Starting computation seeded with parameter(s): 4
Command:parameters -b blockFiles/Sp6dualSO61 -o output/Sp6dualSO61 -t C -s 4=(3+,2-,1)
G=Sp(6,R) (based on the block file blockFiles/Sp6dualSO61)

Computed Parameters:

Barbasch: parameter in Barbasch's notation. 
  The pluses and minuses are exactly according to Barbasch's convention, 
  and differ from Vogan's Gamma by epsilon. See the help file. 
  Give the -g option to get parameters in "Gamma" notation.
epsilon: epsilon_alpha for all real long alpha
Action: how the parameter was obtained
Atlas: parameter from atlas block file blockFiles/Sp6dualSO61

Barbasch 	epsilon		Action      Atlas
(3,2-,1+)  	-1		1x3	   0(26,3):  3  3  [C+,rn,rn]  3  0  0   (*,*)  (*,*)  (*,*)   3,2,3,2
(-3,2-,1+)  	-1		1x2	   1(27,3):  3  3  [C+,rn,rn]  2  1  1   (*,*)  (*,*)  (*,*)   3,2,3,2
(-2,3+,1+)  	-1		2x5	   2(35,2):  4  3  [C-,C+,rn]  1  5  2   (*,*)  (*,*)  (*,*)   3,1,2,3,2,1
(2,3+,1+)  	-1		2x4	   3(36,2):  4  3  [C-,C+,rn]  0  4  3   (*,*)  (*,*)  (*,*)   3,1,2,3,2,1
(1,3+,2-)  	-1		***	   4(40,1):  5  3  [rn,C-,i1]  4  3  5   (*,*)  (*,*)  (6,*)   2,3,2,1,2,3,2,1
(-1,3+,2-)  	-1		3x4	   5(41,1):  5  3  [rn,C-,i1]  5  2  4   (*,*)  (*,*)  (6,*)   2,3,2,1,2,3,2,1
(3+,2-,1+)  	1		3^4	   6(44,0):  6  5  [rn,rn,r1]  6  6  6   (*,*)  (*,*)  (4,5)   3,2,3,2,1,2,3,2,1
All parameters computed