About
Navigate towns by crossing every bridge exactly once. This puzzle game offers increasing complexity with new elements like houses and tolls. It's a fun way to exercise your brain and pass the time.
What's New in Bridge
1.2
August 17, 2016
This app has been updated by Apple to display the Apple Watch app icon. Fix bugs.
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FAQ
What is the main objective of Bridge - River Crossing IQ?
The main objective of Bridge - River Crossing IQ is to cross every bridge in each town exactly once without repeating any bridge. This is a classic puzzle challenge based on graph theory.
Does Bridge - River Crossing IQ have ads?
No, Bridge - River Crossing IQ does not contain advertisements. It is a completely ad-free experience for uninterrupted gameplay.
What devices is Bridge - River Crossing IQ available on?
Bridge - River Crossing IQ is available on iPhone, iPad, and iPod. It is designed for iOS devices.
How challenging are the puzzles in Bridge - River Crossing IQ?
The puzzles in Bridge - River Crossing IQ start simple and gradually increase in difficulty. New elements like houses, colored bridges, tolls, and subways are introduced to enhance the challenge.
Is Bridge - River Crossing IQ suitable for children?
Yes, Bridge - River Crossing IQ has an age rating of 4+, making it suitable for children. The puzzles are designed to be engaging and mentally stimulating for a wide age range.
How often is Bridge - River Crossing IQ updated?
Bridge - River Crossing IQ was last updated on August 17, 2016, with version 1.2. While the initial release was in 2016, the description mentions 'more on the way,' suggesting potential future updates.
Can I play Bridge - River Crossing IQ offline?
The description does not explicitly state whether Bridge - River Crossing IQ can be played offline. However, as a single-player puzzle game, it is likely playable without an internet connection.
What is the historical inspiration for Bridge - River Crossing IQ?
Bridge - River Crossing IQ is inspired by the famous Seven Bridges of Königsberg problem, a historical mathematical puzzle solved by Leonhard Euler, which laid the foundation for graph theory.









