)   m_CB (C:B)   m_CC (C:C)  ]

Also, let m be such that:

   A is a mover of A and B,
   B is a mover of B and C,
   C is a mover of C and A.

In sum:

   m  =

   [  1 * (A:A)   1 * (A:B)   0 * (A:C)  |
   |                                     |
   |  0 * (B:A)   1 * (B:B)   1 * (B:C)  |
   |                                     |
   |  1 * (C:A)   0 * (C:B)   1 * (C:C)  ]

For the sake of orientation and motivation,
compare with Peirce's notation in CP 3.329.

I think that will serve to fix notation
and s