π― Objective
Connect all the islands with bridges so that every island has exactly the number of bridges shown inside it, and all islands form one connected network.
π Rules
- Bridges can only run horizontally or vertically between islands
- A maximum of 2 bridges can connect any two islands
- Bridges cannot cross each other or pass through another island
- Each island's number tells you the total bridges attached to it
- All islands must be connected into one single group
π± How to Place Bridges
- Tap / Click one island, then tap another to add a bridge between them
- Each click cycles: 0 β 1 β 2 β 0 bridges
- Islands turn green when their count is satisfied, red if over-bridged
π Difficulty
Controls grid size and number of islands. Larger grids = more islands = harder puzzles.
Beginner 5Γ5
Easy 6Γ6
Medium 7Γ7
Hard 8Γ8
Very Hard 9Γ9
Scientist 10Γ10
Cyborg 11Γ11 β
β Daily Challenge
A new puzzle is generated every day β same for all players worldwide. Your solve time is recorded. Complete it to lock in your daily!
π‘ Hint
Stuck? Tap π‘ Hint to reveal one bridge that must be correct based on logic. Each game has unlimited hints but your score counts all hints used.
π‘ Solving Tips
- Start with islands that have only one neighbour β their bridge count is forced
- An island with value 4 between exactly 2 neighbours must have 2 bridges to each
- Use the "max bridges possible" rule: if an island needs N bridges and can only reach MΓ2 total, you can work out minimum counts
- Watch for connectivity β sometimes a bridge is forced just to avoid isolating a section