n=4 deg N=60 (n*2^n=64) deg gcd=32 orders of gcd at edge crossings=[8, 8, 8, 8] sum=32  => deg C_L=(degN-deggcd)/2=14.0  claimed n*2^(n-2)-2=14  [0.0s]
n=4 deg N=60 (n*2^n=64) deg gcd=32 orders of gcd at edge crossings=[8, 8, 8, 8] sum=32  => deg C_L=(degN-deggcd)/2=14.0  claimed n*2^(n-2)-2=14  [0.0s]
n=5 deg N=156 (n*2^n=160) deg gcd=80 orders of gcd at edge crossings=[16, 16, 16, 16, 16] sum=80  => deg C_L=(degN-deggcd)/2=38.0  claimed n*2^(n-2)-2=38  [0.0s]
n=5 deg N=156 (n*2^n=160) deg gcd=80 orders of gcd at edge crossings=[16, 16, 16, 16, 16] sum=80  => deg C_L=(degN-deggcd)/2=38.0  claimed n*2^(n-2)-2=38  [0.0s]
n=6 deg N=380 (n*2^n=384) deg gcd=192 orders of gcd at edge crossings=[32, 32, 32, 32, 32, 32] sum=192  => deg C_L=(degN-deggcd)/2=94.0  claimed n*2^(n-2)-2=94  [0.1s]
n=6 deg N=380 (n*2^n=384) deg gcd=192 orders of gcd at edge crossings=[32, 32, 32, 32, 32, 32] sum=192  => deg C_L=(degN-deggcd)/2=94.0  claimed n*2^(n-2)-2=94  [0.1s]
