Ok some background...
Over three hundred years ago Bernard Frenicle de Bessey (1602-1675) established there are 880 unique magic 4 squares.
When a=1 & b=a+1 minimum a^2+b^2=5. The sequence is the centre value and mean value of each cell in an odd magic 3 square. The second solution is 13 & is the centre value and mean value of each cell in an odd magic 5 square etc.
Not so the even magic squares. They demonstate that they have an additional
same value constant solution.
Therefore when you reduce the the odd magic squares to 0 the only visible mass in a square is the 4 square 4 constants at 2.
The even magic squares when only integers are used have a constant of half their order.
So at minimum c^2 = 5 when squared the mass inside is represented by 4^2. Add a Cwantum principle of see - double you and 5 equal lines doubled equal the frame of a 4 square when arranged in 2D.
In 3D 5 tetrahedron frames, looks like this...
There are 3 tetrahedon frames that make the frame of 5.
The 4 within switches & have a frame, when they switch fast enough the become a Cwantum 2 Cube or the electron valance of neon.
When dismantled and placed in 2D it can form
Does that help?
