Starting computation seeded with parameter(s): 37
Command:parameters -b blockFiles/SO44dualSOstar+ -o output/SO44dualSOstar+ -t D -s 37=(7/2+,5/2+,3/2+,1/2+)
G=SO(p,q) (p+q even) (based on the block file blockFiles/SO44dualSOstar+)

Computed Parameters:
Barbasch: parametera in Barbasch's notation
Action: how the parameter was obtained
Atlas: parameter from atlas block file blockFiles/SO44dualSOstar+

Barbasch 	Action      Atlas
(;,7/2_-5/2,3/2_-1/2) 	4^1	    0(17,37):  2  3  [rn,C+,rn,i2]   0   3   0   0   ( *, *)  ( *, *)  ( *, *)  ( 1, 2)   1,3
(;,7/2_-5/2,3/2+,-1/2+) 	2x4	    1(24,35):  3  5  [rn,C+,rn,r2]   1   4   1   2   ( *, *)  ( *, *)  ( *, *)  ( 0, *)   1,3,4
(;,7/2_-5/2,3/2-,-1/2-) 	2x5	    2(24,36):  3  5  [rn,C+,rn,r2]   2   5   2   1   ( *, *)  ( *, *)  ( *, *)  ( 0, *)   1,3,4
(;,7/2_-3/2,5/2_-1/2) 	4x6	    3(28,34):  3  3  [C+,C-,C+,C+]   7   0   7   6   ( *, *)  ( *, *)  ( *, *)  ( *, *)   2,1,3,2
(;,7/2_-3/2,5/2-,-1/2+) 	4x8	    4(35,32):  4  5  [C+,C-,C+,C+]  13   1  10   8   ( *, *)  ( *, *)  ( *, *)  ( *, *)   2,1,3,4,2
(;,7/2_-3/2,5/2+,-1/2-) 	4x9	    5(35,33):  4  5  [C+,C-,C+,C+]  12   2  11   9   ( *, *)  ( *, *)  ( *, *)  ( *, *)   2,1,3,4,2
(;,7/2_1/2,5/2_3/2) 	2^8	    6(36,31):  4  3  [C+,i2,C+,C-]  14   6  14   3   ( *, *)  ( 8, 9)  ( *, *)  ( *, *)   4,2,1,3,2,4
(;,7/2_-1/2,5/2_-3/2) 	4x14	    7(43,30):  4  3  [C-,rn,C-,C+]   3   7   3  14   ( *, *)  ( *, *)  ( *, *)  ( *, *)   1,3,2,1,3,2
(;,7/2_1/2,5/2-,3/2-) 	3x15	    8(46,28):  5  5  [C+,r2,C+,C-]  18   9  15   4   ( *, *)  ( 6, *)  ( *, *)  ( *, *)   2,4,2,1,3,2,4
(;,7/2_1/2,5/2+,3/2+) 	1x17	    9(46,29):  5  5  [C+,r2,C+,C-]  17   8  16   5   ( *, *)  ( 6, *)  ( *, *)  ( *, *)   2,4,2,1,3,2,4
(;,7/2_-1/2,5/2-,-3/2-) 	4x15	   10(47,26):  5  5  [C+,rn,C-,C+]  20  10   4  15   ( *, *)  ( *, *)  ( *, *)  ( *, *)   3,2,1,3,4,2,3
(;,7/2_-1/2,5/2+,-3/2+) 	4x16	   11(47,27):  5  5  [C+,rn,C-,C+]  19  11   5  16   ( *, *)  ( *, *)  ( *, *)  ( *, *)   3,2,1,3,4,2,3
(;,5/2_-3/2,7/2-,-1/2-) 	4x17	   12(48,24):  5  5  [C-,rn,C+,C+]   5  12  19  17   ( *, *)  ( *, *)  ( *, *)  ( *, *)   1,2,1,3,4,2,1
(;,5/2_-3/2,7/2+,-1/2+) 	4x18	   13(48,25):  5  5  [C-,rn,C+,C+]   4  13  20  18   ( *, *)  ( *, *)  ( *, *)  ( *, *)   1,2,1,3,4,2,1
(;,7/2_3/2,5/2_1/2) 	2x21	   14(49,23):  5  3  [C-,C+,C-,C-]   6  21   6   7   ( *, *)  ( *, *)  ( *, *)  ( *, *)   1,3,4,2,1,3,2,4
(;,7/2_3/2,5/2-,1/2+) 	2x22	   15(55,21):  6  5  [C+,C+,C-,C-]  26  22   8  10   ( *, *)  ( *, *)  ( *, *)  ( *, *)   3,2,1,4,2,1,3,2,4
(;,7/2_3/2,5/2+,1/2-) 	2x23	   16(55,22):  6  5  [C+,C+,C-,C-]  27  23   9  11   ( *, *)  ( *, *)  ( *, *)  ( *, *)   3,2,1,4,2,1,3,2,4
(;,5/2_1/2,7/2-,3/2+) 	2x25	   17(56,19):  6  5  [C-,C+,C+,C-]   9  25  27  12   ( *, *)  ( *, *)  ( *, *)  ( *, *)   1,2,3,4,2,1,3,2,4
(;,5/2_1/2,7/2+,3/2-) 	3x26	   18(56,20):  6  5  [C-,C+,C+,C-]   8  24  26  13   ( *, *)  ( *, *)  ( *, *)  ( *, *)   1,2,3,4,2,1,3,2,4
(;,5/2_-1/2,7/2-,-3/2+) 	4x27	   19(57,17):  6  5  [C-,C+,C-,C+]  11  29  12  27   ( *, *)  ( *, *)  ( *, *)  ( *, *)   1,3,2,1,3,4,2,1,3
(;,5/2_-1/2,7/2+,-3/2-) 	4x26	   20(57,18):  6  5  [C-,C+,C-,C+]  10  28  13  26   ( *, *)  ( *, *)  ( *, *)  ( *, *)   1,3,2,1,3,4,2,1,3
(;,7/2_5/2,3/2_1/2) 	3^22	   21(58,16):  6  3  [i2,C-,i2,rn]  21  14  21  21   (24,25)  ( *, *)  (22,23)  ( *, *)   2,1,3,2,4,2,1,3,2,4
(;,7/2_5/2,3/2+,1/2+) 	1^37	   22(62,14):  7  5  [i2,C-,r2,rn]  22  15  23  22   (34,37)  ( *, *)  (21, *)  ( *, *)   3,2,1,3,2,4,2,1,3,2,4
(;,7/2_5/2,3/2-,1/2-) 	1^33	   23(62,15):  7  5  [i2,C-,r2,rn]  23  16  22  23   (32,33)  ( *, *)  (21, *)  ( *, *)   3,2,1,3,2,4,2,1,3,2,4
(;,3/2_1/2,7/2+,5/2+) 	3^37	   24(63,12):  7  5  [r2,C-,i2,rn]  25  18  24  24   (21, *)  ( *, *)  (33,37)  ( *, *)   1,2,1,3,2,4,2,1,3,2,4
(;,3/2_1/2,7/2-,5/2-) 	3^34	   25(63,13):  7  5  [r2,C-,i2,rn]  24  17  25  25   (21, *)  ( *, *)  (32,34)  ( *, *)   1,2,1,3,2,4,2,1,3,2,4
(;,5/2_3/2,7/2+,1/2+) 	2^37	   26(64,10):  7  5  [C-,i2,C-,C-]  15  26  18  20   ( *, *)  (36,37)  ( *, *)  ( *, *)   1,3,2,1,3,4,2,1,3,2,4
(;,5/2_3/2,7/2-,1/2-) 	2^32	   27(64,11):  7  5  [C-,i2,C-,C-]  16  27  17  19   ( *, *)  (31,32)  ( *, *)  ( *, *)   1,3,2,1,3,4,2,1,3,2,4
(;,3/2^1/2,7/2+,5/2-) 	4^36	   28(65, 8):  7  5  [rn,C-,rn,i2]  28  20  28  28   ( *, *)  ( *, *)  ( *, *)  (35,36)   1,3,2,1,3,2,4,2,1,3,2
(;,3/2^1/2,7/2-,5/2+) 	4^31	   29(65, 9):  7  5  [rn,C-,rn,i2]  29  19  29  29   ( *, *)  ( *, *)  ( *, *)  (30,31)   1,3,2,1,3,2,4,2,1,3,2
(;,7/2-,5/2+,-1/2-,-3/2+) 	4x31	   30(66, 0):  8  6  [rn,rn,rn,r2]  30  30  30  31   ( *, *)  ( *, *)  ( *, *)  (29, *)   1,3,2,1,3,2,4,2,1,3,2,4
(;,7/2-,5/2+,3/2+,1/2-) 	2x32	   31(66, 1):  8  6  [rn,r2,rn,r2]  31  32  31  30   ( *, *)  (27, *)  ( *, *)  (29, *)   1,3,2,1,3,2,4,2,1,3,2,4
(;,7/2-,5/2-,3/2-,1/2-) 	3x34	   32(66, 2):  8  6  [r2,r2,r2,rn]  33  31  34  32   (23, *)  (27, *)  (25, *)  ( *, *)   1,3,2,1,3,2,4,2,1,3,2,4
(;,7/2+,5/2+,3/2-,1/2-) 	3x37	   33(66, 3):  8  6  [r2,rn,r2,rn]  32  33  37  33   (23, *)  ( *, *)  (24, *)  ( *, *)   1,3,2,1,3,2,4,2,1,3,2,4
(;,7/2-,5/2-,3/2+,1/2+) 	1x37	   34(66, 4):  8  6  [r2,rn,r2,rn]  37  34  32  34   (22, *)  ( *, *)  (25, *)  ( *, *)   1,3,2,1,3,2,4,2,1,3,2,4
(;,7/2+,5/2-,-1/2+,-3/2-) 	4x36	   35(66, 5):  8  6  [rn,rn,rn,r2]  35  35  35  36   ( *, *)  ( *, *)  ( *, *)  (28, *)   1,3,2,1,3,2,4,2,1,3,2,4
(;,7/2+,5/2-,3/2-,1/2+) 	2x37	   36(66, 6):  8  6  [rn,r2,rn,r2]  36  37  36  35   ( *, *)  (26, *)  ( *, *)  (28, *)   1,3,2,1,3,2,4,2,1,3,2,4
(;,7/2+,5/2+,3/2+,1/2+) 	***	   37(66, 7):  8  6  [r2,r2,r2,rn]  34  36  33  37   (22, *)  (26, *)  (24, *)  ( *, *)   1,3,2,1,3,2,4,2,1,3,2,4
All parameters computed
