# data file for c-reload.mod # AMPL coding: S. Leyffer, University of Dundee, April 2000. # ... definition of sets set I := 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103 104; set L := 1 2 3 4 5 6 7 8 ; set M := 1 2 3 4 5 6 7 8 9 10 11 12 13 ; set T := 1 2 3 4 5 6 7 8 9 10 ; # .. scalar parameters param conspw := 364; param kfresh := 1.2; param alfa := 6e-06; param flim := 2; param cytime := 350; # nonzeros of G set Gnz := ( 1 , 1 ) ( 2 , 1 ) ( 13 , 1 ) ( 14 , 1 ) ( 1 , 2 ) ( 2 , 2 ) ( 3 , 2 ) ( 13 , 2 ) ( 14 , 2 ) ( 15 , 2 ) ( 2 , 3 ) ( 3 , 3 ) ( 4 , 3 ) ( 14 , 3 ) ( 15 , 3 ) ( 16 , 3 ) ( 3 , 4 ) ( 4 , 4 ) ( 5 , 4 ) ( 15 , 4 ) ( 16 , 4 ) ( 17 , 4 ) ( 4 , 5 ) ( 5 , 5 ) ( 6 , 5 ) ( 16 , 5 ) ( 17 , 5 ) ( 18 , 5 ) ( 5 , 6 ) ( 6 , 6 ) ( 7 , 6 ) ( 17 , 6 ) ( 18 , 6 ) ( 19 , 6 ) ( 6 , 7 ) ( 7 , 7 ) ( 8 , 7 ) ( 18 , 7 ) ( 19 , 7 ) ( 20 , 7 ) ( 7 , 8 ) ( 8 , 8 ) ( 9 , 8 ) ( 19 , 8 ) ( 20 , 8 ) ( 21 , 8 ) ( 8 , 9 ) ( 9 , 9 ) ( 10 , 9 ) ( 20 , 9 ) ( 21 , 9 ) ( 22 , 9 ) ( 9 , 10 ) ( 10 , 10 ) ( 11 , 10 ) ( 21 , 10 ) ( 22 , 10 ) ( 23 , 10 ) ( 10 , 11 ) ( 11 , 11 ) ( 12 , 11 ) ( 22 , 11 ) ( 23 , 11 ) ( 24 , 11 ) ( 11 , 12 ) ( 12 , 12 ) ( 23 , 12 ) ( 24 , 12 ) ( 1 , 13 ) ( 2 , 13 ) ( 13 , 13 ) ( 14 , 13 ) ( 25 , 13 ) ( 26 , 13 ) ( 1 , 14 ) ( 2 , 14 ) ( 3 , 14 ) ( 13 , 14 ) ( 14 , 14 ) ( 15 , 14 ) ( 25 , 14 ) ( 26 , 14 ) ( 27 , 14 ) ( 2 , 15 ) ( 3 , 15 ) ( 4 , 15 ) ( 14 , 15 ) ( 15 , 15 ) ( 16 , 15 ) ( 26 , 15 ) ( 27 , 15 ) ( 28 , 15 ) ( 3 , 16 ) ( 4 , 16 ) ( 5 , 16 ) ( 15 , 16 ) ( 16 , 16 ) ( 17 , 16 ) ( 27 , 16 ) ( 28 , 16 ) ( 29 , 16 ) ( 4 , 17 ) ( 5 , 17 ) ( 6 , 17 ) ( 16 , 17 ) ( 17 , 17 ) ( 18 , 17 ) ( 28 , 17 ) ( 29 , 17 ) ( 30 , 17 ) ( 5 , 18 ) ( 6 , 18 ) ( 7 , 18 ) ( 17 , 18 ) ( 18 , 18 ) ( 19 , 18 ) ( 29 , 18 ) ( 30 , 18 ) ( 31 , 18 ) ( 6 , 19 ) ( 7 , 19 ) ( 8 , 19 ) ( 18 , 19 ) ( 19 , 19 ) ( 20 , 19 ) ( 30 , 19 ) ( 31 , 19 ) ( 32 , 19 ) ( 7 , 20 ) ( 8 , 20 ) ( 9 , 20 ) ( 19 , 20 ) ( 20 , 20 ) ( 21 , 20 ) ( 31 , 20 ) ( 32 , 20 ) ( 33 , 20 ) ( 8 , 21 ) ( 9 , 21 ) ( 10 , 21 ) ( 20 , 21 ) ( 21 , 21 ) ( 22 , 21 ) ( 32 , 21 ) ( 33 , 21 ) ( 34 , 21 ) ( 9 , 22 ) ( 10 , 22 ) ( 11 , 22 ) ( 21 , 22 ) ( 22 , 22 ) ( 23 , 22 ) ( 33 , 22 ) ( 34 , 22 ) ( 35 , 22 ) ( 10 , 23 ) ( 11 , 23 ) ( 12 , 23 ) ( 22 , 23 ) ( 23 , 23 ) ( 24 , 23 ) ( 34 , 23 ) ( 35 , 23 ) ( 11 , 24 ) ( 12 , 24 ) ( 23 , 24 ) ( 24 , 24 ) ( 35 , 24 ) ( 13 , 25 ) ( 14 , 25 ) ( 25 , 25 ) ( 26 , 25 ) ( 36 , 25 ) ( 37 , 25 ) ( 13 , 26 ) ( 14 , 26 ) ( 15 , 26 ) ( 25 , 26 ) ( 26 , 26 ) ( 27 , 26 ) ( 36 , 26 ) ( 37 , 26 ) ( 38 , 26 ) ( 14 , 27 ) ( 15 , 27 ) ( 16 , 27 ) ( 26 , 27 ) ( 27 , 27 ) ( 28 , 27 ) ( 37 , 27 ) ( 38 , 27 ) ( 39 , 27 ) ( 15 , 28 ) ( 16 , 28 ) ( 17 , 28 ) ( 27 , 28 ) ( 28 , 28 ) ( 29 , 28 ) ( 38 , 28 ) ( 39 , 28 ) ( 40 , 28 ) ( 16 , 29 ) ( 17 , 29 ) ( 18 , 29 ) ( 28 , 29 ) ( 29 , 29 ) ( 30 , 29 ) ( 39 , 29 ) ( 40 , 29 ) ( 41 , 29 ) ( 17 , 30 ) ( 18 , 30 ) ( 19 , 30 ) ( 29 , 30 ) ( 30 , 30 ) ( 31 , 30 ) ( 40 , 30 ) ( 41 , 30 ) ( 42 , 30 ) ( 18 , 31 ) ( 19 , 31 ) ( 20 , 31 ) ( 30 , 31 ) ( 31 , 31 ) ( 32 , 31 ) ( 41 , 31 ) ( 42 , 31 ) ( 43 , 31 ) ( 19 , 32 ) ( 20 , 32 ) ( 21 , 32 ) ( 31 , 32 ) ( 32 , 32 ) ( 33 , 32 ) ( 42 , 32 ) ( 43 , 32 ) ( 44 , 32 ) ( 20 , 33 ) ( 21 , 33 ) ( 22 , 33 ) ( 32 , 33 ) ( 33 , 33 ) ( 34 , 33 ) ( 43 , 33 ) ( 44 , 33 ) ( 45 , 33 ) ( 21 , 34 ) ( 22 , 34 ) ( 23 , 34 ) ( 33 , 34 ) ( 34 , 34 ) ( 35 , 34 ) ( 44 , 34 ) ( 45 , 34 ) ( 46 , 34 ) ( 22 , 35 ) ( 23 , 35 ) ( 24 , 35 ) ( 34 , 35 ) ( 35 , 35 ) ( 45 , 35 ) ( 46 , 35 ) ( 25 , 36 ) ( 26 , 36 ) ( 36 , 36 ) ( 37 , 36 ) ( 47 , 36 ) ( 48 , 36 ) ( 25 , 37 ) ( 26 , 37 ) ( 27 , 37 ) ( 36 , 37 ) ( 37 , 37 ) ( 38 , 37 ) ( 47 , 37 ) ( 48 , 37 ) ( 49 , 37 ) ( 26 , 38 ) ( 27 , 38 ) ( 28 , 38 ) ( 37 , 38 ) ( 38 , 38 ) ( 39 , 38 ) ( 48 , 38 ) ( 49 , 38 ) ( 50 , 38 ) ( 27 , 39 ) ( 28 , 39 ) ( 29 , 39 ) ( 38 , 39 ) ( 39 , 39 ) ( 40 , 39 ) ( 49 , 39 ) ( 50 , 39 ) ( 51 , 39 ) ( 28 , 40 ) ( 29 , 40 ) ( 30 , 40 ) ( 39 , 40 ) ( 40 , 40 ) ( 41 , 40 ) ( 50 , 40 ) ( 51 , 40 ) ( 52 , 40 ) ( 29 , 41 ) ( 30 , 41 ) ( 31 , 41 ) ( 40 , 41 ) ( 41 , 41 ) ( 42 , 41 ) ( 51 , 41 ) ( 52 , 41 ) ( 53 , 41 ) ( 30 , 42 ) ( 31 , 42 ) ( 32 , 42 ) ( 41 , 42 ) ( 42 , 42 ) ( 43 , 42 ) ( 52 , 42 ) ( 53 , 42 ) ( 54 , 42 ) ( 31 , 43 ) ( 32 , 43 ) ( 33 , 43 ) ( 42 , 43 ) ( 43 , 43 ) ( 44 , 43 ) ( 53 , 43 ) ( 54 , 43 ) ( 55 , 43 ) ( 32 , 44 ) ( 33 , 44 ) ( 34 , 44 ) ( 43 , 44 ) ( 44 , 44 ) ( 45 , 44 ) ( 54 , 44 ) ( 55 , 44 ) ( 56 , 44 ) ( 33 , 45 ) ( 34 , 45 ) ( 35 , 45 ) ( 44 , 45 ) ( 45 , 45 ) ( 46 , 45 ) ( 55 , 45 ) ( 56 , 45 ) ( 34 , 46 ) ( 35 , 46 ) ( 45 , 46 ) ( 46 , 46 ) ( 56 , 46 ) ( 36 , 47 ) ( 37 , 47 ) ( 47 , 47 ) ( 48 , 47 ) ( 57 , 47 ) ( 58 , 47 ) ( 36 , 48 ) ( 37 , 48 ) ( 38 , 48 ) ( 47 , 48 ) ( 48 , 48 ) ( 49 , 48 ) ( 57 , 48 ) ( 58 , 48 ) ( 59 , 48 ) ( 37 , 49 ) ( 38 , 49 ) ( 39 , 49 ) ( 48 , 49 ) ( 49 , 49 ) ( 50 , 49 ) ( 58 , 49 ) ( 59 , 49 ) ( 60 , 49 ) ( 38 , 50 ) ( 39 , 50 ) ( 40 , 50 ) ( 49 , 50 ) ( 50 , 50 ) ( 51 , 50 ) ( 59 , 50 ) ( 60 , 50 ) ( 61 , 50 ) ( 39 , 51 ) ( 40 , 51 ) ( 41 , 51 ) ( 50 , 51 ) ( 51 , 51 ) ( 52 , 51 ) ( 60 , 51 ) ( 61 , 51 ) ( 62 , 51 ) ( 40 , 52 ) ( 41 , 52 ) ( 42 , 52 ) ( 51 , 52 ) ( 52 , 52 ) ( 53 , 52 ) ( 61 , 52 ) ( 62 , 52 ) ( 63 , 52 ) ( 41 , 53 ) ( 42 , 53 ) ( 43 , 53 ) ( 52 , 53 ) ( 53 , 53 ) ( 54 , 53 ) ( 62 , 53 ) ( 63 , 53 ) ( 64 , 53 ) ( 42 , 54 ) ( 43 , 54 ) ( 44 , 54 ) ( 53 , 54 ) ( 54 , 54 ) ( 55 , 54 ) ( 63 , 54 ) ( 64 , 54 ) ( 65 , 54 ) ( 43 , 55 ) ( 44 , 55 ) ( 45 , 55 ) ( 54 , 55 ) ( 55 , 55 ) ( 56 , 55 ) ( 64 , 55 ) ( 65 , 55 ) ( 66 , 55 ) ( 44 , 56 ) ( 45 , 56 ) ( 46 , 56 ) ( 55 , 56 ) ( 56 , 56 ) ( 65 , 56 ) ( 66 , 56 ) ( 47 , 57 ) ( 48 , 57 ) ( 57 , 57 ) ( 58 , 57 ) ( 67 , 57 ) ( 68 , 57 ) ( 47 , 58 ) ( 48 , 58 ) ( 49 , 58 ) ( 57 , 58 ) ( 58 , 58 ) ( 59 , 58 ) ( 67 , 58 ) ( 68 , 58 ) ( 69 , 58 ) ( 48 , 59 ) ( 49 , 59 ) ( 50 , 59 ) ( 58 , 59 ) ( 59 , 59 ) ( 60 , 59 ) ( 68 , 59 ) ( 69 , 59 ) ( 70 , 59 ) ( 49 , 60 ) ( 50 , 60 ) ( 51 , 60 ) ( 59 , 60 ) ( 60 , 60 ) ( 61 , 60 ) ( 69 , 60 ) ( 70 , 60 ) ( 71 , 60 ) ( 50 , 61 ) ( 51 , 61 ) ( 52 , 61 ) ( 60 , 61 ) ( 61 , 61 ) ( 62 , 61 ) ( 70 , 61 ) ( 71 , 61 ) ( 72 , 61 ) ( 51 , 62 ) ( 52 , 62 ) ( 53 , 62 ) ( 61 , 62 ) ( 62 , 62 ) ( 63 , 62 ) ( 71 , 62 ) ( 72 , 62 ) ( 73 , 62 ) ( 52 , 63 ) ( 53 , 63 ) ( 54 , 63 ) ( 62 , 63 ) ( 63 , 63 ) ( 64 , 63 ) ( 72 , 63 ) ( 73 , 63 ) ( 74 , 63 ) ( 53 , 64 ) ( 54 , 64 ) ( 55 , 64 ) ( 63 , 64 ) ( 64 , 64 ) ( 65 , 64 ) ( 73 , 64 ) ( 74 , 64 ) ( 75 , 64 ) ( 54 , 65 ) ( 55 , 65 ) ( 56 , 65 ) ( 64 , 65 ) ( 65 , 65 ) ( 66 , 65 ) ( 74 , 65 ) ( 75 , 65 ) ( 55 , 66 ) ( 56 , 66 ) ( 65 , 66 ) ( 66 , 66 ) ( 75 , 66 ) ( 57 , 67 ) ( 58 , 67 ) ( 67 , 67 ) ( 68 , 67 ) ( 76 , 67 ) ( 77 , 67 ) ( 57 , 68 ) ( 58 , 68 ) ( 59 , 68 ) ( 67 , 68 ) ( 68 , 68 ) ( 69 , 68 ) ( 76 , 68 ) ( 77 , 68 ) ( 78 , 68 ) ( 58 , 69 ) ( 59 , 69 ) ( 60 , 69 ) ( 68 , 69 ) ( 69 , 69 ) ( 70 , 69 ) ( 77 , 69 ) ( 78 , 69 ) ( 79 , 69 ) ( 59 , 70 ) ( 60 , 70 ) ( 61 , 70 ) ( 69 , 70 ) ( 70 , 70 ) ( 71 , 70 ) ( 78 , 70 ) ( 79 , 70 ) ( 80 , 70 ) ( 60 , 71 ) ( 61 , 71 ) ( 62 , 71 ) ( 70 , 71 ) ( 71 , 71 ) ( 72 , 71 ) ( 79 , 71 ) ( 80 , 71 ) ( 81 , 71 ) ( 61 , 72 ) ( 62 , 72 ) ( 63 , 72 ) ( 71 , 72 ) ( 72 , 72 ) ( 73 , 72 ) ( 80 , 72 ) ( 81 , 72 ) ( 82 , 72 ) ( 62 , 73 ) ( 63 , 73 ) ( 64 , 73 ) ( 72 , 73 ) ( 73 , 73 ) ( 74 , 73 ) ( 81 , 73 ) ( 82 , 73 ) ( 83 , 73 ) ( 63 , 74 ) ( 64 , 74 ) ( 65 , 74 ) ( 73 , 74 ) ( 74 , 74 ) ( 75 , 74 ) ( 82 , 74 ) ( 83 , 74 ) ( 84 , 74 ) ( 64 , 75 ) ( 65 , 75 ) ( 66 , 75 ) ( 74 , 75 ) ( 75 , 75 ) ( 83 , 75 ) ( 84 , 75 ) ( 67 , 76 ) ( 68 , 76 ) ( 76 , 76 ) ( 77 , 76 ) ( 85 , 76 ) ( 86 , 76 ) ( 67 , 77 ) ( 68 , 77 ) ( 69 , 77 ) ( 76 , 77 ) ( 77 , 77 ) ( 78 , 77 ) ( 85 , 77 ) ( 86 , 77 ) ( 87 , 77 ) ( 68 , 78 ) ( 69 , 78 ) ( 70 , 78 ) ( 77 , 78 ) ( 78 , 78 ) ( 79 , 78 ) ( 86 , 78 ) ( 87 , 78 ) ( 88 , 78 ) ( 69 , 79 ) ( 70 , 79 ) ( 71 , 79 ) ( 78 , 79 ) ( 79 , 79 ) ( 80 , 79 ) ( 87 , 79 ) ( 88 , 79 ) ( 89 , 79 ) ( 70 , 80 ) ( 71 , 80 ) ( 72 , 80 ) ( 79 , 80 ) ( 80 , 80 ) ( 81 , 80 ) ( 88 , 80 ) ( 89 , 80 ) ( 90 , 80 ) ( 71 , 81 ) ( 72 , 81 ) ( 73 , 81 ) ( 80 , 81 ) ( 81 , 81 ) ( 82 , 81 ) ( 89 , 81 ) ( 90 , 81 ) ( 91 , 81 ) ( 72 , 82 ) ( 73 , 82 ) ( 74 , 82 ) ( 81 , 82 ) ( 82 , 82 ) ( 83 , 82 ) ( 90 , 82 ) ( 91 , 82 ) ( 92 , 82 ) ( 73 , 83 ) ( 74 , 83 ) ( 75 , 83 ) ( 82 , 83 ) ( 83 , 83 ) ( 84 , 83 ) ( 91 , 83 ) ( 92 , 83 ) ( 74 , 84 ) ( 75 , 84 ) ( 83 , 84 ) ( 84 , 84 ) ( 92 , 84 ) ( 76 , 85 ) ( 77 , 85 ) ( 85 , 85 ) ( 86 , 85 ) ( 93 , 85 ) ( 94 , 85 ) ( 76 , 86 ) ( 77 , 86 ) ( 78 , 86 ) ( 85 , 86 ) ( 86 , 86 ) ( 87 , 86 ) ( 93 , 86 ) ( 94 , 86 ) ( 95 , 86 ) ( 77 , 87 ) ( 78 , 87 ) ( 79 , 87 ) ( 86 , 87 ) ( 87 , 87 ) ( 88 , 87 ) ( 94 , 87 ) ( 95 , 87 ) ( 96 , 87 ) ( 78 , 88 ) ( 79 , 88 ) ( 80 , 88 ) ( 87 , 88 ) ( 88 , 88 ) ( 89 , 88 ) ( 95 , 88 ) ( 96 , 88 ) ( 97 , 88 ) ( 79 , 89 ) ( 80 , 89 ) ( 81 , 89 ) ( 88 , 89 ) ( 89 , 89 ) ( 90 , 89 ) ( 96 , 89 ) ( 97 , 89 ) ( 98 , 89 ) ( 80 , 90 ) ( 81 , 90 ) ( 82 , 90 ) ( 89 , 90 ) ( 90 , 90 ) ( 91 , 90 ) ( 97 , 90 ) ( 98 , 90 ) ( 81 , 91 ) ( 82 , 91 ) ( 83 , 91 ) ( 90 , 91 ) ( 91 , 91 ) ( 92 , 91 ) ( 98 , 91 ) ( 82 , 92 ) ( 83 , 92 ) ( 84 , 92 ) ( 91 , 92 ) ( 92 , 92 ) ( 85 , 93 ) ( 86 , 93 ) ( 93 , 93 ) ( 94 , 93 ) ( 99 , 93 ) (100 , 93 ) ( 85 , 94 ) ( 86 , 94 ) ( 87 , 94 ) ( 93 , 94 ) ( 94 , 94 ) ( 95 , 94 ) ( 99 , 94 ) (100 , 94 ) (101 , 94 ) ( 86 , 95 ) ( 87 , 95 ) ( 88 , 95 ) ( 94 , 95 ) ( 95 , 95 ) ( 96 , 95 ) (100 , 95 ) (101 , 95 ) (102 , 95 ) ( 87 , 96 ) ( 88 , 96 ) ( 89 , 96 ) ( 95 , 96 ) ( 96 , 96 ) ( 97 , 96 ) (101 , 96 ) (102 , 96 ) ( 88 , 97 ) ( 89 , 97 ) ( 90 , 97 ) ( 96 , 97 ) ( 97 , 97 ) ( 98 , 97 ) (102 , 97 ) ( 89 , 98 ) ( 90 , 98 ) ( 91 , 98 ) ( 97 , 98 ) ( 98 , 98 ) ( 93 , 99 ) ( 94 , 99 ) ( 99 , 99 ) (100 , 99 ) (103 , 99 ) (104 , 99 ) ( 93 ,100 ) ( 94 ,100 ) ( 95 ,100 ) ( 99 ,100 ) (100 ,100 ) (101 ,100 ) (103 ,100 ) (104 ,100 ) ( 94 ,101 ) ( 95 ,101 ) ( 96 ,101 ) (100 ,101 ) (101 ,101 ) (102 ,101 ) (104 ,101 ) ( 95 ,102 ) ( 96 ,102 ) ( 97 ,102 ) (101 ,102 ) (102 ,102 ) ( 99 ,103 ) (100 ,103 ) (103 ,103 ) (104 ,103 ) ( 99 ,104 ) (100 ,104 ) (101 ,104 ) (103 ,104 ) (104 ,104 ); # G_ij matrix in sparse format param: G := 1 1 0.7319 2 1 0.1425 13 1 0.1582 14 1 0.0654 1 2 0.1167 2 2 0.4289 3 2 0.3614 13 2 0.0873 14 2 0.0824 15 2 0.2764 2 3 0.1116 3 3 0.5779 4 3 0.0513 14 3 0.0126 15 3 0.0667 16 3 0.0689 3 4 0.0178 4 4 0.7849 5 4 0.0920 15 4 0.0151 16 4 0.0107 17 4 0.0234 4 5 0.0620 5 5 0.7260 6 5 0.0145 16 5 0.0554 17 5 0.0825 18 5 0.0166 5 6 0.0828 6 6 0.6377 7 6 0.2017 17 6 0.1182 18 6 0.2996 19 6 0.0563 6 7 0.0655 7 7 0.4753 8 7 0.0104 18 7 0.1088 19 7 0.1402 20 7 0.0484 7 8 0.0469 8 8 0.4019 9 8 0.0863 19 8 0.0396 20 8 0.0749 21 8 0.2510 8 9 0.0533 9 9 0.4254 10 9 0.1358 20 9 0.0016 21 9 0.0458 22 9 0.1546 9 10 0.1374 10 10 0.6780 11 10 0.0521 21 10 0.0141 22 10 0.0480 23 10 0.0475 10 11 0.0418 11 11 0.3701 12 11 0.0369 22 11 0.1525 23 11 0.0814 24 11 0.1648 11 12 0.2174 12 12 0.1905 23 12 0.5755 24 12 0.0419 1 13 0.1015 2 13 0.0373 13 13 0.6623 14 13 0.0053 25 13 0.0441 26 13 0.0283 1 14 0.0499 2 14 0.1521 3 14 0.0030 13 14 0.0470 14 14 0.0293 15 14 0.0644 25 14 0.0001 26 14 0.3228 27 14 0.2933 2 15 0.1276 3 15 0.0004 4 15 0.0244 14 15 0.3117 15 15 0.4167 16 15 0.0176 26 15 0.1158 27 15 0.0459 28 15 0.0125 3 16 0.0396 4 16 0.0140 5 16 0.0276 15 16 0.0039 16 16 0.6584 17 16 0.1086 27 16 0.1877 28 16 0.0956 29 16 0.1769 4 17 0.0634 5 17 0.0239 6 17 0.1970 16 17 0.0286 17 17 0.2187 18 17 0.2052 28 17 0.2046 29 17 0.1107 30 17 0.1853 5 18 0.0477 6 18 0.0160 7 18 0.1102 17 18 0.0051 18 18 0.3004 19 18 0.0008 29 18 0.0395 30 18 0.0411 31 18 0.0197 6 19 0.0693 7 19 0.1459 8 19 0.2925 18 19 0.0311 19 19 0.4674 20 19 0.0502 30 19 0 31 19 0.0318 32 19 0.1121 7 20 0.0200 8 20 0.0437 9 20 0.1058 19 20 0.0883 20 20 0.5932 21 20 0.0240 31 20 0.0395 32 20 0.0695 33 20 0.0442 8 21 0.1980 9 21 0.1815 10 21 0.0633 20 21 0.0078 21 21 0.4679 22 21 0.0538 32 21 0.0579 33 21 0.0636 34 21 0.0553 9 22 0.0636 10 22 0.0539 11 22 0.0446 21 22 0.0641 22 22 0.4797 23 22 0.0241 33 22 0.0169 34 22 0.0399 35 22 0.0277 10 23 0.0273 11 23 0.1764 12 23 0.1770 22 23 0.0241 23 23 0.1065 24 23 0.1128 34 23 0.1004 35 23 0.0314 11 24 0.1394 12 24 0.5956 23 24 0.0789 24 24 0.6315 35 24 0.2385 13 25 0.0038 14 25 0.0070 25 25 0.8510 26 25 0.0057 36 25 0.0509 37 25 0.1537 13 26 0.0414 14 26 0.3469 15 26 0.0476 25 26 0.0697 26 26 0.3667 27 26 0.0175 36 26 0.0044 37 26 0.0275 38 26 0.0317 14 27 0.1393 15 27 0.0036 16 27 0.0474 26 27 0.0428 27 27 0.0953 28 27 0.0627 37 27 0.0153 38 27 0.1407 39 27 0.0455 15 28 0.1055 16 28 0.0842 17 28 0.0376 27 28 0.1151 28 28 0.3027 29 28 0.0070 38 28 0.0768 39 28 0.0444 40 28 0.0160 16 29 0.0287 17 29 0.1988 18 29 0.0180 28 29 0.0424 29 29 0.4476 30 29 0.0108 39 29 0.0053 40 29 0.0730 41 29 0.0348 17 30 0.2070 18 30 0.0038 19 30 0.1124 29 30 0.0376 30 30 0.5860 31 30 0.0997 40 30 0.0610 41 30 0.0446 42 30 0.0046 18 31 0.0164 19 31 0.0751 20 31 0.0702 30 31 0.0045 31 31 0.4252 32 31 0.1054 41 31 0.2091 42 31 0.1296 43 31 0.1106 19 32 0.0198 20 32 0.0885 21 32 0.0418 31 32 0.1171 32 32 0.5856 33 32 0.0185 42 32 0.0273 43 32 0.0270 44 32 0.0066 20 33 0.0652 21 33 0.0358 22 33 0.0404 32 33 0.0098 33 33 0.6666 34 33 0.0695 43 33 0.0871 44 33 0.0838 45 33 0.0232 21 34 0.0556 22 34 0.0317 23 34 0.0603 33 34 0.0597 34 34 0.5988 35 34 0.0411 44 34 0.0005 45 34 0.0628 46 34 0.0794 22 35 0.0151 23 35 0.0259 24 35 0.0490 34 35 0.0648 35 35 0.1409 45 35 0.4328 46 35 0.0574 25 36 0.0113 26 36 0.0367 36 36 0.8955 37 36 0.0611 47 36 0.0898 48 36 0.0315 25 37 0.0238 26 37 0.0482 27 37 0.1535 36 37 0.0249 37 37 0.5440 38 37 0.0981 47 37 0.0587 48 37 0.0949 49 37 0.0860 26 38 0.0331 27 38 0.0251 28 38 0.0890 37 38 0.0082 38 38 0.4368 39 38 0.0547 48 38 0.0298 49 38 0.0759 50 38 0.0481 27 39 0.0667 28 39 0.0779 29 39 0.0713 38 39 0.0985 39 39 0.7427 40 39 0.0856 49 39 0.0865 50 39 0.0083 51 39 0.0260 28 40 0.1125 29 40 0.0706 30 40 0.0269 39 40 0.0129 40 40 0.3763 41 40 0.2093 50 40 0.2030 51 40 0.0905 52 40 0.1169 29 41 0.0390 30 41 0.0388 31 41 0.1042 40 41 0.0151 41 41 0.4253 42 41 0.0351 51 41 0.0333 52 41 0.0135 53 41 0.0160 30 42 0.1065 31 42 0.0750 32 42 0.0048 41 42 0.0072 42 42 0.6455 43 42 0.0306 52 42 0.0301 53 42 0.0593 54 42 0.0003 31 43 0.0876 32 43 0.0275 33 43 0.0186 42 43 0.0311 43 43 0.6101 44 43 0.0409 53 43 0.0440 54 43 0.0540 55 43 0.0282 32 44 0.0274 33 44 0.0554 34 44 0.0109 43 44 0.0124 44 44 0.6721 45 44 0.0183 54 44 0.0451 55 44 0.0131 56 44 0.0486 33 45 0.0565 34 45 0.0168 35 45 0.2663 44 45 0.0279 45 45 0.3571 46 45 0.0030 55 45 0.0044 56 45 0.0168 34 46 0.0438 35 46 0.2541 45 46 0.0442 46 46 0.7247 56 46 0.1582 36 47 0.0196 37 47 0.0460 47 47 0.3560 48 47 0.0490 57 47 0.1785 58 47 0.1315 36 48 0.0047 37 48 0.0306 38 48 0.0096 47 48 0.1334 48 48 0.5868 49 48 0.0342 57 48 0.0394 58 48 0.0398 59 48 0.0749 37 49 0.1136 38 49 0.0530 39 49 0.0152 48 49 0.0224 49 49 0.2989 50 49 0.2168 58 49 0.1607 59 49 0.1591 60 49 0.0665 38 50 0.0548 39 50 0.0060 40 50 0.1187 49 50 0.1650 50 50 0.3935 51 50 0.0083 59 50 0.0263 60 50 0.0595 61 50 0.0551 39 51 0.0732 40 51 0.1289 41 51 0.0331 50 51 0.0462 51 51 0.1739 52 51 0.1598 60 51 0.1114 61 51 0.1668 62 51 0.1244 40 52 0.1254 41 52 0.0165 42 52 0.0205 51 52 0.1630 52 52 0.2445 53 52 0.0989 61 52 0.0039 62 52 0.1129 63 52 0.0671 41 53 0.0201 42 53 0.0278 43 53 0.0250 52 53 0.1182 53 53 0.0194 54 53 0.0454 62 53 0.1553 63 53 0.0123 64 53 0.1866 42 54 0.0786 43 54 0.0622 44 54 0.0514 53 54 0.1665 54 54 0.6751 55 54 0.0095 63 54 0.0587 64 54 0.0794 65 54 0.0764 43 55 0.0350 44 55 0.0481 45 55 0.0278 54 55 0.0279 55 55 0.4459 56 55 0.1344 64 55 0.1424 65 55 0.0420 66 55 0.0243 44 56 0.0687 45 56 0.0338 46 56 0.1355 55 56 0.1358 56 56 0.3640 65 56 0.0258 66 56 0.2336 47 57 0.2607 48 57 0.0389 57 57 0.6899 58 57 0.0179 67 57 0.0485 68 57 0.0053 47 58 0.1014 48 58 0.0717 49 58 0.2048 57 58 0.0181 58 58 0.4744 59 58 0.0549 67 58 0.0076 68 58 0.0384 69 58 0.0270 48 59 0.0749 49 59 0.0389 50 59 0.0057 58 59 0.0572 59 59 0.5806 60 59 0.0050 68 59 0.0339 69 59 0.0117 70 59 0.0540 49 60 0.0098 50 60 0.0425 51 60 0.1730 59 60 0.0180 60 60 0.4292 61 60 0.0224 69 60 0.1123 70 60 0.0045 71 60 0.1927 50 61 0.0359 51 61 0.1488 52 61 0.0677 60 61 0.2143 61 61 0.5629 62 61 0.0623 70 61 0.0401 71 61 0.0307 72 61 0.0197 51 62 0.1833 52 62 0.1049 53 62 0.2405 61 62 0.0481 62 62 0.0809 63 62 0.1341 71 62 0.1495 72 62 0.0777 73 62 0.0466 52 63 0.1445 53 63 0.1561 54 63 0.0699 62 63 0.1652 63 63 0.3987 64 63 0.0210 72 63 0.0468 73 63 0.0128 74 63 0.0529 53 64 0.1992 54 64 0.0074 55 64 0.1410 63 64 0.0958 64 64 0.3188 65 64 0.0795 73 64 0.0377 74 64 0.1352 75 64 0.1385 54 65 0.0749 55 65 0.0798 56 65 0.1941 64 65 0.1285 65 65 0.6564 66 65 0.0454 74 65 0.0636 75 65 0.0727 55 66 0.1422 56 66 0.0840 65 66 0.0457 66 66 0.6874 75 66 0.0488 57 67 0.0494 58 67 0.0272 67 67 0.7429 68 67 0.0401 76 67 0.0385 77 67 0.0259 57 68 0.0248 58 68 0.0281 59 68 0.0597 67 68 0.1072 68 68 0.5110 69 68 0.1528 76 68 0.1003 77 68 0.1665 78 68 0.2124 58 69 0.0631 59 69 0.0264 60 69 0.0803 68 69 0.0034 69 69 0.5134 70 69 0.0559 77 69 0.0123 78 69 0.0213 79 69 0.0263 59 70 0.0004 60 70 0.0306 61 70 0.0367 69 70 0.0439 70 70 0.1705 71 70 0.3188 78 70 0.1154 79 70 0.1770 80 70 0.2334 60 71 0.0032 61 71 0.0432 62 71 0.0343 70 71 0.1195 71 71 0.2352 72 71 0.0003 79 71 0.0358 80 71 0.0229 81 71 0.0293 61 72 0.0609 62 72 0.1530 63 72 0.0357 71 72 0.0349 72 72 0.4895 73 72 0.1322 80 72 0.1128 81 72 0.0344 82 72 0.0943 62 73 0.1116 63 73 0.0983 64 73 0.0092 72 73 0.0362 73 73 0.5152 74 73 0.1302 81 73 0.0933 82 73 0.1243 83 73 0.1461 63 74 0.0992 64 74 0.0844 65 74 0.0034 73 74 0.0910 74 74 0.3565 75 74 0.0525 82 74 0.0677 83 74 0.1133 84 74 0.0902 64 75 0.0298 65 75 0.0707 66 75 0.0093 74 75 0.1302 75 75 0.4670 83 75 0.0659 84 75 0.1805 67 76 0.0209 68 76 0.0824 76 76 0.7309 77 76 0.0370 85 76 0.0592 86 76 0.1206 67 77 0.0728 68 77 0.1623 69 77 0.0589 76 77 0.0110 77 77 0.4845 78 77 0.0829 85 77 0.0119 86 77 0.0161 87 77 0.0402 68 78 0.1232 69 78 0.0513 70 78 0.2832 77 78 0.0587 78 78 0.3750 79 78 0.0453 86 78 0.0623 87 78 0.0360 88 78 0.0006 69 79 0.0288 70 79 0.2451 71 79 0.0061 78 79 0.0204 79 79 0.5554 80 79 0.0032 87 79 0.0254 88 79 0.0098 89 79 0.0107 70 80 0.0272 71 80 0.0049 72 80 0.1458 79 80 0.0537 80 80 0.2865 81 80 0.2306 88 80 0.2066 89 80 0.1036 90 80 0.0008 71 81 0.0271 72 81 0.1328 73 81 0.0294 80 81 0.2111 81 81 0.3633 82 81 0.0256 89 81 0.0955 90 81 0.0481 91 81 0.1012 72 82 0.0513 73 82 0.1173 74 82 0.0877 81 82 0.0226 82 82 0.3771 83 82 0.0876 90 82 0.0803 91 82 0.0524 92 82 0.1066 73 83 0.0178 74 83 0.0203 75 83 0.0908 82 83 0.0936 83 83 0.4757 84 83 0.1047 91 83 0.0049 92 83 0.0672 74 84 0.0234 75 84 0.1298 83 84 0.0643 84 84 0.4025 92 84 1.4042 76 85 0.1126 77 85 0.0622 85 85 0.5457 86 85 0.0433 93 85 0.0329 94 85 0.0593 76 86 0.0067 77 86 0.0763 78 86 0.0427 85 86 0.1264 86 86 0.1970 87 86 0.0764 93 86 0.1809 94 86 0.1748 95 86 0.1385 77 87 0.0764 78 87 0.0606 79 87 0.0479 86 87 0.0972 87 87 0.6450 88 87 0.0422 94 87 0.0513 95 87 0.0058 96 87 0.0077 78 88 0.0694 79 88 0.0406 80 88 0.0430 87 88 0.0634 88 88 0.5138 89 88 0.0996 95 88 0.1475 96 88 0.0954 97 88 0.1302 79 89 0.0182 80 89 0.0092 81 89 0.0401 88 89 0.0042 89 89 0.2217 90 89 0.3305 96 89 0.0889 97 89 0.2775 98 89 0.1048 80 90 0.0780 81 90 0.1074 82 90 0.0753 89 90 0.1623 90 90 0.4641 91 90 0.0592 97 90 0.0602 98 90 0.0432 81 91 0.0789 82 91 0.0783 83 91 0.0124 90 91 0.0100 91 91 0.0650 92 91 0.4532 98 91 0.1431 82 92 0.0638 83 92 0.0347 84 92 0.2220 91 92 0.2664 92 92 1.0312 85 93 0.1824 86 93 0.1687 93 93 0.5700 94 93 0.0037 99 93 0.0085 100 93 0.0586 85 94 0.0744 86 94 0.0401 87 94 0.0622 93 94 0.0401 94 94 0.5363 95 94 0.0425 99 94 0.0464 100 94 0.0131 101 94 0.0094 86 95 0.2546 87 95 0.0296 88 95 0.0567 94 95 0.0427 95 95 0.4657 96 95 0.0290 100 95 0.0489 101 95 0.0638 102 95 0.0548 87 96 0.0218 88 96 0.1186 89 96 0.1213 95 96 0.0724 96 96 0.5105 97 96 0.0118 101 96 0.0037 102 96 0.1305 88 97 0.0476 89 97 0.0612 90 97 0.0339 96 97 0.1074 97 97 0.1164 98 97 0.0213 102 97 0.2093 89 98 0.1242 90 98 0.0322 91 98 0.4509 97 98 0.1917 98 98 0.6876 93 99 0.0850 94 99 0.0502 99 99 0.4044 100 99 0.0782 103 99 0.1427 104 99 0.0676 93 100 0.0911 94 100 0.0574 95 100 0.0363 99 100 0.1435 100 100 0.6864 101 100 0.0880 103 100 0.0597 104 100 0.0257 94 101 0.0243 95 101 0.0312 96 101 0.1602 100 101 0.0381 101 101 0.7520 102 101 0.0646 104 101 0.0347 95 102 0.0602 96 102 0.0010 97 102 0.2122 101 102 0.0080 102 102 0.5409 99 103 0.1916 100 103 0.0375 103 103 0.4694 104 103 0.4962 99 104 0.2057 100 104 0.0392 101 104 0.0752 103 104 0.3283 104 104 0.3759;