Now comes the most difficult group to learn of all the group matrices. Group 3's are any size even number matrix that does not divide evenly by 4. Example 6,10,14 etc... If you thought group 1 or group 2 where difficult wait till you try to master group 3's for the first time. Group three matrices combine similar functions of group 1 and group 2 into one system. Group 3's have a centre cross that rotates, and blocks of cells that flip or cross over. It may be difficult to see this at first but over time you will. The only real way to see the rotational function is to study the unbalance square matrix along side of the balanced matrix and compare the cell value changes from one to the other. Group one Matrices map a single torus vortex motion, where as Group 3 matrices map a simultaneous inner and outer double vortex motion that works the way as a natural vortex  does. That is, Group 3 map two torus vortices one overlayed inside the other while both attract from their outer ends in towards the centre.

6x6 Group 3 Matrix

Unbalanced 6x6 Matrix

figure 2

To Be finished......