How to Play Pipes: seven techniques for solving by logic

Pipes rewards starting where there is no choice. The finished network here is always a single connected tree — every cell joined, no loops anywhere — and an independent solver has confirmed that only one arrangement of rotations satisfies the shapes. That means every cell is decidable without trial and error.

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  1. Start in the corners

    A corner has two walls, so most shapes have only one orientation that does not point out of the board. Corners are usually the only cells that resolve with no information at all, and everything else grows from them.

  2. Work the border before the middle

    Any edge cell has at least one wall. That removes orientations for free, and a border solved all the way round hands the interior a fixed frame to attach to.

  3. An end piece on the border points inward

    A single-connector piece against a wall has exactly one legal direction. These are the cheapest certainties on the board, so collect them all before doing anything harder.

  4. A straight piece on the border runs along it

    A straight cannot point into a wall, so on an edge it must lie parallel to that edge. In a corner a straight piece cannot exist at all, which tells you something about what you misread.

  5. Nothing may form a loop

    The solution is a tree, so no closed circuit is ever correct. If a rotation would join two branches that already connect elsewhere, it is wrong — and often that eliminates the last competing option.

  6. Every cell must connect, so no branch may dead-end wrongly

    The network covers the whole board. A cell that could only be reached through a connector you have already ruled out means an earlier rotation was wrong. Trace back rather than rotating hopefully.

  7. Grow outward from what is fixed

    Each settled cell dictates whether its neighbours must or must not have a connector on the shared side. Solving along the frontier of what you know is far faster than scanning the grid for something obvious.

The solution is unique and verified, so there is never a coin flip. When a cell will not resolve, its answer is almost always waiting in a neighbour you have not looked at since it changed.

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