An iOS puzzle game based on the Seven Bridges of Königsberg problem, featuring bridges, houses, tolls, and subways.
Seven Bridges is an iOS puzzle game based on the historical Seven Bridges of Königsberg problem that founded graph theory. It presents players with spatial logic challenges where they must cross bridges, visit houses, and collect coins while navigating various game mechanics. The game transforms mathematical concepts into engaging interactive puzzles for mobile devices.
iOS users who enjoy logic puzzles, educational games, or mathematical challenges, as well as developers interested in game design or graph theory applications.
It offers a unique blend of historical mathematics and modern mobile gaming, with 80 diverse levels and community level creation capabilities, all available as open source under Apache License.
A puzzle game with bridges, houses, tolls, and subways for iOS
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Directly based on Euler's Seven Bridges problem, making abstract graph theory concepts tangible through gameplay, as highlighted in the historical context.
Features 80 unique levels with elements like bridges, houses, tolls, and subways, providing varied and increasingly complex challenges.
Includes a simple level definition format that allows users to create and share new levels, fostering community engagement and replayability.
Released under Apache License 2.0, enabling full access to source code for learning, modification, and distribution.
Can be run immediately in Xcode with just three steps—download, open, and click run—making it accessible for iOS developers.
Only available for iPhone and iPad, requiring Apple devices and Xcode, which excludes other platforms and limits accessibility.
Must be compiled and run through Xcode, lacking a straightforward installation method for end-users via the App Store.
Focused on a specific mathematical puzzle, which may not attract players looking for mainstream game genres or varied entertainment.
The README covers basics like setup and screenshots but lacks in-depth development guides, making advanced modifications challenging.