Starting computation seeded with parameter(s): 114 Command:parameters -b blockFiles/GL6dualU42 -o output/GL6dualU42 -t A -s 114=(5/2+,3/2+,1/2+,-1/2+,-3/2+,-5/2-) G=GL(6,R) (based on the block file blockFiles/GL6dualU42) Computed Parameters: Barbasch: parametera in Barbasch's notation Action: how the parameter was obtained Atlas: parameter from atlas block file blockFiles/GL6dualU42 Barbasch Action Atlas (5/2_-5/2,3/2_-3/2,1/2+,-1/2-) 4x1 0( 1,119): 1 1 [C+,C+,rn,C+,C+] 3 2 0 1 3 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 3 (5/2_-5/2,3/2_-1/2,1/2+,-3/2+) 3x5 1( 4,118): 2 1 [C+,C+,C+,C-,C+] 9 6 5 0 4 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 4,3,2 (5/2_-5/2,1/2_-3/2,3/2-,-1/2-) 4x6 2( 5,117): 2 1 [C+,C-,C+,C+,C+] 10 0 7 6 8 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 2,3,4 (5/2_-3/2,-5/2_3/2,1/2+,-1/2-) 4x9 3( 6,116): 2 1 [C-,C+,rn,C+,C-] 0 8 3 9 0 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,3,5 (5/2_-3/2,3/2_-1/2,1/2+,-5/2-) 3x15 4(10,115): 3 1 [C+,C+,C+,C+,C-] 19 16 15 19 1 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 5,4,3,2,1 (5/2_-5/2,3/2_1/2,-1/2-,-3/2+) 2^12 5(11,114): 3 1 [C+,i2,C-,rn,C+] 20 5 1 5 15 ( *, *) ( 12, 14) ( *, *) ( *, *) ( *, *) 3,2,4,3,2 (5/2_-5/2,1/2_-1/2,3/2-,-3/2+) 3^12 6(12,113): 3 1 [C+,C-,i2,C-,C+] 21 1 6 2 16 ( *, *) ( *, *) ( 11, 12) ( *, *) ( *, *) 2,3,4,3,2 (-5/2_5/2,-3/2_-1/2,3/2-,1/2+) 4^11 7(13,112): 3 1 [C+,rn,C-,i2,C+] 22 7 2 7 17 ( *, *) ( *, *) ( *, *) ( 11, 13) ( *, *) 2,3,2,4,3 (5/2_-3/2,-5/2_1/2,3/2-,-1/2-) 4x18 8(14,111): 3 1 [C+,C-,C+,C+,C-] 23 3 17 18 2 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 2,1,3,5,4 (5/2_-1/2,-5/2_3/2,1/2+,-3/2+) 5x19 9(15,110): 3 1 [C-,C+,C+,C-,C+] 1 18 20 3 19 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,4,3,2,5 (3/2_-5/2,1/2_-3/2,5/2+,-1/2-) 4x21 10(16,109): 3 1 [C-,C+,C+,C+,C+] 2 23 22 21 23 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,3,4,5 (-5/2_5/2,3/2-,1/2+,-1/2+,-3/2+) 5x24 11(20,105): 4 2 [C+,rn,r2,r2,C+] 31 11 12 13 24 ( *, *) ( *, *) ( 6, *) ( 7, *) ( *, *) 2,3,2,4,3,2 (5/2_-5/2,3/2-,1/2-,-1/2-,-3/2+) 5x25 12(20,106): 4 2 [C+,r2,r2,rn,C+] 30 14 11 12 25 ( *, *) ( 5, *) ( 6, *) ( *, *) ( *, *) 2,3,2,4,3,2 (-5/2_5/2,3/2-,1/2+,-1/2-,-3/2-) 4x11 13(20,107): 4 2 [C+,rn,rn,r2,C+] 29 13 13 11 26 ( *, *) ( *, *) ( *, *) ( 7, *) ( *, *) 2,3,2,4,3,2 (5/2_-5/2,3/2+,1/2+,-1/2-,-3/2+) 5x27 14(20,108): 4 2 [C+,r2,rn,rn,C+] 28 12 14 14 27 ( *, *) ( 5, *) ( *, *) ( *, *) ( *, *) 2,3,2,4,3,2 (5/2_-3/2,3/2_1/2,-1/2-,-5/2-) 2^25 15(21,104): 4 1 [C+,i2,C-,C+,C-] 37 15 4 32 5 ( *, *) ( 25, 27) ( *, *) ( *, *) ( *, *) 3,2,5,4,3,2,1 (5/2_-3/2,1/2_-1/2,3/2-,-5/2-) 3^25 16(22,103): 4 1 [C+,C-,i2,C+,C-] 38 4 16 35 6 ( *, *) ( *, *) ( 24, 25) ( *, *) ( *, *) 2,3,5,4,3,2,1 (5/2_-3/2,-5/2_-1/2,3/2-,1/2+) 4x34 17(23,102): 4 1 [C+,rn,C-,C+,C-] 39 17 8 34 7 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 2,3,2,1,5,4,3 (5/2_-1/2,-5/2_1/2,3/2-,-3/2+) 5x35 18(24,101): 4 1 [C+,C-,C+,C-,C+] 40 9 33 8 35 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 2,1,4,3,2,5,4 (5/2_-1/2,-3/2_3/2,1/2+,-5/2-) 2x35 19(25,100): 4 1 [C-,C+,C+,C-,C-] 4 35 37 4 9 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,4,5,4,3,2,1 (5/2_1/2,3/2_-5/2,-1/2-,-3/2+) 5x37 20(26, 99): 4 1 [C-,C+,C-,rn,C+] 5 36 9 20 37 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,3,2,4,3,2,5 (3/2_-5/2,1/2_-1/2,5/2+,-3/2+) 3^30 21(27, 98): 4 1 [C-,C+,i2,C-,C+] 6 40 21 10 38 ( *, *) ( *, *) ( 30, 31) ( *, *) ( *, *) 1,2,3,4,3,2,5 (-5/2_3/2,-3/2_-1/2,5/2+,1/2+) 4^31 22(28, 97): 4 1 [C-,C+,C-,i2,C+] 7 41 10 22 39 ( *, *) ( *, *) ( *, *) ( 29, 31) ( *, *) 1,2,3,2,4,3,5 (3/2_-3/2,-5/2_1/2,5/2+,-1/2-) 4x40 23(29, 96): 4 1 [C-,C-,C+,C+,C-] 8 10 39 40 10 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,4,5,4 (-3/2_5/2,3/2-,1/2+,-1/2+,-5/2-) 1x48 24(33, 92): 5 2 [C+,rn,r2,C+,C-] 48 24 25 42 11 ( *, *) ( *, *) ( 16, *) ( *, *) ( *, *) 2,3,2,5,4,3,2,1 (5/2_-3/2,3/2-,1/2-,-1/2-,-5/2-) 4x45 25(33, 93): 5 2 [C+,r2,r2,C+,C-] 47 27 24 45 12 ( *, *) ( 15, *) ( 16, *) ( *, *) ( *, *) 2,3,2,5,4,3,2,1 (5/2_-3/2,3/2-,1/2+,-1/2-,-5/2+) 4x44 26(33, 94): 5 2 [C+,rn,rn,C+,C-] 46 26 26 44 13 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 2,3,2,5,4,3,2,1 (5/2_-3/2,3/2+,1/2+,-1/2-,-5/2-) 4x43 27(33, 95): 5 2 [C+,r2,rn,C+,C-] 49 25 27 43 14 ( *, *) ( 15, *) ( *, *) ( *, *) ( *, *) 2,3,2,5,4,3,2,1 (3/2_-5/2,5/2-,1/2+,-1/2-,-3/2+) 5x49 28(34, 88): 5 2 [C-,C+,rn,rn,C+] 14 50 28 28 49 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,3,2,4,3,2,5 (-5/2_3/2,5/2+,1/2+,-1/2-,-3/2-) 4x31 29(34, 89): 5 2 [C-,C+,rn,r2,C+] 13 51 29 31 46 ( *, *) ( *, *) ( *, *) ( 22, *) ( *, *) 1,2,3,2,4,3,2,5 (3/2_-5/2,5/2+,1/2-,-1/2-,-3/2+) 5x47 30(34, 90): 5 2 [C-,C+,r2,rn,C+] 12 52 31 30 47 ( *, *) ( *, *) ( 21, *) ( *, *) ( *, *) 1,2,3,2,4,3,2,5 (-5/2_3/2,5/2+,1/2+,-1/2+,-3/2+) 5x48 31(34, 91): 5 2 [C-,C+,r2,r2,C+] 11 53 30 29 48 ( *, *) ( *, *) ( 21, *) ( 22, *) ( *, *) 1,2,3,2,4,3,2,5 (5/2_-1/2,3/2_1/2,-3/2+,-5/2-) 2^45 32(35, 87): 5 1 [C+,i2,C+,C-,rn] 58 32 58 15 32 ( *, *) ( 43, 45) ( *, *) ( *, *) ( *, *) 4,3,2,1,5,4,3,2,1 (5/2_1/2,-5/2_-1/2,3/2-,-3/2+) 5x54 33(36, 86): 5 1 [C+,C+,C-,C+,C+] 60 57 18 55 54 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 3,2,1,4,3,2,5,4,3 (5/2_-1/2,-5/2_-3/2,3/2-,1/2+) 5^42 34(37, 85): 5 1 [C+,rn,C+,C-,i2] 59 34 55 17 34 ( *, *) ( *, *) ( *, *) ( *, *) ( 42, 44) 2,4,3,2,1,5,4,3,2 (5/2_-1/2,-3/2_1/2,3/2-,-5/2-) 3x54 35(38, 84): 5 1 [C+,C-,C+,C-,C-] 61 19 54 16 18 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 2,1,4,3,5,4,3,2,1 (5/2_3/2,1/2_-5/2,-1/2-,-3/2+) 5x56 36(39, 83): 5 1 [i2,C-,C+,rn,C+] 36 20 57 36 56 ( 50, 52) ( *, *) ( *, *) ( *, *) ( *, *) 2,1,3,2,4,3,2,5,4 (5/2_1/2,3/2_-3/2,-1/2-,-5/2-) 4x58 37(40, 82): 5 1 [C-,C+,C-,C+,C-] 15 56 19 58 20 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,3,2,4,5,4,3,2,1 (3/2_-3/2,1/2_-1/2,5/2+,-5/2-) 3^47 38(41, 81): 5 1 [C-,C+,i2,C+,C-] 16 61 38 61 21 ( *, *) ( *, *) ( 47, 48) ( *, *) ( *, *) 1,2,3,4,5,4,3,2,1 (3/2_-3/2,-5/2_-1/2,5/2+,1/2+) 4x59 39(42, 80): 5 1 [C-,C+,C-,C+,C-] 17 62 23 59 22 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,3,2,1,4,5,4,3 (3/2_-1/2,-5/2_1/2,5/2+,-3/2+) 5x61 40(43, 79): 5 1 [C-,C-,C+,C-,C+] 18 21 60 23 61 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,4,3,2,5,4 (-5/2_1/2,-3/2_-1/2,5/2+,3/2-) 4^53 41(44, 78): 5 1 [rn,C-,C+,i2,C+] 41 22 62 41 62 ( *, *) ( *, *) ( *, *) ( 51, 53) ( *, *) 1,2,1,3,2,4,3,5,4 (5/2_-1/2,3/2-,1/2+,-3/2-,-5/2-) 3x63 42(47, 74): 6 2 [C+,rn,C+,C-,r2] 68 42 63 24 44 ( *, *) ( *, *) ( *, *) ( *, *) ( 34, *) 2,4,3,2,1,5,4,3,2,1 (5/2_-1/2,3/2+,1/2+,-3/2+,-5/2-) 1x67 43(47, 75): 6 2 [C+,r2,C+,C-,rn] 67 45 64 27 43 ( *, *) ( 32, *) ( *, *) ( *, *) ( *, *) 2,4,3,2,1,5,4,3,2,1 (5/2_-1/2,3/2-,1/2+,-3/2+,-5/2+) 3x66 44(47, 76): 6 2 [C+,rn,C+,C-,r2] 70 44 66 26 42 ( *, *) ( *, *) ( *, *) ( *, *) ( 34, *) 2,4,3,2,1,5,4,3,2,1 (5/2_-1/2,3/2-,1/2-,-3/2+,-5/2-) 3x65 45(47, 77): 6 2 [C+,r2,C+,C-,rn] 69 43 65 25 45 ( *, *) ( 32, *) ( *, *) ( *, *) ( *, *) 2,4,3,2,1,5,4,3,2,1 (3/2_-3/2,5/2+,1/2+,-1/2-,-5/2+) 4x70 46(48, 70): 6 2 [C-,C+,rn,C+,C-] 26 72 46 70 29 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,3,2,4,5,4,3,2,1 (3/2_-3/2,5/2+,1/2-,-1/2-,-5/2-) 4x69 47(48, 71): 6 2 [C-,C+,r2,C+,C-] 25 73 48 69 30 ( *, *) ( *, *) ( 38, *) ( *, *) ( *, *) 1,2,3,2,4,5,4,3,2,1 (-3/2_3/2,5/2+,1/2+,-1/2+,-5/2-) 2x74 48(48, 72): 6 2 [C-,C+,r2,C+,C-] 24 74 47 68 31 ( *, *) ( *, *) ( 38, *) ( *, *) ( *, *) 1,2,3,2,4,5,4,3,2,1 (3/2_-3/2,5/2-,1/2+,-1/2-,-5/2-) 4x67 49(48, 73): 6 2 [C-,C+,rn,C+,C-] 27 71 49 67 28 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,3,2,4,5,4,3,2,1 (1/2_-5/2,5/2-,3/2-,-1/2-,-3/2+) 5x71 50(49, 66): 6 2 [r2,C-,C+,rn,C+] 52 28 78 50 71 ( 36, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,2,4,3,2,5,4 (-5/2_1/2,5/2+,3/2-,-1/2-,-3/2-) 4x53 51(49, 67): 6 2 [rn,C-,C+,r2,C+] 51 29 77 53 72 ( *, *) ( *, *) ( *, *) ( 41, *) ( *, *) 1,2,1,3,2,4,3,2,5,4 (1/2_-5/2,5/2+,3/2+,-1/2-,-3/2+) 5x73 52(49, 68): 6 2 [r2,C-,C+,rn,C+] 50 30 76 52 73 ( 36, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,2,4,3,2,5,4 (-5/2_1/2,5/2+,3/2-,-1/2+,-3/2+) 5x74 53(49, 69): 6 2 [rn,C-,C+,r2,C+] 53 31 75 51 74 ( *, *) ( *, *) ( *, *) ( 41, *) ( *, *) 1,2,1,3,2,4,3,2,5,4 (5/2_1/2,-3/2_-1/2,3/2-,-5/2-) 4^65 54(50, 65): 6 1 [C+,C+,C-,i2,C-] 82 80 35 54 33 ( *, *) ( *, *) ( *, *) ( 63, 65) ( *, *) 3,2,1,4,3,2,5,4,3,2,1 (5/2_1/2,-5/2_-3/2,3/2-,-1/2-) 5^63 55(51, 64): 6 1 [C+,C+,C-,C-,i2] 83 81 34 33 55 ( *, *) ( *, *) ( *, *) ( *, *) ( 63, 66) 3,2,1,4,3,2,1,5,4,3,2 (5/2_3/2,1/2_-3/2,-1/2-,-5/2-) 4x79 56(52, 63): 6 1 [i2,C-,C+,C+,C-] 56 37 80 79 36 ( 71, 73) ( *, *) ( *, *) ( *, *) ( *, *) 2,1,3,2,4,3,5,4,3,2,1 (5/2_3/2,-5/2_-1/2,1/2+,-3/2+) 5x80 57(53, 62): 6 1 [i2,C-,C-,C+,C+] 57 33 36 81 80 ( 76, 78) ( *, *) ( *, *) ( *, *) ( *, *) 2,1,3,2,1,4,3,2,5,4,3 (5/2_1/2,3/2_-1/2,-3/2+,-5/2-) 2x79 58(54, 61): 6 1 [C-,C+,C-,C-,rn] 32 79 32 37 58 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,3,4,3,2,1,5,4,3,2,1 (3/2_-1/2,-5/2_-3/2,5/2+,1/2+) 5^68 59(55, 60): 6 1 [C-,C+,C+,C-,i2] 34 84 83 39 59 ( *, *) ( *, *) ( *, *) ( *, *) ( 68, 70) 1,2,3,4,3,2,1,5,4,3,2 (3/2_1/2,-5/2_-1/2,5/2+,-3/2+) 5x82 60(56, 59): 6 1 [C-,i2,C-,C+,C+] 33 60 40 83 82 ( *, *) ( 75, 76) ( *, *) ( *, *) ( *, *) 1,2,3,2,1,4,3,2,5,4,3 (3/2_-1/2,-3/2_1/2,5/2+,-5/2-) 3x82 61(57, 58): 6 1 [C-,C-,C+,C-,C-] 35 38 82 38 40 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,4,3,5,4,3,2,1 (1/2_-3/2,-5/2_-1/2,5/2+,3/2-) 4x84 62(58, 57): 6 1 [rn,C-,C-,C+,C-] 62 39 41 84 41 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,2,1,4,3,5,4,3 (5/2_1/2,3/2-,-1/2-,-3/2-,-5/2-) 2x88 63(60, 53): 7 2 [C+,C+,C-,r2,r2] 92 88 42 65 66 ( *, *) ( *, *) ( *, *) ( 54, *) ( 55, *) 3,2,1,4,3,2,1,5,4,3,2,1 (5/2_1/2,3/2+,-1/2-,-3/2+,-5/2-) 2x85 64(60, 54): 7 2 [C+,C+,C-,rn,rn] 89 85 43 64 64 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 3,2,1,4,3,2,1,5,4,3,2,1 (5/2_1/2,3/2-,-1/2+,-3/2+,-5/2-) 2x87 65(60, 55): 7 2 [C+,C+,C-,r2,rn] 91 87 45 63 65 ( *, *) ( *, *) ( *, *) ( 54, *) ( *, *) 3,2,1,4,3,2,1,5,4,3,2,1 (5/2_1/2,3/2-,-1/2-,-3/2+,-5/2+) 2x86 66(60, 56): 7 2 [C+,C+,C-,rn,r2] 90 86 44 66 63 ( *, *) ( *, *) ( *, *) ( *, *) ( 55, *) 3,2,1,4,3,2,1,5,4,3,2,1 (3/2_-1/2,5/2-,1/2+,-3/2+,-5/2-) 2x93 67(61, 49): 7 2 [C-,C+,C+,C-,rn] 43 93 89 49 67 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,3,4,3,2,1,5,4,3,2,1 (3/2_-1/2,5/2+,1/2+,-3/2-,-5/2-) 3x92 68(61, 50): 7 2 [C-,C+,C+,C-,r2] 42 95 92 48 70 ( *, *) ( *, *) ( *, *) ( *, *) ( 59, *) 1,2,3,4,3,2,1,5,4,3,2,1 (3/2_-1/2,5/2+,1/2-,-3/2+,-5/2-) 3x91 69(61, 51): 7 2 [C-,C+,C+,C-,rn] 45 96 91 47 69 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,3,4,3,2,1,5,4,3,2,1 (3/2_-1/2,5/2+,1/2+,-3/2+,-5/2+) 3x90 70(61, 52): 7 2 [C-,C+,C+,C-,r2] 44 94 90 46 68 ( *, *) ( *, *) ( *, *) ( *, *) ( 59, *) 1,2,3,4,3,2,1,5,4,3,2,1 (1/2_-3/2,5/2-,3/2-,-1/2-,-5/2-) 4x93 71(62, 45): 7 2 [r2,C-,C+,C+,C-] 73 49 97 93 50 ( 56, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,2,4,3,5,4,3,2,1 (1/2_-3/2,5/2+,3/2-,-1/2-,-5/2+) 4x94 72(62, 46): 7 2 [rn,C-,C+,C+,C-] 72 46 99 94 51 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,2,4,3,5,4,3,2,1 (1/2_-3/2,5/2+,3/2+,-1/2-,-5/2-) 4x96 73(62, 47): 7 2 [r2,C-,C+,C+,C-] 71 47 100 96 52 ( 56, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,2,4,3,5,4,3,2,1 (-3/2_1/2,5/2+,3/2-,-1/2+,-5/2-) 3x98 74(62, 48): 7 2 [rn,C-,C+,C+,C-] 74 48 98 95 53 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,2,4,3,5,4,3,2,1 (-5/2_-1/2,5/2+,3/2-,1/2-,-3/2+) 5x98 75(63, 41): 7 2 [rn,r2,C-,C+,C+] 75 76 53 103 98 ( *, *) ( 60, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,2,1,4,3,2,5,4,3 (-5/2_-1/2,5/2+,3/2+,1/2+,-3/2+) 5x100 76(63, 42): 7 2 [r2,r2,C-,C+,C+] 78 75 52 104 100 ( 57, *) ( 60, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,2,1,4,3,2,5,4,3 (-5/2_-1/2,5/2+,3/2-,1/2+,-3/2-) 4x102 77(63, 43): 7 2 [rn,rn,C-,C+,C+] 77 77 51 102 99 ( *, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,2,1,4,3,2,5,4,3 (-5/2_-1/2,5/2-,3/2-,1/2+,-3/2+) 5x97 78(63, 44): 7 2 [r2,rn,C-,C+,C+] 76 78 50 101 97 ( 57, *) ( *, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,2,1,4,3,2,5,4,3 (5/2_3/2,1/2_-1/2,-3/2+,-5/2-) 3^87 79(64, 40): 7 1 [i2,C-,i2,C-,rn] 79 58 79 56 79 ( 93, 96) ( *, *) ( 85, 87) ( *, *) ( *, *) 2,1,3,2,4,3,2,1,5,4,3,2,1 (5/2_3/2,-3/2_-1/2,1/2+,-5/2-) 4^87 80(65, 39): 7 1 [i2,C-,C-,i2,C-] 80 54 56 80 57 ( 97,100) ( *, *) ( *, *) ( 87, 88) ( *, *) 2,1,3,2,1,4,3,2,5,4,3,2,1 (5/2_3/2,-5/2_-3/2,1/2+,-1/2-) 5^88 81(66, 38): 7 1 [i2,C-,rn,C-,i2] 81 55 81 57 81 (101,104) ( *, *) ( *, *) ( *, *) ( 86, 88) 2,1,3,2,1,4,3,2,1,5,4,3,2 (3/2_1/2,-3/2_-1/2,5/2+,-5/2-) 4^91 82(67, 37): 7 1 [C-,i2,C-,i2,C-] 54 82 61 82 60 ( *, *) ( 98,100) ( *, *) ( 91, 92) ( *, *) 1,2,3,2,1,4,3,2,5,4,3,2,1 (3/2_1/2,-5/2_-3/2,5/2+,-1/2-) 5^92 83(68, 36): 7 1 [C-,i2,C-,C-,i2] 55 83 59 60 83 ( *, *) (103,104) ( *, *) ( *, *) ( 90, 92) 1,2,3,2,1,4,3,2,1,5,4,3,2 (1/2_-1/2,-5/2_-3/2,5/2+,3/2-) 5^95 84(69, 35): 7 1 [rn,C-,i2,C-,i2] 84 59 84 62 84 ( *, *) ( *, *) (102,103) ( *, *) ( 94, 95) 1,2,1,3,2,4,3,2,1,5,4,3,2 (5/2_3/2,1/2-,-1/2-,-3/2+,-5/2-) 1^110 85(70, 31): 8 2 [i2,C-,r2,rn,rn] 85 64 87 85 85 (110,117) ( *, *) ( 79, *) ( *, *) ( *, *) 2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2_3/2,1/2+,-1/2-,-3/2+,-5/2+) 1^115 86(70, 32): 8 2 [i2,C-,rn,rn,r2] 86 66 86 86 88 (111,115) ( *, *) ( *, *) ( *, *) ( 81, *) 2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2_3/2,1/2+,-1/2+,-3/2+,-5/2-) 1^114 87(70, 33): 8 2 [i2,C-,r2,r2,rn] 87 65 85 88 87 (112,114) ( *, *) ( 79, *) ( 80, *) ( *, *) 2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2_3/2,1/2+,-1/2-,-3/2-,-5/2-) 1^106 88(70, 34): 8 2 [i2,C-,rn,r2,r2] 88 63 88 87 86 (106,113) ( *, *) ( *, *) ( 80, *) ( 81, *) 2,1,3,2,1,4,3,2,1,5,4,3,2,1 (3/2_1/2,5/2-,-1/2-,-3/2+,-5/2-) 2^117 89(71, 27): 8 2 [C-,i2,C-,rn,rn] 64 89 67 89 89 ( *, *) (117,118) ( *, *) ( *, *) ( *, *) 1,2,3,2,1,4,3,2,1,5,4,3,2,1 (3/2_1/2,5/2+,-1/2-,-3/2+,-5/2+) 2^115 90(71, 28): 8 2 [C-,i2,C-,rn,r2] 66 90 70 90 92 ( *, *) (109,115) ( *, *) ( *, *) ( 83, *) 1,2,3,2,1,4,3,2,1,5,4,3,2,1 (3/2_1/2,5/2+,-1/2+,-3/2+,-5/2-) 2^114 91(71, 29): 8 2 [C-,i2,C-,r2,rn] 65 91 69 92 91 ( *, *) (108,114) ( *, *) ( 82, *) ( *, *) 1,2,3,2,1,4,3,2,1,5,4,3,2,1 (3/2_1/2,5/2+,-1/2-,-3/2-,-5/2-) 2^106 92(71, 30): 8 2 [C-,i2,C-,r2,r2] 63 92 68 91 90 ( *, *) (105,106) ( *, *) ( 82, *) ( 83, *) 1,2,3,2,1,4,3,2,1,5,4,3,2,1 (1/2_-1/2,5/2-,3/2-,-3/2+,-5/2-) 3^112 93(72, 23): 8 2 [r2,C-,i2,C-,rn] 96 67 93 71 93 ( 79, *) ( *, *) (112,117) ( *, *) ( *, *) 1,2,1,3,2,4,3,2,1,5,4,3,2,1 (1/2_-1/2,5/2+,3/2-,-3/2+,-5/2+) 3^109 94(72, 24): 8 2 [rn,C-,i2,C-,r2] 94 70 94 72 95 ( *, *) ( *, *) (109,119) ( *, *) ( 84, *) 1,2,1,3,2,4,3,2,1,5,4,3,2,1 (1/2_-1/2,5/2+,3/2-,-3/2-,-5/2-) 3^105 95(72, 25): 8 2 [rn,C-,i2,C-,r2] 95 68 95 74 94 ( *, *) ( *, *) (105,107) ( *, *) ( 84, *) 1,2,1,3,2,4,3,2,1,5,4,3,2,1 (1/2_-1/2,5/2+,3/2+,-3/2+,-5/2-) 3^114 96(72, 26): 8 2 [r2,C-,i2,C-,rn] 93 69 96 73 96 ( 79, *) ( *, *) (110,114) ( *, *) ( *, *) 1,2,1,3,2,4,3,2,1,5,4,3,2,1 (-3/2_-1/2,5/2-,3/2-,1/2+,-5/2-) 4^112 97(73, 19): 8 2 [r2,rn,C-,i2,C-] 100 97 71 97 78 ( 80, *) ( *, *) ( *, *) (112,113) ( *, *) 1,2,1,3,2,1,4,3,2,5,4,3,2,1 (-3/2_-1/2,5/2+,3/2-,1/2-,-5/2-) 4^108 98(73, 20): 8 2 [rn,r2,C-,i2,C-] 98 100 74 98 75 ( *, *) ( 82, *) ( *, *) (105,108) ( *, *) 1,2,1,3,2,1,4,3,2,5,4,3,2,1 (-3/2_-1/2,5/2+,3/2-,1/2+,-5/2+) 4^119 99(73, 21): 8 2 [rn,rn,C-,i2,C-] 99 99 72 99 77 ( *, *) ( *, *) ( *, *) (116,119) ( *, *) 1,2,1,3,2,1,4,3,2,5,4,3,2,1 (-3/2_-1/2,5/2+,3/2+,1/2+,-5/2-) 4^114 100(73, 22): 8 2 [r2,r2,C-,i2,C-] 97 98 73 100 76 ( 80, *) ( 82, *) ( *, *) (106,114) ( *, *) 1,2,1,3,2,1,4,3,2,5,4,3,2,1 (-5/2_-3/2,5/2-,3/2-,1/2+,-1/2-) 5^113 101(74, 15): 8 2 [r2,rn,rn,C-,i2] 104 101 101 78 101 ( 81, *) ( *, *) ( *, *) ( *, *) (111,113) 1,2,1,3,2,1,4,3,2,1,5,4,3,2 (-5/2_-3/2,5/2+,3/2-,1/2+,-1/2+) 5^107 102(74, 16): 8 2 [rn,rn,r2,C-,i2] 102 102 103 77 102 ( *, *) ( *, *) ( 84, *) ( *, *) (107,119) 1,2,1,3,2,1,4,3,2,1,5,4,3,2 (-5/2_-3/2,5/2+,3/2-,1/2-,-1/2-) 5^105 103(74, 17): 8 2 [rn,r2,r2,C-,i2] 103 104 102 75 103 ( *, *) ( 83, *) ( 84, *) ( *, *) (105,109) 1,2,1,3,2,1,4,3,2,1,5,4,3,2 (-5/2_-3/2,5/2+,3/2+,1/2+,-1/2-) 5^106 104(74, 18): 8 2 [r2,r2,rn,C-,i2] 101 103 104 76 104 ( 81, *) ( 83, *) ( *, *) ( *, *) (106,115) 1,2,1,3,2,1,4,3,2,1,5,4,3,2 (5/2+,3/2-,1/2-,-1/2-,-3/2-,-5/2-) 4x108 105(75, 0): 9 3 [rn,r2,r2,r2,r2] 105 106 107 108 109 ( *, *) ( 92, *) ( 95, *) ( 98, *) (103, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2+,3/2+,1/2+,-1/2-,-3/2-,-5/2-) 4x114 106(75, 1): 9 3 [r2,r2,rn,r2,r2] 113 105 106 114 115 ( 88, *) ( 92, *) ( *, *) (100, *) (104, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2+,3/2-,1/2+,-1/2+,-3/2-,-5/2-) 3x105 107(75, 2): 9 3 [rn,rn,r2,rn,r2] 107 107 105 107 119 ( *, *) ( *, *) ( 95, *) ( *, *) (102, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2+,3/2-,1/2-,-1/2+,-3/2+,-5/2-) 2x114 108(75, 3): 9 3 [rn,r2,rn,r2,rn] 108 114 108 105 108 ( *, *) ( 91, *) ( *, *) ( 98, *) ( *, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2+,3/2-,1/2-,-1/2-,-3/2+,-5/2+) 5x105 109(75, 4): 9 3 [rn,r2,r2,rn,r2] 109 115 119 109 105 ( *, *) ( 90, *) ( 94, *) ( *, *) (103, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2+,3/2+,1/2-,-1/2-,-3/2+,-5/2-) 3x114 110(75, 5): 9 3 [r2,rn,r2,rn,rn] 117 110 114 110 110 ( 85, *) ( *, *) ( 96, *) ( *, *) ( *, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2-,3/2-,1/2+,-1/2-,-3/2+,-5/2+) 5x113 111(75, 6): 9 3 [r2,rn,rn,rn,r2] 115 111 111 111 113 ( 86, *) ( *, *) ( *, *) ( *, *) (101, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2-,3/2-,1/2+,-1/2+,-3/2+,-5/2-) 1x114 112(75, 7): 9 3 [r2,rn,r2,r2,rn] 114 112 117 113 112 ( 87, *) ( *, *) ( 93, *) ( 97, *) ( *, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2-,3/2-,1/2+,-1/2-,-3/2-,-5/2-) 4x112 113(75, 8): 9 3 [r2,rn,rn,r2,r2] 106 113 113 112 111 ( 88, *) ( *, *) ( *, *) ( 97, *) (101, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2+,3/2+,1/2+,-1/2+,-3/2+,-5/2-) *** 114(75, 9): 9 3 [r2,r2,r2,r2,rn] 112 108 110 106 114 ( 87, *) ( 91, *) ( 96, *) (100, *) ( *, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2+,3/2+,1/2+,-1/2-,-3/2+,-5/2+) 5x106 115(75, 10): 9 3 [r2,r2,rn,rn,r2] 111 109 115 115 106 ( 86, *) ( 90, *) ( *, *) ( *, *) (104, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2+,3/2-,1/2+,-1/2-,-3/2-,-5/2+) 4x119 116(75, 11): 9 3 [rn,rn,rn,r2,rn] 116 116 116 119 116 ( *, *) ( *, *) ( *, *) ( 99, *) ( *, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2-,3/2-,1/2-,-1/2-,-3/2+,-5/2-) 3x112 117(75, 12): 9 3 [r2,r2,r2,rn,rn] 110 118 112 117 117 ( 85, *) ( 89, *) ( 93, *) ( *, *) ( *, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2-,3/2+,1/2+,-1/2-,-3/2+,-5/2-) 2x117 118(75, 13): 9 3 [rn,r2,rn,rn,rn] 118 117 118 118 118 ( *, *) ( 89, *) ( *, *) ( *, *) ( *, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 (5/2+,3/2-,1/2+,-1/2+,-3/2+,-5/2+) 5x107 119(75, 14): 9 3 [rn,rn,r2,r2,r2] 119 119 109 116 107 ( *, *) ( *, *) ( 94, *) ( 99, *) (102, *) 1,2,1,3,2,1,4,3,2,1,5,4,3,2,1 All parameters computed