Puzzling Asked by Kruga on February 23, 2021
Here’s a masyu puzzle for you. The rules are as follows
- Draw a single closed loop which does not cross or touch itself.
- The sections of the loop run horizontally or vertically between the center points of orthogonally adjacent cells.
- The loop must visit all cells with a white or a black circle but not necessarily all other cells.
- In a cell with a black circle the loop must turn by 90° and must travel straight through the previous and next cell.
- In a cell with a white circle the loop must travel straight through and must turn by 90° on the previous or the next cell.
Oh dear, I must have dropped and broken it. I’m sure you can still figure it out. A few rules for putting it back together.
- None of the pieces may be rotated, and no two pieces may overlap.
- The thick borders on the pieces must coincide with the perimeter of the grid.
I thought it was a shame such a nice puzzle didn't have an explanation of its solve path. So here's mine! Click through to get the (large) full-size images. "Connectivity deduction" means "I put a line here because if there isn't a line, a single connected loop is now impossible". Shaded pieces mean I've placed them, and shaded parts of the grid have pieces placed for sure.
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Also known as: I do way too detailed step-by-step.
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Step 19 (also the solution):
Correct answer by bobble on February 23, 2021
I believe this is the unique solution:
Answered by Gareth McCaughan on February 23, 2021
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