A chill Door Hinge for this post. Rules here. It seems weird that the grid looks like how a Heyawake is set, no ? Maybe it's just me.
Thanks to Wessel for testing and feedback.
A chill Door Hinge for this post. Rules here. It seems weird that the grid looks like how a Heyawake is set, no ? Maybe it's just me.
Thanks to Wessel for testing and feedback.
Heyawake for today. Since I haven't stated the rules of this puzzle on the blog, I'll put them on this post :
Shade some cells on the board.
- Shaded cells cannot be horizontally or vertically adjacent.
- A number indicates the amount of shaded cells in a region.
- There cannot be a horizontal or vertical line of unshaded cells that goes through 2 or more region borders.
- All unshaded cells on the board form an orthogonally connected area.
Rules taken from puzz.link - click here for a solved example.
Today's puzzle is significantly harder than usual, as it's important to find where to look at each step, but does not require any theory. I may put the solve path if anyone is stuck and would like a step-by-step solve.
Thanks to Menderbug and Wessel for testing and feedback.
Disorderly Loop is a genre created by Eric Fox. It is neither a full loop nor an oriented loop genre, making it easier to solve (some full loop genre are pretty good though, but the harder puzzles tend to get stupid really quick). Here are the rules :
Draw lines through orthogonally adjacent cells to form a loop.
- The loop cannot branch off or cross itself.
- The loop cannot go through gray cells.
- Arrows point from a gray cell to an adjacent cell where the loop must make a turn.
- Clues represent the lengths of the next N line segments when following the loop in the direction of the arrow, where N is the amount of numbers inside the clue. Numbers aren't necessarily in order.
For example, A {12?} clue means that starting straight from the arrow, the next 3 segments must have lengths taken from the clue's bank, in this case a line of length 1, another of length 2, and a 3rd one of any length (can be the same as numbers in the bank).
Rules taken from puzz.link -> click here for a solved example. The provided example does not demonstrate ? clues, I hope it's not too confusing here.
Thanks to Menderbug and Wessel for testing and feedback.