William Hill

This is a puzzle built on the Tower of Hanoi. Three altars stand before you, and a stack of jade rings rests on one of them. Your task is to move the whole stack onto the summit altar before the move limit runs out. To move a ring, drag the top one from its altar and drop it onto another. Rings travel one at a time, and a larger ring may never sit on a smaller one. That single rule shapes every decision: to free the ring you need, you first have to park the smaller ones somewhere they won't block your next step. The move limit asks you to find an efficient route rather than shuffling rings back and forth until the stack happens to line up. Plan a few moves ahead and the summit altar fills ring by ring. Lose track of the order and the limit runs out before you finish. There are twelve shrines to climb through. The first holds just three rings, and the stacks grow until the final shrines ask you to move seven. Later shrines also break from the classic starting point: instead of a neat tower on one altar, the rings begin scattered across the altars in a part-solved position. You will need to work out where you stand before deciding where to go next. If you enjoy calm, logical puzzles where every move counts, this quest offers a steady path from a simple three-ring warm-up to a demanding seven-ring finale.

Hadriquelon Quest