# Edge piece

(Redirected from Edges)

An **edge piece** of a puzzle is normally a piece (also called cubie for a cubic puzzle) that has two stickers (because it is part of two faces). On the 3x3x3 there are 12 edges, and for each pair of adjacent colors there is only one edge with those two colors. On larger cubes (such as the 5x5x5), however, there are several edge pieces for each pair of colors, as you can see in the image of all edge pieces on the 5x5x5.

On larger cubes there are actually two types of edge pieces: *midges* and *wings*.

- A
**midge**(short for 'middle edge') lies exactly in the middle of the edge, and can be flipped in place. - A
**wing**, however, is not symmetrical, and actually has only one orientation if you know where on the cube it is located. This means that if there are two (say) red-white wings on a cube, they cannot be interchanged without being flipped, and you cannot flip just one of them no matter what the rest of the cube looks like. There is a set of 'left' wings and a set of 'right' wings which are mirror images of each other and cannot be placed in each others' spaces. Because of this, although there are 24 wings of each shape, they are always separated into two orbits.