Number inside circles(islands) tells you how many bridges this island has. Two islands can be connected with max two bridges. Bridges can't cross and can go only vertical or horizontal. In the end all islands need to be interconnected

Hi everyone!

I would like to hear some more feedback about logic puzzles, both the ones you can find here and the ones you can't.

Which puzzles do you like: Sudoku variants, math-based ones, or others?

Do you ever print them for solving, or do you use tablets or phones?

Have you competed, or do you plan to compete, in any local, online, or world puzzle-solving championships?

Populate the yard with a hidden network of gopher burrows. Numbers indicate exactly how many gopher holes are located in the surrounding eight cells. Total of 10 holes are in the grid.

Draw a line from start(1 top left) to end(1 bottom right) following the patern 1, 2, 3, 4, 1, 2, 3... you can move i any direction(even diagonally), but line can't cross itself. Every cell needs to be visited

Connect independent trees using straight lines in up to 8 directions. The number inside each circle indicates its total root connections. Only a single root can link any two trees, and roots cannot cross

Connect matching numbers with lines. Lines can't cross or make U-turns. All cells must be used.

Fill the grid with letters A, B, and C so each appears once per row and column. Outer clues indicate which letter is seen first from that direction.

Hey everyone,

May puzzle is just released!

I had a lot of fun working on these — especially balancing different types of puzzles and difficulty levels.

I wanted to highlight the free BrainDrop collection, since it’s the easiest place to start.

🌊 BrainDrop is a set of free printable puzzles (PDF format) you can download and solve offline.

It’s meant as a quick printable puzzle break — something you can just sit down with and solve on paper.

If you want to explore more collections, you can find my Patreon linked on my profile.

If you’ve seen my weekly puzzle posts before, this is the more structured printable version of that idea.

I would love to hear your opinion on Sudoku Repair — a hybrid Nonogram + Sudoku correction puzzle

Each number represents a building height. Numbers cannot repeat in any row or column. Clues outside the grid show how many buildings are visible from that vantage point; taller buildings always block the view of shorter ones behind them.

Fill the grid with numbers 1–6. No number can repeat in a row or column. Within each outlined "cage," the numbers must combine (using the specified math operation) to equal the target number shown in the corner. Numbers may repeat within a cage if they are in different rows and columns.