Table of shapes by signed dimension

Here is a table of infinite extent shapes based on their signed-dimension. None of these structures have a Hausdorff or Minkowski dimension that lets them be measured. But the signed-dimension does.

Examples	signed-D	Type
	-3	3D lattice
	-2	3D graph of edges
	-2	2D lattice
	-1	3D cell complex of faces
	-1	2D path 2D graph
	1.26-2	Koch snowflake tiling Grid of Cantor dust
	0	infinite
	1.13-1	chain of Gosper islands
	2-1.63	Tile based Sierpinski hexagon (yellow)
	2-1.58	Cellular automata Sierpinski triangle

The Hausdorff and Minkowski formulae only consider the positive component of the dimension, resulting an an infinite measure on all unbounded structures.