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%BASIS  aug-cc-pV(T+d)Z  EMSL  Basis Set Exchange Library   28/10/11 12:34
basis:(
% Elements                             References
% --------                             ----------
% Al - Ar: T.H. Dunning, Jr., K.A. Peterson and A.K. Wilson, J. Chem. Phys. 114,
% 9244 (2001)
%
% BASIS SET: (16s,10p,4d,2f) -> [6s,5p,4d,2f] 
 aluminum:"aug-cc-pV(T+d)Z": [
  (type: [am = S]
    {exp coef:0} = {
                  2.055000000000e+05               6.788360000000e-05
                  3.078000000000e+04               5.271490000000e-04
                  7.006000000000e+03               2.762030000000e-03
                  1.985000000000e+03               1.147280000000e-02
                  6.491000000000e+02               3.981880000000e-02
                  2.350000000000e+02               1.150400000000e-01
                  9.162000000000e+01               2.608870000000e-01
                  3.767000000000e+01               3.963860000000e-01
                  1.591000000000e+01               2.845970000000e-01
                  5.850000000000e+00               4.445830000000e-02
                  2.542000000000e+00              -4.898380000000e-03
                  1.057000000000e+00               2.612530000000e-03
                  1.455000000000e-01               7.220680000000e-04})
  (type: [am = S]
    {exp coef:0} = {
                  2.055000000000e+05              -1.763770000000e-05
                  3.078000000000e+04              -1.371950000000e-04
                  7.006000000000e+03              -7.189100000000e-04
                  1.985000000000e+03              -3.011460000000e-03
                  6.491000000000e+02              -1.060140000000e-02
                  2.350000000000e+02              -3.213450000000e-02
                  9.162000000000e+01              -8.031560000000e-02
                  3.767000000000e+01              -1.567940000000e-01
                  1.591000000000e+01              -1.683760000000e-01
                  5.850000000000e+00               1.268790000000e-01
                  2.542000000000e+00               5.614940000000e-01
                  1.057000000000e+00               4.366130000000e-01
                  1.455000000000e-01              -1.145630000000e-02})
  (type: [am = S]
    {exp coef:0} = {
                  2.055000000000e+05               4.073150000000e-06
                  3.078000000000e+04               3.165660000000e-05
                  7.006000000000e+03               1.661160000000e-04
                  1.985000000000e+03               6.949920000000e-04
                  6.491000000000e+02               2.455110000000e-03
                  2.350000000000e+02               7.445980000000e-03
                  9.162000000000e+01               1.882530000000e-02
                  3.767000000000e+01               3.727720000000e-02
                  1.591000000000e+01               4.194960000000e-02
                  5.850000000000e+00              -3.543750000000e-02
                  2.542000000000e+00              -1.751320000000e-01
                  1.057000000000e+00              -2.762030000000e-01
                  1.455000000000e-01               6.528090000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  2.931000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  5.650000000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  2.210000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.444000000000e+02               1.627860000000e-03
                  1.051000000000e+02               1.306870000000e-02
                  3.347000000000e+01               6.123410000000e-02
                  1.233000000000e+01               1.878700000000e-01
                  4.869000000000e+00               3.604520000000e-01
                  1.961000000000e+00               4.084540000000e-01
                  1.888000000000e-01               9.765140000000e-03})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.444000000000e+02              -2.863410000000e-04
                  1.051000000000e+02              -2.423080000000e-03
                  3.347000000000e+01              -1.086580000000e-02
                  1.233000000000e+01              -3.643070000000e-02
                  4.869000000000e+00              -6.410740000000e-02
                  1.961000000000e+00              -9.722390000000e-02
                  1.888000000000e-01               5.034480000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  7.834000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  5.557000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.460000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.570000000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.330000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.110000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.570000000000e-02               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  2.440000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  8.580000000000e-02               1.000000000000e+00})
]
%
% BASIS SET: (16s,10p,4d,2f) -> [6s,5p,4d,2f]
 silicon:"aug-cc-pV(T+d)Z": [
  (type: [am = S]
    {exp coef:0} = {
                  2.549000000000e+05               6.251010000000e-05
                  3.819000000000e+04               4.855530000000e-04
                  8.690000000000e+03               2.545160000000e-03
                  2.462000000000e+03               1.058660000000e-02
                  8.048000000000e+02               3.687870000000e-02
                  2.913000000000e+02               1.074790000000e-01
                  1.136000000000e+02               2.479360000000e-01
                  4.675000000000e+01               3.909270000000e-01
                  1.982000000000e+01               3.020260000000e-01
                  7.708000000000e+00               5.592360000000e-02
                  3.340000000000e+00              -4.024060000000e-03
                  1.402000000000e+00               2.580300000000e-03
                  2.070000000000e-01               6.079300000000e-04})
  (type: [am = S]
    {exp coef:0} = {
                  2.549000000000e+05              -1.663700000000e-05
                  3.819000000000e+04              -1.293100000000e-04
                  8.690000000000e+03              -6.788280000000e-04
                  2.462000000000e+03              -2.841170000000e-03
                  8.048000000000e+02              -1.005510000000e-02
                  2.913000000000e+02              -3.057740000000e-02
                  1.136000000000e+02              -7.772560000000e-02
                  4.675000000000e+01              -1.542360000000e-01
                  1.982000000000e+01              -1.803680000000e-01
                  7.708000000000e+00               7.982180000000e-02
                  3.340000000000e+00               5.474410000000e-01
                  1.402000000000e+00               4.801190000000e-01
                  2.070000000000e-01              -1.069960000000e-02})
  (type: [am = S]
    {exp coef:0} = {
                  2.549000000000e+05               4.262570000000e-06
                  3.819000000000e+04               3.310620000000e-05
                  8.690000000000e+03               1.740150000000e-04
                  2.462000000000e+03               7.275740000000e-04
                  8.048000000000e+02               2.583330000000e-03
                  2.913000000000e+02               7.863540000000e-03
                  1.136000000000e+02               2.021550000000e-02
                  4.675000000000e+01               4.073200000000e-02
                  1.982000000000e+01               4.993580000000e-02
                  7.708000000000e+00              -2.493960000000e-02
                  3.340000000000e+00              -1.903500000000e-01
                  1.402000000000e+00              -3.183500000000e-01
                  2.070000000000e-01               6.811800000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  4.387000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  7.944000000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  3.300000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.815000000000e+02               1.920450000000e-03
                  1.139000000000e+02               1.535520000000e-02
                  3.623000000000e+01               7.139910000000e-02
                  1.334000000000e+01               2.130520000000e-01
                  5.252000000000e+00               3.903540000000e-01
                  2.120000000000e+00               3.937210000000e-01
                  2.528000000000e-01               3.956300000000e-03})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.815000000000e+02              -4.052200000000e-04
                  1.139000000000e+02              -3.358960000000e-03
                  3.623000000000e+01              -1.528600000000e-02
                  1.334000000000e+01              -4.892180000000e-02
                  5.252000000000e+00              -8.550080000000e-02
                  2.120000000000e+00              -1.121370000000e-01
                  2.528000000000e-01               5.519190000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  8.561000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  7.889000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.370000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.303000000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  4.760000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.600000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  5.510000000000e-02               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  3.360000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.250000000000e-01               1.000000000000e+00})
]
%
% BASIS SET: (16s,10p,4d,2f) -> [6s,5p,4d,2f]
 phosphorus:"aug-cc-pV(T+d)Z": [
  (type: [am = S]
    {exp coef:0} = {
                  3.124000000000e+05               5.769600000000e-05
                  4.680000000000e+04               4.482960000000e-04
                  1.065000000000e+04               2.349390000000e-03
                  3.018000000000e+03               9.782650000000e-03
                  9.868000000000e+02               3.414670000000e-02
                  3.574000000000e+02               1.002040000000e-01
                  1.396000000000e+02               2.343720000000e-01
                  5.763000000000e+01               3.824340000000e-01
                  2.460000000000e+01               3.180880000000e-01
                  1.012000000000e+01               7.077880000000e-02
                  4.283000000000e+00              -1.817990000000e-03
                  1.805000000000e+00               2.161800000000e-03
                  2.782000000000e-01               4.322970000000e-04})
  (type: [am = S]
    {exp coef:0} = {
                  3.124000000000e+05              -1.567090000000e-05
                  4.680000000000e+04              -1.217240000000e-04
                  1.065000000000e+04              -6.396720000000e-04
                  3.018000000000e+03              -2.674260000000e-03
                  9.868000000000e+02              -9.498310000000e-03
                  3.574000000000e+02              -2.893490000000e-02
                  1.396000000000e+02              -7.451210000000e-02
                  5.763000000000e+01              -1.499380000000e-01
                  2.460000000000e+01              -1.894670000000e-01
                  1.012000000000e+01               3.632700000000e-02
                  4.283000000000e+00               5.288160000000e-01
                  1.805000000000e+00               5.191150000000e-01
                  2.782000000000e-01              -9.256950000000e-03})
  (type: [am = S]
    {exp coef:0} = {
                  3.124000000000e+05               4.306310000000e-06
                  4.680000000000e+04               3.341940000000e-05
                  1.065000000000e+04               1.758850000000e-04
                  3.018000000000e+03               7.343400000000e-04
                  9.868000000000e+02               2.617750000000e-03
                  3.574000000000e+02               7.978520000000e-03
                  1.396000000000e+02               2.079400000000e-02
                  5.763000000000e+01               4.244460000000e-02
                  2.460000000000e+01               5.634360000000e-02
                  1.012000000000e+01              -1.273580000000e-02
                  4.283000000000e+00              -1.964950000000e-01
                  1.805000000000e+00              -3.535550000000e-01
                  2.782000000000e-01               7.009120000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  6.158000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.055000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  4.090000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  5.049000000000e+02               2.337280000000e-03
                  1.194000000000e+02               1.854100000000e-02
                  3.796000000000e+01               8.496930000000e-02
                  1.395000000000e+01               2.446150000000e-01
                  5.457000000000e+00               4.227660000000e-01
                  2.177000000000e+00               3.684390000000e-01
                  2.877000000000e-01              -3.790050000000e-03})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  5.049000000000e+02              -5.552360000000e-04
                  1.194000000000e+02              -4.459130000000e-03
                  3.796000000000e+01              -2.063500000000e-02
                  1.395000000000e+01              -6.176940000000e-02
                  5.457000000000e+00              -1.089240000000e-01
                  2.177000000000e+00              -1.055990000000e-01
                  2.877000000000e-01               5.769810000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  8.010000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  9.714000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.070000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.120000000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  6.480000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.180000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  7.750000000000e-02               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  4.520000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.650000000000e-01               1.000000000000e+00})
]
%
% BASIS SET: (16s,10p,4d,2f) -> [6s,5p,4d,2f]
 sulfur:"aug-cc-pV(T+d)Z": [
  (type: [am = S]
    {exp coef:0} = {
                  3.741000000000e+05               5.421400000000e-05
                  5.605000000000e+04               4.208550000000e-04
                  1.276000000000e+04               2.206980000000e-03
                  3.615000000000e+03               9.192580000000e-03
                  1.183000000000e+03               3.211230000000e-02
                  4.288000000000e+02               9.466830000000e-02
                  1.678000000000e+02               2.236300000000e-01
                  6.947000000000e+01               3.743930000000e-01
                  2.984000000000e+01               3.291080000000e-01
                  1.272000000000e+01               8.470380000000e-02
                  5.244000000000e+00               4.408510000000e-04
                  2.219000000000e+00               1.648270000000e-03
                  3.490000000000e-01               3.013060000000e-04})
  (type: [am = S]
    {exp coef:0} = {
                  3.741000000000e+05              -1.498370000000e-05
                  5.605000000000e+04              -1.161980000000e-04
                  1.276000000000e+04              -6.115830000000e-04
                  3.615000000000e+03              -2.553700000000e-03
                  1.183000000000e+03              -9.087080000000e-03
                  4.288000000000e+02              -2.770450000000e-02
                  1.678000000000e+02              -7.200200000000e-02
                  6.947000000000e+01              -1.464390000000e-01
                  2.984000000000e+01              -1.951500000000e-01
                  1.272000000000e+01               8.191930000000e-03
                  5.244000000000e+00               5.166010000000e-01
                  2.219000000000e+00               5.421780000000e-01
                  3.490000000000e-01              -9.180720000000e-03})
  (type: [am = S]
    {exp coef:0} = {
                  3.741000000000e+05               4.350660000000e-06
                  5.605000000000e+04               3.371400000000e-05
                  1.276000000000e+04               1.776740000000e-04
                  3.615000000000e+03               7.411160000000e-04
                  1.183000000000e+03               2.645910000000e-03
                  4.288000000000e+02               8.074870000000e-03
                  1.678000000000e+02               2.122760000000e-02
                  6.947000000000e+01               4.383230000000e-02
                  2.984000000000e+01               6.127160000000e-02
                  1.272000000000e+01              -3.615100000000e-03
                  5.244000000000e+00              -2.045100000000e-01
                  2.219000000000e+00              -3.818710000000e-01
                  3.490000000000e-01               7.141470000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  7.767000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.322000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  4.970000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  5.744000000000e+02               2.422640000000e-03
                  1.358000000000e+02               1.927960000000e-02
                  4.319000000000e+01               8.854010000000e-02
                  1.587000000000e+01               2.546540000000e-01
                  6.208000000000e+00               4.339840000000e-01
                  2.483000000000e+00               3.549530000000e-01
                  3.229000000000e-01              -5.029770000000e-03})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  5.744000000000e+02              -6.201020000000e-04
                  1.358000000000e+02              -4.938820000000e-03
                  4.319000000000e+01              -2.326470000000e-02
                  1.587000000000e+01              -6.851950000000e-02
                  6.208000000000e+00              -1.238960000000e-01
                  2.483000000000e+00              -9.694990000000e-02
                  3.229000000000e-01               5.693940000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  8.688000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.098000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.510000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.756000000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  8.120000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.730000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.010000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  5.570000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  2.180000000000e-01               1.000000000000e+00})
]
%
% BASIS SET: (16s,10p,4d,2f) -> [6s,5p,4d,2f]
 chlorine:"aug-cc-pV(T+d)Z": [
  (type: [am = S]
    {exp coef:0} = {
                  4.561000000000e+05               4.929700000000e-05
                  6.833000000000e+04               3.830290000000e-04
                  1.555000000000e+04               2.008540000000e-03
                  4.405000000000e+03               8.385580000000e-03
                  1.439000000000e+03               2.947030000000e-02
                  5.204000000000e+02               8.783250000000e-02
                  2.031000000000e+02               2.114730000000e-01
                  8.396000000000e+01               3.653640000000e-01
                  3.620000000000e+01               3.408840000000e-01
                  1.583000000000e+01               1.021330000000e-01
                  6.334000000000e+00               3.116750000000e-03
                  2.694000000000e+00               1.057510000000e-03
                  4.313000000000e-01               1.561360000000e-04})
  (type: [am = S]
    {exp coef:0} = {
                  4.561000000000e+05              -1.383040000000e-05
                  6.833000000000e+04              -1.072790000000e-04
                  1.555000000000e+04              -5.650830000000e-04
                  4.405000000000e+03              -2.361350000000e-03
                  1.439000000000e+03              -8.458860000000e-03
                  5.204000000000e+02              -2.596380000000e-02
                  2.031000000000e+02              -6.863620000000e-02
                  8.396000000000e+01              -1.418740000000e-01
                  3.620000000000e+01              -1.993190000000e-01
                  1.583000000000e+01              -1.956620000000e-02
                  6.334000000000e+00               4.997410000000e-01
                  2.694000000000e+00               5.637360000000e-01
                  4.313000000000e-01              -8.350910000000e-03})
  (type: [am = S]
    {exp coef:0} = {
                  4.561000000000e+05               4.185460000000e-06
                  6.833000000000e+04               3.243950000000e-05
                  1.555000000000e+04               1.711050000000e-04
                  4.405000000000e+03               7.141760000000e-04
                  1.439000000000e+03               2.567050000000e-03
                  5.204000000000e+02               7.885520000000e-03
                  2.031000000000e+02               2.108670000000e-02
                  8.396000000000e+01               4.422640000000e-02
                  3.620000000000e+01               6.516700000000e-02
                  1.583000000000e+01               6.030120000000e-03
                  6.334000000000e+00              -2.064950000000e-01
                  2.694000000000e+00              -4.058710000000e-01
                  4.313000000000e-01               7.256610000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  9.768000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.625000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  5.910000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  6.633000000000e+02               2.404480000000e-03
                  1.568000000000e+02               1.921480000000e-02
                  4.998000000000e+01               8.850970000000e-02
                  1.842000000000e+01               2.560200000000e-01
                  7.240000000000e+00               4.369270000000e-01
                  2.922000000000e+00               3.503340000000e-01
                  3.818000000000e-01              -4.584230000000e-03})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  6.633000000000e+02              -6.521450000000e-04
                  1.568000000000e+02              -5.194450000000e-03
                  4.998000000000e+01              -2.469380000000e-02
                  1.842000000000e+01              -7.281670000000e-02
                  7.240000000000e+00              -1.340300000000e-01
                  2.922000000000e+00              -9.477420000000e-02
                  3.818000000000e-01               5.646670000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.022000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.301000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.190000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  4.610000000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.011000000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.390000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.300000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  7.060000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  3.120000000000e-01               1.000000000000e+00})
]
%
% BASIS SET: (16s,10p,4d,2f) -> [6s,5p,4d,2f]
 argon:"aug-cc-pV(T+d)Z": [
  (type: [am = S]
    {exp coef:0} = {
                  5.450000000000e+05               4.558280000000e-05
                  8.164000000000e+04               3.541080000000e-04
                  1.858000000000e+04               1.857970000000e-03
                  5.261000000000e+03               7.768510000000e-03
                  1.717000000000e+03               2.742320000000e-02
                  6.199000000000e+02               8.238360000000e-02
                  2.416000000000e+02               2.012300000000e-01
                  9.979000000000e+01               3.567810000000e-01
                  4.315000000000e+01               3.495630000000e-01
                  1.914000000000e+01               1.182660000000e-01
                  7.488000000000e+00               5.601900000000e-03
                  3.205000000000e+00               4.834730000000e-04
                  5.204000000000e-01               2.920250000000e-05})
  (type: [am = S]
    {exp coef:0} = {
                  5.450000000000e+05              -1.295510000000e-05
                  8.164000000000e+04              -1.004280000000e-04
                  1.858000000000e+04              -5.295830000000e-04
                  5.261000000000e+03              -2.213960000000e-03
                  1.717000000000e+03              -7.968450000000e-03
                  6.199000000000e+02              -2.458030000000e-02
                  2.416000000000e+02              -6.577980000000e-02
                  9.979000000000e+01              -1.379420000000e-01
                  4.315000000000e+01              -2.016300000000e-01
                  1.914000000000e+01              -4.128340000000e-02
                  7.488000000000e+00               4.846800000000e-01
                  3.205000000000e+00               5.792240000000e-01
                  5.204000000000e-01              -7.275530000000e-03})
  (type: [am = S]
    {exp coef:0} = {
                  5.450000000000e+05               4.049900000000e-06
                  8.164000000000e+04               3.136910000000e-05
                  1.858000000000e+04               1.656460000000e-04
                  5.261000000000e+03               6.916620000000e-04
                  1.717000000000e+03               2.497900000000e-03
                  6.199000000000e+02               7.710740000000e-03
                  2.416000000000e+02               2.087140000000e-02
                  9.979000000000e+01               4.439650000000e-02
                  4.315000000000e+01               6.802240000000e-02
                  1.914000000000e+01               1.413500000000e-02
                  7.488000000000e+00              -2.074890000000e-01
                  3.205000000000e+00              -4.250450000000e-01
                  5.204000000000e-01               7.336270000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  1.196000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.954000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  6.850000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  7.618000000000e+02               2.369760000000e-03
                  1.802000000000e+02               1.901990000000e-02
                  5.750000000000e+01               8.808070000000e-02
                  2.124000000000e+01               2.563770000000e-01
                  8.388000000000e+00               4.387110000000e-01
                  3.416000000000e+00               3.475690000000e-01
                  4.523000000000e-01              -5.238820000000e-03})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  7.618000000000e+02              -6.672110000000e-04
                  1.802000000000e+02              -5.327170000000e-03
                  5.750000000000e+01              -2.554940000000e-02
                  2.124000000000e+01              -7.571970000000e-02
                  8.388000000000e+00              -1.411330000000e-01
                  3.416000000000e+00              -9.327680000000e-02
                  4.523000000000e-01               5.624500000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.206000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.545000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.870000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  5.551000000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.235000000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  4.120000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.550000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  8.900000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  4.060000000000e-01               1.000000000000e+00})
]
)