Murgu Conjecture Vicious Redundancy (MCVR)

Independent Conjecture Status: Validated via Murgu Inverse Method.

MCVR LET's Inversion Formulas

((2^(2k+1)[1+6i]) + 1) = 3 Qi (MCVR.-1)
((2^(2l+2)[5+6j]) + 1) = 3 Qj (MCVR.-2)

Note: These double linear functions do not end in an arrow; they define the Vicious Redundant Circles.

The 10 Sovereign Roots of MCVR

1 | 5 | 7 | 17 | 25 | 37 | 41 | 55 | 61 | 91

Functional Divergence: Unlike Collatz, MCVR loses the "Arrowhead" to Unity. Using the Murgu Table2To3 for k=l=0, we prove that infinity is not an MCVR root; instead, all trajectories are captured by these 10 redundant circles.