Build Bridges Puzzle
Connect islands by bridges.
What's Build Bridges Puzzle APK?
Build Bridges Puzzle is a app for Android, It's developed by Jan Rychtář author.
First released on google play in 10 years ago and latest version released in 8 years ago.
This app has 108.4K download times on Google play and rated as 3.86 stars with 1,393 rated times.
This product is an app in Puzzle category. More infomartion of Build Bridges Puzzle on google play
Build Bridges is an addictive and challenging logic puzzle known as Hashiwokakero.
The goal of Build Bridges is to connect islands by briges.
★★★ Features ★★★
✔ Unlimited number of puzzles for free
✔ 4 levels of difficulty - small, medium, large and extra large
✔ Undo/Redo
✔ Autosave
✔ Useful highlighting
★★★ Rules ★★★
The goal is to connect all of the islands (circles) by drawing a series of bridges between the islands.
The bridges must follow certain criteria:
1) They must begin and end at distinct islands, travelling a straight line in between.
2) They must not cross any other bridges or islands.
3) They may only run perpendicularly.
4) At most two bridges connect a pair of islands.
5) The number of bridges connected to each island must match the number on that island.
6) The bridges must connect the islands into a single connected group.
The goal of Build Bridges is to connect islands by briges.
★★★ Features ★★★
✔ Unlimited number of puzzles for free
✔ 4 levels of difficulty - small, medium, large and extra large
✔ Undo/Redo
✔ Autosave
✔ Useful highlighting
★★★ Rules ★★★
The goal is to connect all of the islands (circles) by drawing a series of bridges between the islands.
The bridges must follow certain criteria:
1) They must begin and end at distinct islands, travelling a straight line in between.
2) They must not cross any other bridges or islands.
3) They may only run perpendicularly.
4) At most two bridges connect a pair of islands.
5) The number of bridges connected to each island must match the number on that island.
6) The bridges must connect the islands into a single connected group.
