Object: Visit the four corner tiles.

First click the board to randomize the setup.
The board consists of 64 diamond-shaped yellow and orange tiles which partially overlap. Corners of such a tile that are not visible are considered lying 'below' their visible counterparts.
 
Click a tile to drop your Token, then keep on clicking orthogonaly adjacent tiles while walking through the maze.
You have to alternate the type of overlap you cross (either going up, then down, up,... or the other way round: down, up, down, up,...).
Blue overlaps mean that the tiles are joined; no stepping up or down here.
 
You win if you have visited all four corner tiles of the board.
The corners you have visited will be marked. You are allowed to visit a tile twice.
 
Due to the randomness there might not be a solution in every case. However, I have not come across such a case.
 
Variant 2: You have to visit EACH of the 64 tiles at least once. The tiles you have visited will be marked.
 
 
Based on a classical maze where large sheets of material are laid out on the ground and you have to find a way from start to finish walking from sheet to sheet while following the alternating up/down rule at the overlaps.
As with 'A-mazes', the best solution might force you to step on the same tile twice, once with an 'up' step and once with a 'down' step'!
 
More freeware as well as real puzzles and games at my homepage http://karl.kiwi.gen.nz.