SNNS network definition file V1.4-3D
generated at Sat Dec  3 00:06:01 2011

network name : SNNS_FF_NET
source files :
no. of units : 153
no. of connections : 596
no. of unit types : 0
no. of site types : 0


learning function : Std_Backpropagation
update function   : Topological_Order


unit default section :

act      | bias     | st | subnet | layer | act func     | out func
---------|----------|----|--------|-------|--------------|-------------
 0.00000 |  0.00000 | h  |      0 |     1 | Act_Logistic | Out_Identity 
---------|----------|----|--------|-------|--------------|-------------


unit definition section :

no. | typeName | unitName | act      | bias     | st | position    | act func | out func | sites
----|----------|----------|----------|----------|----|-------------|----------|----------|-------
  1 |          | unit     |  0.00000 |  0.20740 | i  |   2,  2,12104 |||
  2 |          | unit     |  0.00000 | -0.77957 | i  |   2,  3,12104 |||
  3 |          | unit     |  0.00000 |  0.71756 | i  |   2,  4,12104 |||
  4 |          | unit     |  0.00000 | -0.01835 | i  |   2,  5,12104 |||
  5 |          | unit     |  0.00000 |  0.37075 | i  |   2,  6,12104 |||
  6 |          | unit     |  0.00000 | -0.51252 | i  |   2,  7,12104 |||
  7 |          | unit     |  0.00000 | -0.20931 | i  |   2,  8,12104 |||
  8 |          | unit     |  0.00000 |  0.28012 | i  |   2,  9,12104 |||
  9 |          | unit     |  0.00000 |  0.05892 | i  |   2, 10,12104 |||
 10 |          | unit     |  1.00000 |  0.46957 | i  |   2, 11,12104 |||
 11 |          | unit     |  0.00000 | -0.96440 | i  |   2, 12,12104 |||
 12 |          | unit     |  0.00000 | -0.58907 | i  |   2, 13,12104 |||
 13 |          | unit     |  0.00000 | -0.79240 | i  |   2, 14,12104 |||
 14 |          | unit     |  0.00000 |  0.92138 | i  |   2, 15,12104 |||
 15 |          | unit     |  0.00000 |  0.18353 | i  |   2, 16,12104 |||
 16 |          | unit     |  0.00000 | -0.44752 | i  |   2, 17,12104 |||
 17 |          | unit     |  0.00000 |  0.04445 | i  |   2, 18,12104 |||
 18 |          | unit     |  0.00000 |  0.96424 | i  |   2, 19,12104 |||
 19 |          | unit     |  0.00000 | -0.61811 | i  |   2, 20,12104 |||
 20 |          | unit     |  0.00000 |  0.92005 | i  |   2, 21,12104 |||
 21 |          | unit     |  0.00000 |  0.85131 | i  |   2, 22,12104 |||
 22 |          | unit     |  0.00000 | -0.37742 | i  |   2, 23,12104 |||
 23 |          | unit     |  0.00000 | -0.08440 | i  |   2, 24,12104 |||
 24 |          | unit     |  0.00000 |  0.12037 | i  |   2, 25,12104 |||
 25 |          | unit     |  1.00000 | -0.13802 | i  |   2, 26,12104 |||
 26 |          | unit     |  0.00000 |  0.27062 | i  |   2, 27,12104 |||
 27 |          | unit     |  0.00000 |  0.63293 | i  |   2, 28,12104 |||
 28 |          | unit     |  0.00000 |  0.19383 | i  |   2, 29,12104 |||
 29 |          | unit     |  0.00000 |  0.14983 | i  |   2, 30,12104 |||
 30 |          | unit     |  0.00000 |  0.91007 | i  |   2, 31,12104 |||
 31 |          | unit     |  0.00000 |  0.94919 | i  |   2, 32,12104 |||
 32 |          | unit     |  0.00000 |  0.96803 | i  |   2, 33,12104 |||
 33 |          | unit     |  0.00000 |  0.09369 | i  |   2, 34,12104 |||
 34 |          | unit     |  0.00000 |  0.59847 | i  |   2, 35,12104 |||
 35 |          | unit     |  0.00000 |  0.28539 | i  |   2, 36,12104 |||
 36 |          | unit     |  0.00000 | -0.21131 | i  |   2, 37,12104 |||
 37 |          | unit     |  0.00000 | -0.52068 | i  |   2, 38,12104 |||
 38 |          | unit     |  0.00000 |  0.78982 | i  |   2, 39,12104 |||
 39 |          | unit     |  0.00000 | -0.73473 | i  |   2, 40,12104 |||
 40 |          | unit     |  0.00000 | -0.67752 | i  |   2, 41,12104 |||
 41 |          | unit     |  0.00000 | -0.60775 | i  |   2, 42,12104 |||
 42 |          | unit     |  0.00000 | -0.44934 | i  |   2, 43,12104 |||
 43 |          | unit     |  0.00000 | -0.92557 | i  |   2, 44,12104 |||
 44 |          | unit     |  0.00000 | -0.79512 | i  |   2, 45,12104 |||
 45 |          | unit     |  0.00000 |  0.52717 | i  |   2, 46,12104 |||
 46 |          | unit     |  0.00000 |  0.26149 | i  |   2, 47,12104 |||
 47 |          | unit     |  0.00000 | -0.19655 | i  |   2, 48,12104 |||
 48 |          | unit     |  0.00000 |  0.81753 | i  |   2, 49,12104 |||
 49 |          | unit     |  0.00000 | -0.53754 | i  |   2, 50,12104 |||
 50 |          | unit     |  0.00000 |  0.65945 | i  |   2, 51,12104 |||
 51 |          | unit     |  0.00000 |  0.17195 | i  |   2, 52,12104 |||
 52 |          | unit     |  0.00000 |  0.62429 | i  |   2, 53,12104 |||
 53 |          | unit     |  0.00000 | -0.24541 | i  |   2, 54,12104 |||
 54 |          | unit     |  0.00000 |  0.04726 | i  |   2, 55,12104 |||
 55 |          | unit     |  0.00000 | -0.82569 | i  |   2, 56,12104 |||
 56 |          | unit     |  0.00000 |  0.19349 | i  |   2, 57,12104 |||
 57 |          | unit     |  0.00000 | -0.33346 | i  |   2, 58,12104 |||
 58 |          | unit     |  0.00000 | -0.22375 | i  |   2, 59,12104 |||
 59 |          | unit     |  0.00000 | -0.59412 | i  |   2, 60,12104 |||
 60 |          | unit     |  0.00000 |  0.42490 | i  |   2, 61,12104 |||
 61 |          | unit     |  0.00000 | -0.92714 | i  |   2, 62,12104 |||
 62 |          | unit     |  0.00000 |  0.26922 | i  |   2, 63,12104 |||
 63 |          | unit     |  1.00000 | -0.77887 | i  |   2, 64,12104 |||
 64 |          | unit     |  0.00000 |  0.43981 | i  |   2, 65,12104 |||
 65 |          | unit     |  0.00000 | -0.95963 | i  |   2, 66,12104 |||
 66 |          | unit     |  0.00000 | -0.08876 | i  |   2, 67,12104 |||
 67 |          | unit     |  0.00000 | -0.36485 | i  |   2, 68,12104 |||
 68 |          | unit     |  0.00000 | -0.84062 | i  |   2, 69,12104 |||
 69 |          | unit     |  0.00000 | -0.92935 | i  |   2, 70,12104 |||
 70 |          | unit     |  0.00000 | -0.89945 | i  |   2, 71,12104 |||
 71 |          | unit     |  0.00000 |  0.79477 | i  |   2, 72,12104 |||
 72 |          | unit     |  0.00000 |  0.58282 | i  |   2, 73,12104 |||
 73 |          | unit     |  0.00000 |  0.65442 | i  |   2, 74,12104 |||
 74 |          | unit     |  0.00000 | -0.91455 | i  |   2, 75,12104 |||
 75 |          | unit     |  0.00000 | -0.20460 | i  |   2, 76,12104 |||
 76 |          | unit     |  0.00000 |  0.19902 | i  |   2, 77,12104 |||
 77 |          | unit     |  0.00000 |  0.11953 | i  |   2, 78,12104 |||
 78 |          | unit     |  0.00000 |  0.35052 | i  |   2, 79,12104 |||
 79 |          | unit     |  0.00000 | -0.91947 | i  |   2, 80,12104 |||
 80 |          | unit     |  0.00000 |  0.55295 | i  |   2, 81,12104 |||
 81 |          | unit     |  0.00000 | -0.41282 | i  |   2, 82,12104 |||
 82 |          | unit     |  0.00000 | -0.83716 | i  |   2, 83,12104 |||
 83 |          | unit     |  1.00000 | -0.80067 | i  |   2, 84,12104 |||
 84 |          | unit     |  0.00000 | -0.30489 | i  |   2, 85,12104 |||
 85 |          | unit     |  0.00000 |  0.86275 | i  |   2, 86,12104 |||
 86 |          | unit     |  0.00000 |  0.31708 | i  |   2, 87,12104 |||
 87 |          | unit     |  0.00000 | -0.52267 | i  |   2, 88,12104 |||
 88 |          | unit     |  0.00000 | -0.26404 | i  |   2, 89,12104 |||
 89 |          | unit     |  0.00000 | -0.69970 | i  |   2, 90,12104 |||
 90 |          | unit     |  0.00000 |  0.47118 | i  |   2, 91,12104 |||
 91 |          | unit     |  0.00000 |  0.43112 | i  |   2, 92,12104 |||
 92 |          | unit     |  0.00000 | -0.10107 | i  |   2, 93,12104 |||
 93 |          | unit     |  0.00000 | -0.04220 | i  |   2, 94,12104 |||
 94 |          | unit     |  0.00000 | -0.94932 | i  |   2, 95,12104 |||
 95 |          | unit     |  0.00000 |  0.37983 | i  |   2, 96,12104 |||
 96 |          | unit     |  0.00000 | -0.08003 | i  |   2, 97,12104 |||
 97 |          | unit     |  0.00000 | -0.08629 | i  |   2, 98,12104 |||
 98 |          | unit     |  0.00000 | -0.69987 | i  |   2, 99,12104 |||
 99 |          | unit     |  0.00000 | -0.38217 | i  |   2,100,12104 |||
100 |          | unit     |  0.00000 |  0.20730 | i  |   2,101,12104 |||
101 |          | unit     |  0.00000 | -0.50456 | i  |   2,102,12104 |||
102 |          | unit     |  0.00000 |  0.42171 | i  |   2,103,12104 |||
103 |          | unit     |  0.00000 |  0.25060 | i  |   2,104,12104 |||
104 |          | unit     |  0.00000 | -0.60487 | i  |   2,105,12104 |||
105 |          | unit     |  1.00000 | -0.22461 | i  |   2,106,12104 |||
106 |          | unit     | -0.17400 | -0.91834 | i  |   2,107,12104 |||
107 |          | unit     | -0.23300 |  0.99156 | i  |   2,108,12104 |||
108 |          | unit     | -0.23100 | -0.43544 | i  |   2,109,12104 |||
109 |          | unit     | -0.24600 | -0.74123 | i  |   2,110,12104 |||
110 |          | unit     | -0.26600 | -0.93122 | i  |   2,111,12104 |||
111 |          | unit     | -0.20400 | -0.90550 | i  |   2,112,12104 |||
112 |          | unit     | -0.20800 |  0.94505 | i  |   2,113,12104 |||
113 |          | unit     | -0.28900 |  0.80447 | i  |   2,114,12104 |||
114 |          | unit     | -0.22400 | -0.78782 | i  |   2,115,12104 |||
115 |          | unit     | -0.18600 | -0.52557 | i  |   2,116,12104 |||
116 |          | unit     | -0.21100 |  0.05301 | i  |   2,117,12104 |||
117 |          | unit     | -0.21100 | -0.08676 | i  |   2,118,12104 |||
118 |          | unit     | -0.15600 |  0.42874 | i  |   2,119,12104 |||
119 |          | unit     | -0.25800 |  0.85935 | i  |   2,120,12104 |||
120 |          | unit     | -0.33100 |  0.38914 | i  |   2,121,12104 |||
121 |          | unit     | -0.17300 |  0.35796 | i  |   2,122,12104 |||
122 |          | unit     | -0.15600 |  0.06759 | i  |   2,123,12104 |||
123 |          | unit     | -0.40400 |  0.52448 | i  |   2,124,12104 |||
124 |          | unit     | -0.24200 |  0.64230 | i  |   2,125,12104 |||
125 |          | unit     | -0.17000 |  0.33372 | i  |   2,126,12104 |||
126 |          | unit     |  0.00000 |  0.60947 | i  |   2,127,12104 |||
127 |          | unit     |  0.70000 | -0.61344 | i  |   2,128,12104 |||
128 |          | unit     |  0.90000 |  0.19248 | i  |   2,129,12104 |||
129 |          | unit     |  0.90000 | -0.16986 | i  |   2,130,12104 |||
130 |          | unit     |  0.80000 |  0.79175 | i  |   2,131,12104 |||
131 |          | unit     |  0.90000 |  0.67369 | i  |   2,132,12104 |||
132 |          | unit     |  0.80000 |  0.14473 | i  |   2,133,12104 |||
133 |          | unit     |  0.80000 | -0.42217 | i  |   2,134,12104 |||
134 |          | unit     |  0.80000 | -0.13533 | i  |   2,135,12104 |||
135 |          | unit     |  1.10000 |  0.32261 | i  |   2,136,12104 |||
136 |          | unit     |  0.80000 |  0.45448 | i  |   2,137,12104 |||
137 |          | unit     |  0.70000 |  0.84033 | i  |   2,138,12104 |||
138 |          | unit     |  0.80000 | -0.09424 | i  |   2,139,12104 |||
139 |          | unit     |  1.10000 | -0.92966 | i  |   2,140,12104 |||
140 |          | unit     |  0.90000 | -0.56308 | i  |   2,141,12104 |||
141 |          | unit     |  0.80000 | -0.49544 | i  |   2,142,12104 |||
142 |          | unit     |  0.70000 |  0.86548 | i  |   2,143,12104 |||
143 |          | unit     |  0.80000 |  0.87678 | i  |   2,144,12104 |||
144 |          | unit     |  1.20000 | -0.67948 | i  |   2,145,12104 |||
145 |          | unit     |  1.00000 | -0.30134 | i  |   2,146,12104 |||
146 |          | unit     |  0.70000 | -0.31054 | i  |   2,147,12104 |||
147 |          | unit     |  1.69500 | -0.09362 | i  |   2,148,12104 |||
148 |          | unit     |  1.89500 |  0.95939 | i  |   2,149,12104 |||
149 |          | unit     |  0.00812 | -0.30265 | h  |   5,  2,12104 |||
150 |          | unit     |  0.15347 |  0.10015 | h  |   5,  3,12104 |||
151 |          | unit     |  0.89746 | -0.39431 | h  |   5,  4,12104 |||
152 |          | unit     |  0.01051 |  0.12761 | h  |   5,  5,12104 |||
153 |          | unit     |  0.20737 |  1.26088 | o  |   8,  2,12104 |||
----|----------|----------|----------|----------|----|-------------|----------|----------|-------


connection definition section :

target | site | source:weight
-------|------|----------------------------------------------------------------------------------------------------------------
   149 |      |   1: 1.14358,   2: 0.54737,   3: 0.19006,   4:-0.41849,   5:-0.42163,   6: 0.27368,   7: 0.51905,   8: 0.54248,
                  9: 0.52287,  10: 0.03246,  11:-0.61284,  12:-0.03730,  13:-0.04631,  14:-0.49149,  15:-0.88753,  16: 0.82644,
                 17:-1.01495,  18: 0.03917,  19: 0.16533,  20:-1.01249,  21:-0.10925,  22: 0.22806,  23: 0.00216,  24:-0.76606,
                 25: 0.64500,  26: 0.06399,  27:-0.13044,  28: 0.06009,  29: 0.91533,  30: 0.17158,  31:-0.36294,  32:-0.56266,
                 33: 0.03999,  34:-0.23301,  35: 1.14366,  36: 0.43110,  37:-0.61098,  38: 0.74108,  39: 0.08377,  40:-0.79377,
                 41:-0.81311,  42: 0.24764,  43:-0.09125,  44:-0.26827,  45: 0.17345,  46:-0.71499,  47: 0.11623,  48: 0.51612,
                 49:-0.68410,  50:-0.48547,  51: 0.16067,  52: 1.33086,  53: 0.63271,  54: 0.42781,  55: 0.23669,  56: 0.49812,
                 57:-0.31339,  58:-0.35559,  59:-0.20379,  60:-0.07328,  61:-0.70016,  62:-0.14969,  63:-0.03685,  64:-0.48302,
                 65:-0.41847,  66: 0.31899,  67: 0.10350,  68:-0.84763,  69:-0.76029,  70: 0.16460,  71: 0.94466,  72:-0.36732,
                 73:-0.16899,  74:-0.28781,  75:-0.60773,  76:-0.22375,  77: 1.03216,  78: 0.25814,  79: 0.72613,  80: 0.29251,
                 81: 1.09646,  82:-1.10225,  83:-0.79338,  84: 0.93858,  85:-0.67192,  86: 0.30315,  87: 0.42262,  88:-0.53268,
                 89: 0.60958,  90: 0.15513,  91:-0.52843,  92: 0.82824,  93:-0.07082,  94: 0.20120,  95: 0.04046,  96:-0.09011,
                 97:-0.42928,  98:-0.30283,  99: 0.51113, 100: 1.26056, 101: 0.83395, 102: 0.25264, 103: 0.75519, 104: 0.73227,
                105:-0.49799, 106:-0.42323, 107: 0.88013, 108:-0.47839, 109: 0.41820, 110: 0.42548, 111:-0.39923, 112: 0.52658,
                113: 0.69388, 114: 0.16347, 115: 0.45182, 116:-0.01453, 117:-0.86001, 118:-0.91553, 119: 0.93947, 120: 0.88437,
                121: 0.46176, 122:-0.28761, 123:-0.61448, 124:-0.83662, 125: 0.50304, 126: 0.38538, 127:-0.62188, 128:-0.14780,
                129:-0.10549, 130:-0.83986, 131:-0.53710, 132:-0.35361, 133: 0.73088, 134:-1.12344, 135: 0.55984, 136:-0.34647,
                137: 0.35930, 138:-0.26085, 139: 0.17138, 140:-0.33050, 141: 0.32516, 142: 0.21887, 143: 0.27633, 144:-0.29326,
                145:-0.34554, 146:-0.15410, 147: 0.10536, 148:-0.66079
   150 |      |   1: 0.06898,   2:-0.68787,   3: 1.07615,   4: 0.63151,   5: 0.76400,   6: 0.69070,   7:-0.50066,   8:-0.66602,
                  9: 0.91982,  10:-0.77634,  11: 0.40562,  12: 0.53848,  13: 0.24641,  14:-0.30782,  15: 0.92247,  16: 0.12600,
                 17: 0.45063,  18:-0.43568,  19:-0.53143,  20: 0.93430,  21:-0.80565,  22:-0.68015,  23: 0.48574,  24:-1.18953,
                 25: 0.61006,  26: 0.86655,  27: 0.75899,  28: 0.13841,  29: 0.89304,  30:-0.19227,  31:-0.68938,  32:-0.40140,
                 33:-0.52758,  34:-0.54837,  35: 0.06810,  36:-0.35672,  37:-0.01961,  38: 1.00924,  39:-0.29265,  40: 0.32034,
                 41: 0.96692,  42:-0.01782,  43: 0.41920,  44: 1.12418,  45:-0.16711,  46: 0.49769,  47:-0.66049,  48:-0.64145,
                 49: 0.25368,  50:-0.50952,  51:-0.25291,  52: 0.31578,  53: 0.81496,  54:-0.57982,  55: 1.01082,  56:-0.73041,
                 57: 0.51993,  58: 0.22428,  59:-0.01558,  60:-0.33060,  61: 0.98891,  62: 0.15549,  63: 0.43735,  64:-0.21455,
                 65: 0.51647,  66:-0.42617,  67:-0.30277,  68:-0.95673,  69:-0.50726,  70:-0.81379,  71: 0.09834,  72:-1.19503,
                 73:-0.34505,  74: 0.32375,  75:-1.14388,  76: 0.29583,  77: 1.06292,  78:-0.83397,  79:-0.04079,  80: 0.69795,
                 81:-0.09980,  82:-0.54452,  83:-0.28776,  84:-0.57421,  85:-0.51576,  86: 0.76246,  87:-0.48848,  88: 0.49524,
                 89:-0.79897,  90: 0.37280,  91:-0.32609,  92:-0.47378,  93: 0.64663,  94: 0.37753,  95: 0.85040,  96: 0.65190,
                 97: 0.46555,  98: 0.21943,  99: 0.78281, 100: 0.40380, 101: 0.68198, 102: 0.50513, 103: 0.99426, 104: 0.28724,
                105:-0.34180, 106:-0.31169, 107: 0.40361, 108:-0.05342, 109: 0.72135, 110: 0.72515, 111:-0.32663, 112: 0.43854,
                113: 0.47624, 114:-0.09653, 115:-0.28927, 116: 0.65006, 117:-0.35043, 118:-0.44754, 119:-0.88877, 120: 0.28158,
                121:-0.98775, 122:-0.07782, 123:-0.88728, 124: 0.60729, 125: 0.61409, 126:-0.28995, 127: 0.50030, 128: 0.34394,
                129: 0.35480, 130: 0.26920, 131:-0.90939, 132:-0.22002, 133:-0.76363, 134: 0.83141, 135:-0.54164, 136: 0.04794,
                137:-0.35685, 138:-0.85673, 139: 0.12880, 140:-0.65650, 141: 0.24480, 142:-0.69750, 143:-0.46795, 144:-0.35735,
                145:-0.09561, 146: 0.33684, 147:-0.29430, 148: 0.92051
   151 |      |   1: 0.77633,   2: 0.54633,   3: 0.01090,   4: 0.29511,   5:-0.18713,   6: 0.25944,   7:-0.56367,   8: 0.42838,
                  9: 0.09858,  10: 0.30347,  11:-0.06252,  12:-0.14873,  13: 0.12832,  14:-0.20974,  15: 0.19045,  16: 0.20921,
                 17: 0.58578,  18: 0.91965,  19:-0.94133,  20:-0.53596,  21:-0.94860,  22: 0.27412,  23:-0.48241,  24:-0.01545,
                 25: 0.33242,  26:-0.24114,  27:-0.34701,  28:-0.38735,  29: 0.01731,  30: 0.80958,  31:-0.07819,  32:-0.25935,
                 33: 0.16978,  34:-0.26719,  35:-0.14087,  36: 0.04605,  37: 0.15824,  38: 0.38040,  39: 0.13336,  40:-0.76342,
                 41:-0.26286,  42: 0.00045,  43: 0.31867,  44:-0.41288,  45: 0.16624,  46: 0.84013,  47:-0.50490,  48:-0.63211,
                 49: 0.00621,  50:-0.06349,  51: 0.20603,  52:-0.20562,  53:-0.56706,  54:-0.24557,  55:-0.10833,  56: 0.19682,
                 57: 0.52865,  58: 0.19313,  59: 0.42949,  60: 0.48272,  61:-0.77633,  62:-0.22240,  63:-0.23687,  64:-0.06992,
                 65:-0.30299,  66:-0.53865,  67: 0.31462,  68:-0.67287,  69:-0.78293,  70:-0.99352,  71:-0.39223,  72: 0.61788,
                 73:-0.45529,  74:-0.33874,  75:-0.06926,  76:-0.70685,  77: 0.07509,  78:-0.30626,  79:-0.49599,  80: 0.07875,
                 81:-0.61055,  82:-0.73867,  83:-0.88420,  84:-0.37895,  85: 0.14439,  86: 0.47500,  87: 0.11186,  88: 0.86695,
                 89:-0.52819,  90:-0.26617,  91:-0.55397,  92:-0.06939,  93: 0.50545,  94: 0.19667,  95:-0.21644,  96: 0.14094,
                 97:-0.31204,  98: 0.19100,  99: 0.37458, 100: 0.15303, 101:-0.01721, 102: 0.53461, 103:-0.55937, 104:-0.45194,
                105: 0.19962, 106:-1.04648, 107: 0.04224, 108:-1.08969, 109:-0.25827, 110:-0.02013, 111: 0.66089, 112:-0.90090,
                113:-0.77848, 114: 0.27692, 115:-0.22416, 116:-0.33148, 117:-0.83714, 118:-1.27926, 119:-0.67102, 120: 0.57077,
                121: 0.70245, 122: 0.35570, 123:-0.26821, 124:-0.39235, 125:-0.40549, 126: 0.40341, 127:-0.38067, 128:-0.70267,
                129: 0.30432, 130: 0.66957, 131:-0.01935, 132: 0.51798, 133: 2.01758, 134:-0.38399, 135: 1.04463, 136: 0.56912,
                137: 2.05802, 138:-0.78796, 139:-0.82171, 140: 0.16477, 141: 2.52562, 142:-1.79187, 143:-2.34545, 144:-0.27649,
                145:-0.05862, 146:-0.46859, 147: 0.27320, 148:-0.17653
   152 |      |   1:-1.16544,   2:-0.44675,   3:-0.27941,   4:-0.17268,   5: 0.06101,   6:-0.59296,   7: 0.71105,   8:-0.72817,
                  9:-0.45501,  10:-0.30234,  11:-0.58025,  12: 0.21855,  13: 0.03121,  14: 0.01455,  15: 0.02066,  16:-0.42635,
                 17: 0.54106,  18:-0.95931,  19:-0.71484,  20: 0.81990,  21:-0.45744,  22: 0.53165,  23:-0.89659,  24:-0.65242,
                 25:-0.19624,  26: 0.34969,  27:-0.44223,  28: 0.57635,  29: 0.15296,  30: 0.43119,  31:-0.26674,  32: 0.22992,
                 33: 0.23477,  34: 0.42709,  35:-0.05607,  36: 0.03654,  37: 0.68567,  38: 0.81866,  39:-1.31105,  40:-0.45980,
                 41:-0.13645,  42:-0.43052,  43: 0.08034,  44: 0.56303,  45:-0.49316,  46: 0.54563,  47:-0.23440,  48: 0.75684,
                 49:-0.61501,  50:-0.05286,  51:-1.29359,  52: 0.38811,  53:-0.22762,  54: 0.46771,  55:-0.17738,  56: 0.14159,
                 57: 0.03774,  58:-0.01936,  59: 0.30562,  60: 0.18234,  61: 0.08453,  62: 0.94875,  63: 0.21739,  64:-0.42782,
                 65: 0.28672,  66: 0.15969,  67: 0.23881,  68: 0.50357,  69:-0.46443,  70:-0.78532,  71: 0.45554,  72:-0.01161,
                 73: 0.17861,  74:-0.02945,  75: 0.14260,  76: 0.01834,  77:-0.17459,  78:-0.60206,  79: 0.21662,  80: 0.81820,
                 81:-1.33494,  82:-0.19791,  83:-0.95258,  84:-0.35928,  85: 0.09381,  86:-0.60656,  87:-0.03218,  88:-0.08243,
                 89: 0.61185,  90: 0.53468,  91:-0.23958,  92:-0.65844,  93:-0.71252,  94:-0.97077,  95: 0.90436,  96: 0.04860,
                 97:-0.66935,  98: 0.14492,  99: 0.30228, 100: 0.49074, 101: 0.25221, 102:-0.54033, 103: 0.46417, 104:-0.18085,
                105: 0.89107, 106: 0.88811, 107:-0.19427, 108: 0.89484, 109:-0.46306, 110: 0.57742, 111: 0.83291, 112: 0.36766,
                113:-0.59945, 114: 0.28237, 115: 0.35862, 116:-0.06938, 117:-0.63610, 118:-0.89820, 119:-0.44493, 120:-1.18675,
                121: 0.71560, 122:-0.56797, 123:-0.90492, 124: 0.72736, 125: 0.97876, 126:-0.13010, 127:-1.05212, 128:-1.09030,
                129: 0.24067, 130:-0.80983, 131: 0.19775, 132:-0.50600, 133: 0.10346, 134: 1.22758, 135:-0.24634, 136:-0.64364,
                137:-0.01057, 138: 0.58438, 139: 0.74121, 140:-0.08907, 141:-0.54517, 142: 0.41888, 143:-1.30921, 144:-1.65499,
                145:-1.48632, 146:-0.29803, 147: 0.50636, 148: 0.18942
   153 |      | 149:-1.18373, 150: 0.51681, 151:-2.99596, 152: 1.64534
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