Is there a square that has the same number of edges nails as inside nails?

In a square, there are four edges and no internal nails if we consider only the vertices and edges themselves. If we interpret "nails" to mean the points where edges meet (vertices), then a square has four vertices, but it has no internal points or nails. Therefore, a square does not have the same number of edge nails as inside nails; the edge nails are greater in number.