Realistic physics that create a smooth and enjoyable ball maze experience.
A fun ball-in-pocket challenge that increases in difficulty, keeping players on their toes.
A balance ball adventure filled with unique puzzles that stimulate cognitive thinking.
Gravity-based gameplay that adds an extra layer of challenge and excitement.
Amazon links may be affiliate links. This does not change the price information shown here.
