This is the ruler I will working on. Each part have 512 indices.
- Part 1 (2-entry, up to 0,1)
- Part 2 (Linear, up to 0(1)1)
- Part 3 (2-row, up to 0(1)0(1)1)
- Part 4 (Planer, up to 0(2)1)
- Part 5 (Cubic, up to 0(3)1)
- Part 6 (Dimensional, up to 0(0,1)1)
- Part 7 (2-Entry Hyperdimensional, up to 0(0,0,1)1)
- Part 8 (Linear Hyperdimensional, up to 0(0(1)1)1)
- Part 9 (Hyperdimensional, up to 0(0(0(1)1)1)1)
- Part 10 (2-Hyperdimensional, up to 0(0(0(0(1)1)1)1)1)
- Part 11 (Nested, up to 0(0\1)1)
- Part 12 (Primitive Backslash Separators, up to 0(0\2)1)
- Part 13 (Multiple Primitive Backslash Separators, up to 0(0\0,1)1)
- Part 14 (Nested Primitive Backslash Separators, up to 0(0\0\1)1)
- Part 15 (3-Entry Backslash Separators, up to 0(0\0\0\1)1)
- Part 16 (Linear Backslash Separators, up to 0(0\(1)1)1)
- Part 17 (Dimensional Backslash Separators, up to 0(0\(0\1)1)1)
- Part 18 (Hyperdimensional Backslash Separators, up to 0(0\(0\(0\1)1)1)1)
- Part 19 (Nested Dimensional Backslash Separators, up to 0(0\_(2)1)1)
- More coming soon.