values_a:
 k=1 -> 2.6317627813020802E8
 k=2 -> 0.0
 k=3 -> 0.0
 k=4 -> 2.6317627813020802E8
 k=5 -> 0.0
 k=6 -> 0.0
 k=7 -> 2.6317627813020802E8
 k=8 -> 0.0
 k=9 -> 0.0
 k=10 -> 2.6317627813020802E8
 k=11 -> 0.0
 k=12 -> 0.0
 k=13 -> 2.6317627813020802E8
 k=14 -> 0.0
 k=15 -> 2.6317627813020802E8
 k=16 -> 0.0
 k=17 -> 4478083.139183052
 k=18 -> -4478083.139183052
 k=19 -> 2.6317627813020802E8
 k=20 -> 1.9484456718447324E7
 k=21 -> 1.523247297084121E8
 k=22 -> -1.9484456718447324E7
 k=23 -> 1.523247297084121E8
 k=24 -> 2.6317627813020802E8
 k=25 -> 1.9484456718447324E7
 k=26 -> -1.523247297084121E8
 k=27 -> -1.9484456718447324E7
 k=28 -> -1.523247297084121E8
 k=29 -> 2.6317627813020802E8
 k=30 -> 3.0534296915878874E8
 k=31 -> -3.0534296915878874E8
 k=32 -> 2.6317627813020802E8
 k=33 -> 1.5877834396257017E9
 k=34 -> 1.523247297084121E8
 k=35 -> 7.938917198128508E8
 k=36 -> 1.5877834396257017E9
 k=37 -> -1.523247297084121E8
 k=38 -> 7.938917198128508E8
 k=39 -> 8956166.278366104
 k=40 -> -4478083.139183052
 k=41 -> 3.896891343689465E7
 k=42 -> -1.9484456718447324E7
 k=43 -> 1.523247297084121E8
 k=44 -> 3.896891343689465E7
 k=45 -> -1.9484456718447324E7
 k=46 -> -1.523247297084121E8
 k=47 -> 6.106859383175775E8
 k=48 -> -3.0534296915878874E8
 k=49 -> 3.1755668792514033E9
 k=50 -> 1.523247297084121E8
 k=51 -> 7.938917198128508E8
 k=52 -> 3.1755668792514033E9
 k=53 -> -1.523247297084121E8
 k=54 -> 7.938917198128508E8
 k=55 -> 4478083.139183052
 k=56 -> 2.6317627813020802E8
 k=57 -> 1.9484456718447324E7
 k=58 -> -1.523247297084121E8
 k=59 -> 2.6317627813020802E8
 k=60 -> 1.9484456718447324E7
 k=61 -> 1.523247297084121E8
 k=62 -> 2.6317627813020802E8
 k=63 -> 3.0534296915878874E8
 k=64 -> 2.6317627813020802E8
 k=65 -> 1.5877834396257017E9
 k=66 -> 2.6317627813020802E8
 k=67 -> 1.5877834396257017E9
 k=68 -> 2.6317627813020802E8
 k=69 -> 1.536785556253923E7
 k=70 -> -1.536785556253923E7
 k=71 -> -2.6317627813020802E8
 k=72 -> 7.875019795679443E8
 k=73 -> 1.7939595716885557E9
 k=74 -> -7.875019795679443E8
 k=75 -> 1.7939595716885557E9
 k=76 -> -2.6317627813020802E8
 k=77 -> 7.875019795679443E8
 k=78 -> -1.7939595716885557E9
 k=79 -> -7.875019795679443E8
 k=80 -> -1.7939595716885557E9
 k=81 -> -2.6317627813020802E8
 k=82 -> 1.047873945441128E9
 k=83 -> -1.047873945441128E9
 k=84 -> -2.6317627813020802E8
 k=85 -> 5.448944516293866E9
 k=86 -> 1.7939595716885557E9
 k=87 -> 2.724472258146933E9
 k=88 -> -2.6317627813020802E8
 k=89 -> 5.448944516293866E9
 k=90 -> -1.7939595716885557E9
 k=91 -> 2.724472258146933E9
 k=92 -> -2.6317627813020802E8
 k=93 -> 8740869.613766506
 k=94 -> -3761066.4243097208
 k=95 -> -4979803.189456785
 k=96 -> 3.83383633376067E7
 k=97 -> -8.091902960234977E7
 k=98 -> -1.1543695294101782E7
 k=99 -> 1.0745042030891393E8
 k=100 -> -2.679466804350492E7
 k=101 -> -1.883694499112637E8
 k=102 -> 3.83383633376067E7
 k=103 -> 8.091902960234977E7
 k=104 -> -1.1543695294101782E7
 k=105 -> -1.0745042030891393E8
 k=106 -> -2.679466804350492E7
 k=107 -> 1.883694499112637E8
 k=108 -> 5.960057010875877E8
 k=109 -> -2.564524046357182E8
 k=110 -> -3.395532964518695E8
 k=111 -> 3.0992296456554565E9
 k=112 -> 1.0745042030891393E8
 k=113 -> 6.667762520528674E8
 k=114 -> -1.883694499112637E8
 k=115 -> 8.828385707748607E8
 k=116 -> 3.0992296456554565E9
 k=117 -> -1.0745042030891393E8
 k=118 -> 6.667762520528674E8
 k=119 -> 1.883694499112637E8
 k=120 -> 8.828385707748607E8
 k=121 -> 3761066.4243097208
 k=122 -> 1.1543695294101782E7
 k=123 -> -1.0745042030891393E8
 k=124 -> 1.1543695294101782E7
 k=125 -> 1.0745042030891393E8
 k=126 -> 2.564524046357182E8
 k=127 -> 1.3335525041057348E9
 k=128 -> 1.3335525041057348E9
 k=129 -> 2.0347658751996014E7
 k=130 -> 8.142966476114492E8
 k=131 -> -1.605590121777292E9
 k=132 -> 2.6317627813020802E8
 k=133 -> 8.142966476114492E8
 k=134 -> 1.605590121777292E9
 k=135 -> 2.6317627813020802E8
 k=136 -> 1.3874272418929975E9
 k=137 -> 7.214621657843588E9
 k=138 -> 7.214621657843588E9
 k=139 -> 0.0
 k=140 -> -2.6317627813020802E8
 k=141 -> 0.0
 k=142 -> -2.6317627813020802E8
 k=143 -> -2.6317627813020802E8
 k=144 -> 0.0
 k=145 -> -2.6317627813020802E8
 k=146 -> -2.6317627813020802E8
 k=147 -> 0.0
 k=148 -> -2.6317627813020802E8
 k=149 -> 0.0
 k=150 -> -2.6317627813020802E8
 k=151 -> 0.0
 k=152 -> -2.6317627813020802E8
 k=153 -> 0.0
 k=154 -> 0.0
 k=155 -> 0.0
 k=156 -> 0.0
 k=157 -> 0.0
 k=158 -> 0.0
 k=159 -> 0.0
 k=160 -> 0.0
 k=161 -> 0.0
 k=162 -> 0.0
 k=163 -> 0.0
 k=164 -> 0.0
 k=165 -> 0.0
 k=166 -> 0.0
 k=167 -> 0.0
 k=168 -> 0.0
 k=169 -> 0.0
 k=170 -> 0.0

columns_ja:
 k=1 -> 1
 k=2 -> 58
 k=3 -> 70
 k=4 -> 2
 k=5 -> 59
 k=6 -> 71
 k=7 -> 3
 k=8 -> 60
 k=9 -> 72
 k=10 -> 4
 k=11 -> 61
 k=12 -> 64
 k=13 -> 5
 k=14 -> 62
 k=15 -> 6
 k=16 -> 63
 k=17 -> 7
 k=18 -> 13
 k=19 -> 70
 k=20 -> 8
 k=21 -> 12
 k=22 -> 14
 k=23 -> 18
 k=24 -> 71
 k=25 -> 9
 k=26 -> 11
 k=27 -> 15
 k=28 -> 17
 k=29 -> 72
 k=30 -> 10
 k=31 -> 16
 k=32 -> 64
 k=33 -> 11
 k=34 -> 15
 k=35 -> 17
 k=36 -> 12
 k=37 -> 14
 k=38 -> 18
 k=39 -> 13
 k=40 -> 19
 k=41 -> 14
 k=42 -> 20
 k=43 -> 24
 k=44 -> 15
 k=45 -> 21
 k=46 -> 23
 k=47 -> 16
 k=48 -> 22
 k=49 -> 17
 k=50 -> 21
 k=51 -> 23
 k=52 -> 18
 k=53 -> 20
 k=54 -> 24
 k=55 -> 19
 k=56 -> 55
 k=57 -> 20
 k=58 -> 24
 k=59 -> 65
 k=60 -> 21
 k=61 -> 23
 k=62 -> 66
 k=63 -> 22
 k=64 -> 67
 k=65 -> 23
 k=66 -> 68
 k=67 -> 24
 k=68 -> 69
 k=69 -> 25
 k=70 -> 43
 k=71 -> 55
 k=72 -> 26
 k=73 -> 30
 k=74 -> 44
 k=75 -> 48
 k=76 -> 65
 k=77 -> 27
 k=78 -> 29
 k=79 -> 45
 k=80 -> 47
 k=81 -> 66
 k=82 -> 28
 k=83 -> 46
 k=84 -> 67
 k=85 -> 29
 k=86 -> 45
 k=87 -> 47
 k=88 -> 68
 k=89 -> 30
 k=90 -> 44
 k=91 -> 48
 k=92 -> 69
 k=93 -> 31
 k=94 -> 37
 k=95 -> 43
 k=96 -> 32
 k=97 -> 36
 k=98 -> 38
 k=99 -> 42
 k=100 -> 44
 k=101 -> 48
 k=102 -> 33
 k=103 -> 35
 k=104 -> 39
 k=105 -> 41
 k=106 -> 45
 k=107 -> 47
 k=108 -> 34
 k=109 -> 40
 k=110 -> 46
 k=111 -> 35
 k=112 -> 39
 k=113 -> 41
 k=114 -> 45
 k=115 -> 47
 k=116 -> 36
 k=117 -> 38
 k=118 -> 42
 k=119 -> 44
 k=120 -> 48
 k=121 -> 37
 k=122 -> 38
 k=123 -> 42
 k=124 -> 39
 k=125 -> 41
 k=126 -> 40
 k=127 -> 41
 k=128 -> 42
 k=129 -> 43
 k=130 -> 44
 k=131 -> 48
 k=132 -> 56
 k=133 -> 45
 k=134 -> 47
 k=135 -> 57
 k=136 -> 46
 k=137 -> 47
 k=138 -> 48
 k=139 -> 49
 k=140 -> 58
 k=141 -> 50
 k=142 -> 56
 k=143 -> 59
 k=144 -> 51
 k=145 -> 57
 k=146 -> 60
 k=147 -> 52
 k=148 -> 61
 k=149 -> 53
 k=150 -> 62
 k=151 -> 54
 k=152 -> 63
 k=153 -> 55
 k=154 -> 56
 k=155 -> 57
 k=156 -> 58
 k=157 -> 59
 k=158 -> 60
 k=159 -> 61
 k=160 -> 62
 k=161 -> 63
 k=162 -> 64
 k=163 -> 65
 k=164 -> 66
 k=165 -> 67
 k=166 -> 68
 k=167 -> 69
 k=168 -> 70
 k=169 -> 71
 k=170 -> 72

rows_ia:
 k=1 -> 1
 k=2 -> 4
 k=3 -> 7
 k=4 -> 10
 k=5 -> 13
 k=6 -> 15
 k=7 -> 17
 k=8 -> 20
 k=9 -> 25
 k=10 -> 30
 k=11 -> 33
 k=12 -> 36
 k=13 -> 39
 k=14 -> 41
 k=15 -> 44
 k=16 -> 47
 k=17 -> 49
 k=18 -> 52
 k=19 -> 55
 k=20 -> 57
 k=21 -> 60
 k=22 -> 63
 k=23 -> 65
 k=24 -> 67
 k=25 -> 69
 k=26 -> 72
 k=27 -> 77
 k=28 -> 82
 k=29 -> 85
 k=30 -> 89
 k=31 -> 93
 k=32 -> 96
 k=33 -> 102
 k=34 -> 108
 k=35 -> 111
 k=36 -> 116
 k=37 -> 121
 k=38 -> 122
 k=39 -> 124
 k=40 -> 126
 k=41 -> 127
 k=42 -> 128
 k=43 -> 129
 k=44 -> 130
 k=45 -> 133
 k=46 -> 136
 k=47 -> 137
 k=48 -> 138
 k=49 -> 139
 k=50 -> 141
 k=51 -> 144
 k=52 -> 147
 k=53 -> 149
 k=54 -> 151
 k=55 -> 153
 k=56 -> 154
 k=57 -> 155
 k=58 -> 156
 k=59 -> 157
 k=60 -> 158
 k=61 -> 159
 k=62 -> 160
 k=63 -> 161
 k=64 -> 162
 k=65 -> 163
 k=66 -> 164
 k=67 -> 165
 k=68 -> 166
 k=69 -> 167
 k=70 -> 168
 k=71 -> 169
 k=72 -> 170
 k=73 -> 171