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% Recovered from: http://tyr0.chem.wsu.edu/~kipeters/basissets/f12basis.html
% Published in: K.A. Peterson, T.B. Adler, H.-J. Werner, J. Chem. Phys. 128, 084102 (2008)
% Li Be Na Mg: from EMSL Basis Set Exchange Library, J. Grant Hill and Kirk A. Peterson, Phys. Chem. Chem. Phys. 12, 10460 (2010)
% correlation consistent polarized Valence Quadruple-Zeta F12 Basis Set 
% ** Recommended F12 exponent is 1.1 **
basis:hydrogen:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  4.020000000000e+02               2.790000000000e-04
                  6.024000000000e+01               2.165000000000e-03
                  1.373000000000e+01               1.120100000000e-02
                  3.905000000000e+00               4.487800000000e-02
                  1.283000000000e+00               1.422990000000e-01
                  4.655000000000e-01               3.309790000000e-01
                  1.811000000000e-01               4.362690000000e-01
                  7.279000000000e-02               1.764400000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  1.283000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  4.655000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.811000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  7.279000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.259900000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.238900000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.708000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.789000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.111100000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.501000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  4.796000000000e-01               1.000000000000e+00})
]

basis:helium:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  1.145000000000e+03               3.590000000000e-04
                  1.717000000000e+02               2.771000000000e-03
                  3.907000000000e+01               1.425100000000e-02
                  1.104000000000e+01               5.556600000000e-02
                  3.566000000000e+00               1.620910000000e-01
                  1.240000000000e+00               3.321970000000e-01
                  4.473000000000e-01               4.196150000000e-01
                  1.640000000000e-01               1.861280000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  3.566000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.240000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  4.473000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.640000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  4.664000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  7.667800000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.765100000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  9.971000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.596000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  9.239000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  4.420000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  7.445000000000e-01               1.000000000000e+00})
]

basis:lithium:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  2.949300000000e+04               1.800000000000e-05
                  4.417101000000e+03               1.410000000000e-04
                  1.005223000000e+03               7.390000000000e-04
                  2.847009000000e+02               3.107000000000e-03
                  9.286543000000e+01               1.113500000000e-02
                  3.351179000000e+01               3.467000000000e-02
                  1.304180000000e+01               9.217100000000e-02
                  5.357536000000e+00               1.995760000000e-01
                  2.279338000000e+00               3.288360000000e-01
                  9.939900000000e-01               3.459750000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  2.949300000000e+04              -3.000000000000e-06
                  4.417101000000e+03              -2.200000000000e-05
                  1.005223000000e+03              -1.150000000000e-04
                  2.847009000000e+02              -4.870000000000e-04
                  9.286543000000e+01              -1.746000000000e-03
                  3.351179000000e+01              -5.520000000000e-03
                  1.304180000000e+01              -1.492800000000e-02
                  5.357536000000e+00              -3.420600000000e-02
                  2.279338000000e+00              -6.215500000000e-02
                  9.939900000000e-01              -9.590200000000e-02})
  (type: [am = S]
    {exp coef:0} = {
                  4.334710000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  9.556600000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  4.465700000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  2.063300000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  6.100000000000e-03               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.966350000000e+01               5.400000000000e-04
                  4.623110000000e+00               3.865000000000e-03
                  1.413780000000e+00               1.517100000000e-02})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.737210000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.761510000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  7.267500000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.214100000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.455600000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  6.500000000000e-03               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.263570000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.778360000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  9.690500000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  5.280400000000e-02               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  2.076280000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.211940000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  7.074200000000e-02               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  1.961340000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  1.087330000000e-01               1.000000000000e+00})
]

basis:beryllium:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  5.462000000000e+04               1.800000000000e-05
                  8.180000000000e+03               1.380000000000e-04
                  1.862000000000e+03               7.230000000000e-04
                  5.273000000000e+02               3.039000000000e-03
                  1.720000000000e+02               1.090800000000e-02
                  6.210000000000e+01               3.403500000000e-02
                  2.421000000000e+01               9.119300000000e-02
                  9.993000000000e+00               1.992680000000e-01
                  4.305000000000e+00               3.293550000000e-01
                  1.921000000000e+00               3.404890000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  5.462000000000e+04              -3.000000000000e-06
                  8.180000000000e+03              -2.500000000000e-05
                  1.862000000000e+03              -1.310000000000e-04
                  5.273000000000e+02              -5.580000000000e-04
                  1.720000000000e+02              -1.988000000000e-03
                  6.210000000000e+01              -6.370000000000e-03
                  2.421000000000e+01              -1.721700000000e-02
                  9.993000000000e+00              -4.085800000000e-02
                  4.305000000000e+00              -7.423700000000e-02
                  1.921000000000e+00              -1.192340000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  8.663000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  2.475000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.009000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  4.129000000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.280000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.375000000000e+01               6.330000000000e-04
                  1.033000000000e+01               4.808000000000e-03
                  3.226000000000e+00               2.052700000000e-02})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.127000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.334000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.808000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  7.827000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.372000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  7.600000000000e-03               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.026822000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  4.838920000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.280350000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.074620000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  4.386940000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  2.302230000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.208200000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  3.436160000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  1.673590000000e-01               1.000000000000e+00})
]

basis:boron:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  6.826000000000e+04               2.400000000000e-05
                  1.023000000000e+04               1.850000000000e-04
                  2.328000000000e+03               9.700000000000e-04
                  6.604000000000e+02               4.056000000000e-03
                  2.162000000000e+02               1.439900000000e-02
                  7.860000000000e+01               4.390100000000e-02
                  3.098000000000e+01               1.130570000000e-01
                  1.296000000000e+01               2.338250000000e-01
                  5.659000000000e+00               3.539600000000e-01
                  2.556000000000e+00               3.015470000000e-01
                  1.175000000000e+00               8.752100000000e-02
                  4.249000000000e-01               2.819000000000e-03
                  1.712000000000e-01               4.300000000000e-05
                  6.913000000000e-02               7.800000000000e-05})
  (type: [am = S]
    {exp coef:0} = {
                  6.826000000000e+04              -5.000000000000e-06
                  1.023000000000e+04              -3.700000000000e-05
                  2.328000000000e+03              -1.960000000000e-04
                  6.604000000000e+02              -8.240000000000e-04
                  2.162000000000e+02              -2.923000000000e-03
                  7.860000000000e+01              -9.138000000000e-03
                  3.098000000000e+01              -2.410500000000e-02
                  1.296000000000e+01              -5.475500000000e-02
                  5.659000000000e+00              -9.694300000000e-02
                  2.556000000000e+00              -1.374850000000e-01
                  1.175000000000e+00              -4.456500000000e-02
                  4.249000000000e-01               3.243450000000e-01
                  1.712000000000e-01               5.704140000000e-01
                  6.913000000000e-02               2.434440000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  1.175000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  4.249000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.712000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  6.913000000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  2.610000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  6.644000000000e+01               8.380000000000e-04
                  1.571000000000e+01               6.409000000000e-03
                  4.936000000000e+00               2.808100000000e-02
                  1.770000000000e+00               9.215200000000e-02
                  7.008000000000e-01               2.241640000000e-01
                  2.901000000000e-01               3.699150000000e-01
                  1.211000000000e-01               3.744410000000e-01
                  4.973000000000e-02               1.390860000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.770000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  7.008000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.901000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.211000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.973000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.570000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.527800000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  9.852000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.840000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.497000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.140100000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  4.313000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.631000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  9.375000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  3.306000000000e-01               1.000000000000e+00})
]

basis:carbon:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  9.677000000000e+04               2.500000000000e-05
                  1.450000000000e+04               1.900000000000e-04
                  3.300000000000e+03               1.000000000000e-03
                  9.358000000000e+02               4.183000000000e-03
                  3.062000000000e+02               1.485900000000e-02
                  1.113000000000e+02               4.530100000000e-02
                  4.390000000000e+01               1.165040000000e-01
                  1.840000000000e+01               2.402490000000e-01
                  8.054000000000e+00               3.587990000000e-01
                  3.637000000000e+00               2.939410000000e-01
                  1.656000000000e+00               7.766500000000e-02
                  6.333000000000e-01               2.333000000000e-03
                  2.545000000000e-01               5.050000000000e-04
                  1.019000000000e-01               3.000000000000e-05})
  (type: [am = S]
    {exp coef:0} = {
                  9.677000000000e+04              -5.000000000000e-06
                  1.450000000000e+04              -4.100000000000e-05
                  3.300000000000e+03              -2.130000000000e-04
                  9.358000000000e+02              -8.970000000000e-04
                  3.062000000000e+02              -3.187000000000e-03
                  1.113000000000e+02              -9.961000000000e-03
                  4.390000000000e+01              -2.637500000000e-02
                  1.840000000000e+01              -6.000100000000e-02
                  8.054000000000e+00              -1.068250000000e-01
                  3.637000000000e+00              -1.441660000000e-01
                  1.656000000000e+00              -2.464420000000e-02
                  6.333000000000e-01               3.490090000000e-01
                  2.545000000000e-01               5.587370000000e-01
                  1.019000000000e-01               2.281020000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  1.656000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  6.333000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  2.545000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.019000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  3.940000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.018000000000e+02               8.910000000000e-04
                  2.404000000000e+01               6.976000000000e-03
                  7.571000000000e+00               3.166900000000e-02
                  2.732000000000e+00               1.040060000000e-01
                  1.085000000000e+00               2.416330000000e-01
                  4.496000000000e-01               3.719460000000e-01
                  1.876000000000e-01               3.542000000000e-01
                  7.606000000000e-02               1.315680000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.732000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.085000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.496000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.876000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  7.606000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.720000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.705600000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.421200000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  5.451000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.091000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.443800000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  5.931000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  2.436000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  1.182500000000e+00               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  4.685000000000e-01               1.000000000000e+00})
]

basis:nitrogen:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  1.292000000000e+05               2.500000000000e-05
                  1.935000000000e+04               1.970000000000e-04
                  4.404000000000e+03               1.032000000000e-03
                  1.248000000000e+03               4.325000000000e-03
                  4.080000000000e+02               1.538000000000e-02
                  1.482000000000e+02               4.686700000000e-02
                  5.850000000000e+01               1.201160000000e-01
                  2.459000000000e+01               2.456950000000e-01
                  1.081000000000e+01               3.613790000000e-01
                  4.882000000000e+00               2.872830000000e-01
                  2.195000000000e+00               7.017100000000e-02
                  8.715000000000e-01               1.831000000000e-03
                  3.504000000000e-01               8.350000000000e-04
                  1.397000000000e-01              -6.000000000000e-06})
  (type: [am = S]
    {exp coef:0} = {
                  1.292000000000e+05              -6.000000000000e-06
                  1.935000000000e+04              -4.300000000000e-05
                  4.404000000000e+03              -2.270000000000e-04
                  1.248000000000e+03              -9.580000000000e-04
                  4.080000000000e+02              -3.416000000000e-03
                  1.482000000000e+02              -1.066700000000e-02
                  5.850000000000e+01              -2.827900000000e-02
                  2.459000000000e+01              -6.402000000000e-02
                  1.081000000000e+01              -1.139320000000e-01
                  4.882000000000e+00              -1.469950000000e-01
                  2.195000000000e+00              -7.251000000000e-03
                  8.715000000000e-01               3.661830000000e-01
                  3.504000000000e-01               5.479080000000e-01
                  1.397000000000e-01               2.166450000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  2.195000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  8.715000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  3.504000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.397000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  5.180000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.470000000000e+02               8.920000000000e-04
                  3.476000000000e+01               7.082000000000e-03
                  1.100000000000e+01               3.281600000000e-02
                  3.995000000000e+00               1.082090000000e-01
                  1.587000000000e+00               2.480940000000e-01
                  6.533000000000e-01               3.745130000000e-01
                  2.686000000000e-01               3.484140000000e-01
                  1.067000000000e-01               1.283400000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.995000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.587000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  6.533000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.686000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.067000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.690000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  5.981700000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.205600000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  8.133000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.999000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  2.472800000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  9.819000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  3.899000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  1.397500000000e+00               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  5.027000000000e-01               1.000000000000e+00})
]

basis:oxygen:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  1.642000000000e+05               2.600000000000e-05
                  2.459000000000e+04               2.050000000000e-04
                  5.592000000000e+03               1.076000000000e-03
                  1.582000000000e+03               4.522000000000e-03
                  5.161000000000e+02               1.610800000000e-02
                  1.872000000000e+02               4.908500000000e-02
                  7.393000000000e+01               1.248570000000e-01
                  3.122000000000e+01               2.516860000000e-01
                  1.381000000000e+01               3.624200000000e-01
                  6.256000000000e+00               2.790510000000e-01
                  2.776000000000e+00               6.355200000000e-02
                  1.138000000000e+00               1.063000000000e-03
                  4.600000000000e-01               1.144000000000e-03
                  1.829000000000e-01              -4.000000000000e-05})
  (type: [am = S]
    {exp coef:0} = {
                  1.642000000000e+05              -6.000000000000e-06
                  2.459000000000e+04              -4.600000000000e-05
                  5.592000000000e+03              -2.440000000000e-04
                  1.582000000000e+03              -1.031000000000e-03
                  5.161000000000e+02              -3.688000000000e-03
                  1.872000000000e+02              -1.151400000000e-02
                  7.393000000000e+01              -3.043500000000e-02
                  3.122000000000e+01              -6.814700000000e-02
                  1.381000000000e+01              -1.203680000000e-01
                  6.256000000000e+00              -1.482600000000e-01
                  2.776000000000e+00               9.905000000000e-03
                  1.138000000000e+00               3.842860000000e-01
                  4.600000000000e-01               5.368050000000e-01
                  1.829000000000e-01               2.026870000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  2.776000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.138000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  4.600000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.829000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  6.550000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.955000000000e+02               9.180000000000e-04
                  4.616000000000e+01               7.388000000000e-03
                  1.458000000000e+01               3.495800000000e-02
                  5.296000000000e+00               1.154310000000e-01
                  2.094000000000e+00               2.568030000000e-01
                  8.471000000000e-01               3.739380000000e-01
                  3.368000000000e-01               3.434470000000e-01
                  1.285000000000e-01               1.297060000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  5.296000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.094000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  8.471000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.368000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.285000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.460000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  7.672000000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.820500000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.036900000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.812000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  3.502800000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.280200000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  4.679000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  1.588000000000e+00               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  5.836000000000e-01               1.000000000000e+00})
]

basis:fluorine:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  2.114000000000e+05               2.600000000000e-05
                  3.166000000000e+04               2.010000000000e-04
                  7.202000000000e+03               1.056000000000e-03
                  2.040000000000e+03               4.432000000000e-03
                  6.664000000000e+02               1.576600000000e-02
                  2.420000000000e+02               4.811200000000e-02
                  9.553000000000e+01               1.232320000000e-01
                  4.023000000000e+01               2.515190000000e-01
                  1.772000000000e+01               3.645250000000e-01
                  8.005000000000e+00               2.797660000000e-01
                  3.538000000000e+00               6.354500000000e-02
                  1.458000000000e+00               1.111000000000e-03
                  5.887000000000e-01               1.258000000000e-03
                  2.324000000000e-01              -3.500000000000e-05})
  (type: [am = S]
    {exp coef:0} = {
                  2.114000000000e+05              -6.000000000000e-06
                  3.166000000000e+04              -4.700000000000e-05
                  7.202000000000e+03              -2.440000000000e-04
                  2.040000000000e+03              -1.031000000000e-03
                  6.664000000000e+02              -3.683000000000e-03
                  2.420000000000e+02              -1.151300000000e-02
                  9.553000000000e+01              -3.066300000000e-02
                  4.023000000000e+01              -6.957200000000e-02
                  1.772000000000e+01              -1.239920000000e-01
                  8.005000000000e+00              -1.502140000000e-01
                  3.538000000000e+00               1.646000000000e-02
                  1.458000000000e+00               3.925500000000e-01
                  5.887000000000e-01               5.321640000000e-01
                  2.324000000000e-01               1.965240000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  3.538000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.458000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  5.887000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  2.324000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  8.060000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.419000000000e+02               1.002000000000e-03
                  5.717000000000e+01               8.054000000000e-03
                  1.813000000000e+01               3.804800000000e-02
                  6.624000000000e+00               1.237790000000e-01
                  2.622000000000e+00               2.660600000000e-01
                  1.057000000000e+00               3.717960000000e-01
                  4.176000000000e-01               3.328900000000e-01
                  1.574000000000e-01               1.284910000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  6.624000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.622000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.057000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.176000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.574000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  5.500000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  9.277800000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.248500000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.137500000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.983000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  4.596900000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.611200000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  5.647000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  2.114900000000e+00               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  7.640000000000e-01               1.000000000000e+00})
]

basis:neon:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  2.627000000000e+05               2.600000000000e-05
                  3.935000000000e+04               2.000000000000e-04
                  8.955000000000e+03               1.050000000000e-03
                  2.538000000000e+03               4.400000000000e-03
                  8.299000000000e+02               1.564900000000e-02
                  3.015000000000e+02               4.775800000000e-02
                  1.190000000000e+02               1.229430000000e-01
                  5.000000000000e+01               2.524830000000e-01
                  2.198000000000e+01               3.663140000000e-01
                  9.891000000000e+00               2.796170000000e-01
                  4.327000000000e+00               6.165100000000e-02
                  1.804000000000e+00               9.340000000000e-04
                  7.288000000000e-01               1.367000000000e-03
                  2.867000000000e-01              -3.800000000000e-05})
  (type: [am = S]
    {exp coef:0} = {
                  2.627000000000e+05              -6.000000000000e-06
                  3.935000000000e+04              -4.700000000000e-05
                  8.955000000000e+03              -2.470000000000e-04
                  2.538000000000e+03              -1.038000000000e-03
                  8.299000000000e+02              -3.711000000000e-03
                  3.015000000000e+02              -1.159300000000e-02
                  1.190000000000e+02              -3.108600000000e-02
                  5.000000000000e+01              -7.097200000000e-02
                  2.198000000000e+01              -1.272660000000e-01
                  9.891000000000e+00              -1.512310000000e-01
                  4.327000000000e+00               2.466600000000e-02
                  1.804000000000e+00               3.996120000000e-01
                  7.288000000000e-01               5.266160000000e-01
                  2.867000000000e-01               1.908540000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  4.327000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.804000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  7.288000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  2.867000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  9.570000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.991000000000e+02               1.038000000000e-03
                  7.073000000000e+01               8.375000000000e-03
                  2.248000000000e+01               3.969300000000e-02
                  8.246000000000e+00               1.280560000000e-01
                  3.269000000000e+00               2.703250000000e-01
                  1.315000000000e+00               3.709630000000e-01
                  5.158000000000e-01               3.284990000000e-01
                  1.918000000000e-01               1.275880000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  8.246000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.269000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.315000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  5.158000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.918000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  6.540000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.192200000000e+01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  4.079900000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.396300000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  4.778000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  7.124900000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  2.323000000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  7.574000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  4.468500000000e+00               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  9.718000000000e-01               1.000000000000e+00})
]

basis:sodium:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  2.185572000000e+06               2.000000000000e-06
                  3.272284000000e+05               1.800000000000e-05
                  7.446684000000e+04               9.500000000000e-05
                  2.109315000000e+04               4.010000000000e-04
                  6.881898000000e+03               1.459000000000e-03
                  2.484696000000e+03               4.746000000000e-03
                  9.692232000000e+02               1.403100000000e-02
                  4.020643000000e+02               3.773300000000e-02
                  1.753545000000e+02               9.070200000000e-02
                  7.965199000000e+01               1.864660000000e-01
                  3.738672000000e+01               3.018370000000e-01
                  1.800194000000e+01               3.238300000000e-01
                  8.724371000000e+00               1.687000000000e-01
                  3.857715000000e+00               2.308300000000e-02
                  1.815686000000e+00              -1.470000000000e-04
                  8.382540000000e-01               1.099000000000e-03})
  (type: [am = S]
    {exp coef:0} = {
                  2.185572000000e+06              -1.000000000000e-06
                  3.272284000000e+05              -4.000000000000e-06
                  7.446684000000e+04              -2.300000000000e-05
                  2.109315000000e+04              -9.800000000000e-05
                  6.881898000000e+03              -3.570000000000e-04
                  2.484696000000e+03              -1.165000000000e-03
                  9.692232000000e+02              -3.464000000000e-03
                  4.020643000000e+02              -9.495000000000e-03
                  1.753545000000e+02              -2.358700000000e-02
                  7.965199000000e+01              -5.239400000000e-02
                  3.738672000000e+01              -9.802800000000e-02
                  1.800194000000e+01              -1.436730000000e-01
                  8.724371000000e+00              -1.022980000000e-01
                  3.857715000000e+00               1.380290000000e-01
                  1.815686000000e+00               4.290060000000e-01
                  8.382540000000e-01               4.478130000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  3.272284000000e+05               1.000000000000e-06
                  7.446684000000e+04               3.000000000000e-06
                  2.109315000000e+04               1.500000000000e-05
                  6.881898000000e+03               5.400000000000e-05
                  2.484696000000e+03               1.750000000000e-04
                  9.692232000000e+02               5.200000000000e-04
                  4.020643000000e+02               1.431000000000e-03
                  1.753545000000e+02               3.554000000000e-03
                  7.965199000000e+01               7.954000000000e-03
                  3.738672000000e+01               1.495500000000e-02
                  1.800194000000e+01               2.247200000000e-02
                  8.724371000000e+00               1.620500000000e-02
                  3.857715000000e+00              -2.355000000000e-02
                  1.815686000000e+00              -8.012000000000e-02
                  8.382540000000e-01              -1.129210000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  3.819350000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  7.167900000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  3.391600000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.652500000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  5.100000000000e-03               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.119578000000e+03               1.620000000000e-04
                  2.653239000000e+02               1.408000000000e-03
                  8.599553000000e+01               7.586000000000e-03
                  3.253759000000e+01               2.961500000000e-02
                  1.351565000000e+01               8.847700000000e-02
                  5.966856000000e+00               1.955190000000e-01
                  2.700045000000e+00               3.066210000000e-01
                  1.218512000000e+00               3.412420000000e-01
                  5.421870000000e-01               2.296900000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.119578000000e+03              -1.600000000000e-05
                  2.653239000000e+02              -1.400000000000e-04
                  8.599553000000e+01              -7.540000000000e-04
                  3.253759000000e+01              -2.968000000000e-03
                  1.351565000000e+01              -8.919000000000e-03
                  5.966856000000e+00              -2.002900000000e-02
                  2.700045000000e+00              -3.138000000000e-02
                  1.218512000000e+00              -3.648900000000e-02
                  5.421870000000e-01              -2.962500000000e-02})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.274130000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.330400000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  5.757700000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.597100000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.190100000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  5.500000000000e-03               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.522314000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.353140000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.361410000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  7.876400000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  4.556900000000e-02               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.811270000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.092000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  6.583600000000e-02               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  1.578580000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  9.160700000000e-02               1.000000000000e+00})
]

basis:magnesium:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  2.968000000000e+06               2.000000000000e-06
                  4.443000000000e+05               1.530000000000e-05
                  1.011000000000e+05               8.070000000000e-05
                  2.864000000000e+04               3.408000000000e-04
                  9.343000000000e+03               1.241900000000e-03
                  3.373000000000e+03               4.041200000000e-03
                  1.316000000000e+03               1.197970000000e-02
                  5.458000000000e+02               3.242530000000e-02
                  2.381000000000e+02               7.893320000000e-02
                  1.082000000000e+02               1.665750000000e-01
                  5.080000000000e+01               2.828710000000e-01
                  2.448000000000e+01               3.318900000000e-01
                  1.193000000000e+01               2.032870000000e-01
                  5.543000000000e+00               3.828970000000e-02
                  2.675000000000e+00               3.089000000000e-04
                  1.263000000000e+00               1.389100000000e-03})
  (type: [am = S]
    {exp coef:0} = {
                  2.968000000000e+06              -5.000000000000e-07
                  4.443000000000e+05              -3.900000000000e-06
                  1.011000000000e+05              -2.040000000000e-05
                  2.864000000000e+04              -8.620000000000e-05
                  9.343000000000e+03              -3.142000000000e-04
                  3.373000000000e+03              -1.025800000000e-03
                  1.316000000000e+03              -3.058200000000e-03
                  5.458000000000e+02              -8.410600000000e-03
                  2.381000000000e+02              -2.112020000000e-02
                  1.082000000000e+02              -4.768820000000e-02
                  5.080000000000e+01              -9.241190000000e-02
                  2.448000000000e+01              -1.425480000000e-01
                  1.193000000000e+01              -1.261680000000e-01
                  5.543000000000e+00               7.152820000000e-02
                  2.675000000000e+00               3.830390000000e-01
                  1.263000000000e+00               4.901330000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  2.968000000000e+06               1.000000000000e-07
                  4.443000000000e+05               7.000000000000e-07
                  1.011000000000e+05               3.900000000000e-06
                  2.864000000000e+04               1.660000000000e-05
                  9.343000000000e+03               6.060000000000e-05
                  3.373000000000e+03               1.973000000000e-04
                  1.316000000000e+03               5.909000000000e-04
                  5.458000000000e+02               1.619000000000e-03
                  2.381000000000e+02               4.097600000000e-03
                  1.082000000000e+02               9.229900000000e-03
                  5.080000000000e+01               1.821680000000e-02
                  2.448000000000e+01               2.828840000000e-02
                  1.193000000000e+01               2.650590000000e-02
                  5.543000000000e+00              -1.720530000000e-02
                  2.675000000000e+00              -8.859170000000e-02
                  1.263000000000e+00              -1.638710000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  5.883000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.496000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  6.700000000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  2.952000000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.080000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.441000000000e+03               1.524000000000e-04
                  3.414000000000e+02               1.327600000000e-03
                  1.107000000000e+02               7.219400000000e-03
                  4.197000000000e+01               2.852050000000e-02
                  1.749000000000e+01               8.653460000000e-02
                  7.753000000000e+00               1.949500000000e-01
                  3.534000000000e+00               3.120510000000e-01
                  1.614000000000e+00               3.484760000000e-01
                  7.299000000000e-01               2.188860000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.441000000000e+03              -2.410000000000e-05
                  3.414000000000e+02              -2.108000000000e-04
                  1.107000000000e+02              -1.145300000000e-03
                  4.197000000000e+01              -4.564200000000e-03
                  1.749000000000e+01              -1.396030000000e-02
                  7.753000000000e+00              -3.211050000000e-02
                  3.534000000000e+00              -5.162170000000e-02
                  1.614000000000e+00              -6.137130000000e-02
                  7.299000000000e-01              -4.424650000000e-02})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.029000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.583000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  8.190000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.123000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.988000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  7.100000000000e-03               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.043044000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.561520000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.040720000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.169320000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  6.700100000000e-02               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  3.323210000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.782230000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  9.431600000000e-02               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  2.675410000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  1.341470000000e-01               1.000000000000e+00})
]

basis:aluminum:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  3.269000000000e+06               2.139620000000e-06
                  4.894000000000e+05               1.662640000000e-05
                  1.114000000000e+05               8.751680000000e-05
                  3.156000000000e+04               3.689900000000e-04
                  1.032000000000e+04               1.339030000000e-03
                  3.731000000000e+03               4.356360000000e-03
                  1.456000000000e+03               1.289550000000e-02
                  6.041000000000e+02               3.482010000000e-02
                  2.635000000000e+02               8.435300000000e-02
                  1.198000000000e+02               1.759070000000e-01
                  5.632000000000e+01               2.920910000000e-01
                  2.719000000000e+01               3.282200000000e-01
                  1.326000000000e+01               1.869270000000e-01
                  6.052000000000e+00               3.104300000000e-02
                  2.981000000000e+00              -5.089220000000e-04
                  1.476000000000e+00               1.488360000000e-03
                  7.334000000000e-01              -2.782410000000e-04
                  2.447000000000e-01               1.187520000000e-04
                  1.088000000000e-01              -6.615000000000e-05
                  4.672000000000e-02               1.759540000000e-05})
  (type: [am = S]
    {exp coef:0} = {
                  3.269000000000e+06              -5.560260000000e-07
                  4.894000000000e+05              -4.323030000000e-06
                  1.114000000000e+05              -2.274130000000e-05
                  3.156000000000e+04              -9.601160000000e-05
                  1.032000000000e+04              -3.483760000000e-04
                  3.731000000000e+03              -1.138360000000e-03
                  1.456000000000e+03              -3.387440000000e-03
                  6.041000000000e+02              -9.315050000000e-03
                  2.635000000000e+02              -2.330230000000e-02
                  1.198000000000e+02              -5.234860000000e-02
                  5.632000000000e+01              -9.994990000000e-02
                  2.719000000000e+01              -1.505600000000e-01
                  1.326000000000e+01              -1.191210000000e-01
                  6.052000000000e+00               1.080910000000e-01
                  2.981000000000e+00               4.111290000000e-01
                  1.476000000000e+00               4.572140000000e-01
                  7.334000000000e-01               1.759380000000e-01
                  2.447000000000e-01               7.706100000000e-03
                  1.088000000000e-01              -1.661680000000e-03
                  4.672000000000e-02               4.453470000000e-04})
  (type: [am = S]
    {exp coef:0} = {
                  3.269000000000e+06               1.284230000000e-07
                  4.894000000000e+05               9.975140000000e-07
                  1.114000000000e+05               5.254800000000e-06
                  3.156000000000e+04               2.214500000000e-05
                  1.032000000000e+04               8.054640000000e-05
                  3.731000000000e+03               2.625060000000e-04
                  1.456000000000e+03               7.842200000000e-04
                  6.041000000000e+02               2.150390000000e-03
                  2.635000000000e+02               5.419740000000e-03
                  1.198000000000e+02               1.216860000000e-02
                  5.632000000000e+01               2.368230000000e-02
                  2.719000000000e+01               3.609370000000e-02
                  1.326000000000e+01               3.032840000000e-02
                  6.052000000000e+00              -3.090340000000e-02
                  2.981000000000e+00              -1.191260000000e-01
                  1.476000000000e+00              -2.111450000000e-01
                  7.334000000000e-01              -1.579440000000e-01
                  2.447000000000e-01               3.390380000000e-01
                  1.088000000000e-01               6.130970000000e-01
                  4.672000000000e-02               2.351680000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  7.334000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  2.447000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.088000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  4.672000000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.770000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.461000000000e+03               2.086130000000e-04
                  3.462000000000e+02               1.810050000000e-03
                  1.122000000000e+02               9.734330000000e-03
                  4.251000000000e+01               3.782660000000e-02
                  1.772000000000e+01               1.108980000000e-01
                  7.852000000000e+00               2.342950000000e-01
                  3.571000000000e+00               3.452450000000e-01
                  1.637000000000e+00               3.314300000000e-01
                  7.382000000000e-01               1.470640000000e-01
                  2.577000000000e-01               1.214110000000e-02
                  9.773000000000e-02              -8.716390000000e-04
                  3.690000000000e-02               4.379570000000e-04})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.461000000000e+03              -3.719470000000e-05
                  3.462000000000e+02              -3.285630000000e-04
                  1.122000000000e+02              -1.742640000000e-03
                  4.251000000000e+01              -6.948280000000e-03
                  1.772000000000e+01              -2.028070000000e-02
                  7.852000000000e+00              -4.486570000000e-02
                  3.571000000000e+00              -6.432780000000e-02
                  1.637000000000e+00              -7.526660000000e-02
                  7.382000000000e-01               6.160080000000e-04
                  2.577000000000e-01               2.878190000000e-01
                  9.773000000000e-02               5.430300000000e-01
                  3.690000000000e-02               3.018650000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.637000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  7.382000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.577000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  9.773000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.690000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.150000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  5.199400000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.479200000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  5.997000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.431000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  9.860000000000e-02               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  7.833000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  2.862000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.157000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  3.765000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  1.461000000000e-01               1.000000000000e+00})
]

basis:silicon:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  3.948000000000e+06               2.037120000000e-06
                  5.911000000000e+05               1.583940000000e-05
                  1.345000000000e+05               8.335900000000e-05
                  3.812000000000e+04               3.513610000000e-04
                  1.246000000000e+04               1.276600000000e-03
                  4.504000000000e+03               4.151910000000e-03
                  1.758000000000e+03               1.230300000000e-02
                  7.291000000000e+02               3.331020000000e-02
                  3.180000000000e+02               8.098450000000e-02
                  1.446000000000e+02               1.702900000000e-01
                  6.797000000000e+01               2.868790000000e-01
                  3.282000000000e+01               3.303400000000e-01
                  1.603000000000e+01               1.966020000000e-01
                  7.396000000000e+00               3.545350000000e-02
                  3.661000000000e+00              -5.352040000000e-04
                  1.823000000000e+00               1.614650000000e-03
                  9.147000000000e-01              -3.727390000000e-04
                  3.393000000000e-01               1.462260000000e-04
                  1.500000000000e-01              -7.894460000000e-05
                  6.438000000000e-02               1.928010000000e-05})
  (type: [am = S]
    {exp coef:0} = {
                  3.948000000000e+06              -5.420850000000e-07
                  5.911000000000e+05              -4.216770000000e-06
                  1.345000000000e+05              -2.218130000000e-05
                  3.812000000000e+04              -9.360280000000e-05
                  1.246000000000e+04              -3.401160000000e-04
                  4.504000000000e+03              -1.110610000000e-03
                  1.758000000000e+03              -3.308780000000e-03
                  7.291000000000e+02              -9.116020000000e-03
                  3.180000000000e+02              -2.287900000000e-02
                  1.446000000000e+02              -5.171190000000e-02
                  6.797000000000e+01              -9.990910000000e-02
                  3.282000000000e+01              -1.527470000000e-01
                  1.603000000000e+01              -1.275080000000e-01
                  7.396000000000e+00               9.469630000000e-02
                  3.661000000000e+00               4.140360000000e-01
                  1.823000000000e+00               4.679340000000e-01
                  9.147000000000e-01               1.739270000000e-01
                  3.393000000000e-01               8.438950000000e-03
                  1.500000000000e-01              -9.980670000000e-04
                  6.438000000000e-02               3.620960000000e-04})
  (type: [am = S]
    {exp coef:0} = {
                  3.948000000000e+06               1.389070000000e-07
                  5.911000000000e+05               1.079530000000e-06
                  1.345000000000e+05               5.686280000000e-06
                  3.812000000000e+04               2.395370000000e-05
                  1.246000000000e+04               8.724090000000e-05
                  4.504000000000e+03               2.841630000000e-04
                  1.758000000000e+03               8.498400000000e-04
                  7.291000000000e+02               2.335270000000e-03
                  3.180000000000e+02               5.904660000000e-03
                  1.446000000000e+02               1.334610000000e-02
                  6.797000000000e+01               2.628890000000e-02
                  3.282000000000e+01               4.074260000000e-02
                  1.603000000000e+01               3.614760000000e-02
                  7.396000000000e+00              -3.039230000000e-02
                  3.661000000000e+00              -1.359610000000e-01
                  1.823000000000e+00              -2.501440000000e-01
                  9.147000000000e-01              -1.580500000000e-01
                  3.393000000000e-01               3.696550000000e-01
                  1.500000000000e-01               6.177180000000e-01
                  6.438000000000e-02               2.225140000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  9.147000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  3.393000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.500000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  6.438000000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  2.600000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.780000000000e+03               2.012060000000e-04
                  4.218000000000e+02               1.749370000000e-03
                  1.367000000000e+02               9.481410000000e-03
                  5.181000000000e+01               3.723130000000e-02
                  2.160000000000e+01               1.107630000000e-01
                  9.563000000000e+00               2.379330000000e-01
                  4.350000000000e+00               3.536910000000e-01
                  2.006000000000e+00               3.288390000000e-01
                  9.205000000000e-01               1.323730000000e-01
                  3.500000000000e-01               1.033000000000e-02
                  1.381000000000e-01              -1.503050000000e-04
                  5.338000000000e-02               2.658090000000e-04})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.780000000000e+03              -4.271520000000e-05
                  4.218000000000e+02              -3.770390000000e-04
                  1.367000000000e+02              -2.022400000000e-03
                  5.181000000000e+01              -8.128330000000e-03
                  2.160000000000e+01              -2.422720000000e-02
                  9.563000000000e+00              -5.438250000000e-02
                  4.350000000000e+00              -7.990510000000e-02
                  2.006000000000e+00              -8.889580000000e-02
                  9.205000000000e-01               1.839970000000e-02
                  3.500000000000e-01               3.350960000000e-01
                  1.381000000000e-01               5.322880000000e-01
                  5.338000000000e-02               2.543740000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.006000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  9.205000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.500000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.381000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  5.338000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.920000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  6.858000000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.955700000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  7.786000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.100000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.234000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.178500000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  3.987000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.632000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  5.466000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  2.134000000000e-01               1.000000000000e+00})
]

basis:phosphorus:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  4.666000000000e+06               1.967590000000e-06
                  6.986000000000e+05               1.529630000000e-05
                  1.590000000000e+05               8.048260000000e-05
                  4.504000000000e+04               3.397370000000e-04
                  1.472000000000e+04               1.232910000000e-03
                  5.323000000000e+03               4.013450000000e-03
                  2.076000000000e+03               1.191240000000e-02
                  8.611000000000e+02               3.225110000000e-02
                  3.757000000000e+02               7.866430000000e-02
                  1.708000000000e+02               1.664580000000e-01
                  8.029000000000e+01               2.830390000000e-01
                  3.877000000000e+01               3.319420000000e-01
                  1.893000000000e+01               2.033520000000e-01
                  8.796000000000e+00               3.831830000000e-02
                  4.358000000000e+00              -3.847200000000e-04
                  2.174000000000e+00               1.587440000000e-03
                  1.095000000000e+00              -4.133800000000e-04
                  4.400000000000e-01               1.528370000000e-04
                  1.945000000000e-01              -8.270310000000e-05
                  8.376000000000e-02               1.841330000000e-05})
  (type: [am = S]
    {exp coef:0} = {
                  4.666000000000e+06              -5.341530000000e-07
                  6.986000000000e+05              -4.154220000000e-06
                  1.590000000000e+05              -2.184840000000e-05
                  4.504000000000e+04              -9.232720000000e-05
                  1.472000000000e+04              -3.351090000000e-04
                  5.323000000000e+03              -1.095080000000e-03
                  2.076000000000e+03              -3.267980000000e-03
                  8.611000000000e+02              -8.999510000000e-03
                  3.757000000000e+02              -2.265280000000e-02
                  1.708000000000e+02              -5.146500000000e-02
                  8.029000000000e+01              -1.001860000000e-01
                  3.877000000000e+01              -1.550750000000e-01
                  1.893000000000e+01              -1.338180000000e-01
                  8.796000000000e+00               8.783610000000e-02
                  4.358000000000e+00               4.225810000000e-01
                  2.174000000000e+00               4.748990000000e-01
                  1.095000000000e+00               1.650020000000e-01
                  4.400000000000e-01               8.468620000000e-03
                  1.945000000000e-01              -2.917620000000e-04
                  8.376000000000e-02               2.853410000000e-04})
  (type: [am = S]
    {exp coef:0} = {
                  4.666000000000e+06               1.467760000000e-07
                  6.986000000000e+05               1.140640000000e-06
                  1.590000000000e+05               6.005680000000e-06
                  4.504000000000e+04               2.534270000000e-05
                  1.472000000000e+04               9.216060000000e-05
                  5.323000000000e+03               3.005630000000e-04
                  2.076000000000e+03               8.998840000000e-04
                  8.611000000000e+02               2.473540000000e-03
                  3.757000000000e+02               6.268120000000e-03
                  1.708000000000e+02               1.425980000000e-02
                  8.029000000000e+01               2.827690000000e-02
                  3.877000000000e+01               4.451240000000e-02
                  1.893000000000e+01               4.072170000000e-02
                  8.796000000000e+00              -3.019080000000e-02
                  4.358000000000e+00              -1.528940000000e-01
                  2.174000000000e+00              -2.824110000000e-01
                  1.095000000000e+00              -1.485220000000e-01
                  4.400000000000e-01               3.935630000000e-01
                  1.945000000000e-01               6.173270000000e-01
                  8.376000000000e-02               2.146120000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  1.095000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  4.400000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.945000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  8.376000000000e-02               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  3.350000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.010000000000e+03               2.159150000000e-04
                  4.763000000000e+02               1.875360000000e-03
                  1.544000000000e+02               1.017420000000e-02
                  5.851000000000e+01               3.998560000000e-02
                  2.440000000000e+01               1.185630000000e-01
                  1.080000000000e+01               2.518160000000e-01
                  4.913000000000e+00               3.665650000000e-01
                  2.269000000000e+00               3.161770000000e-01
                  1.043000000000e+00               1.047000000000e-01
                  4.313000000000e-01               6.098620000000e-03
                  1.767000000000e-01               5.020770000000e-04
                  7.009000000000e-02              -2.956180000000e-05})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.010000000000e+03              -5.114440000000e-05
                  4.763000000000e+02              -4.483560000000e-04
                  1.544000000000e+02              -2.423400000000e-03
                  5.851000000000e+01              -9.698260000000e-03
                  2.440000000000e+01              -2.909650000000e-02
                  1.080000000000e+01              -6.417260000000e-02
                  4.913000000000e+00              -9.450710000000e-02
                  2.269000000000e+00              -9.347000000000e-02
                  1.043000000000e+00               5.206110000000e-02
                  4.313000000000e-01               3.746240000000e-01
                  1.767000000000e-01               5.090970000000e-01
                  7.009000000000e-02               2.151160000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.269000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.043000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.313000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.767000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  7.009000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.530000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  9.522100000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.799400000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.079900000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  4.166000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.607000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.505400000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  4.902000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  2.026000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  6.431000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  2.573000000000e-01               1.000000000000e+00})
]

basis:sulfur:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  5.481000000000e+06               1.893380000000e-06
                  8.206000000000e+05               1.472110000000e-05
                  1.867000000000e+05               7.750840000000e-05
                  5.288000000000e+04               3.272240000000e-04
                  1.725000000000e+04               1.193650000000e-03
                  6.226000000000e+03               3.883930000000e-03
                  2.429000000000e+03               1.153360000000e-02
                  1.007000000000e+03               3.127480000000e-02
                  4.395000000000e+02               7.643870000000e-02
                  1.998000000000e+02               1.627000000000e-01
                  9.392000000000e+01               2.793280000000e-01
                  4.534000000000e+01               3.331450000000e-01
                  2.215000000000e+01               2.098360000000e-01
                  1.034000000000e+01               4.159740000000e-02
                  5.119000000000e+00              -4.505520000000e-04
                  2.553000000000e+00               1.688550000000e-03
                  1.282000000000e+00              -5.172360000000e-04
                  5.450000000000e-01               1.887730000000e-04
                  2.411000000000e-01              -9.977340000000e-05
                  1.035000000000e-01               2.090200000000e-05})
  (type: [am = S]
    {exp coef:0} = {
                  5.481000000000e+06              -5.229120000000e-07
                  8.206000000000e+05              -4.066900000000e-06
                  1.867000000000e+05              -2.140650000000e-05
                  5.288000000000e+04              -9.045400000000e-05
                  1.725000000000e+04              -3.300800000000e-04
                  6.226000000000e+03              -1.077820000000e-03
                  2.429000000000e+03              -3.218740000000e-03
                  1.007000000000e+03              -8.872170000000e-03
                  4.395000000000e+02              -2.237710000000e-02
                  1.998000000000e+02              -5.105770000000e-02
                  9.392000000000e+01              -1.002250000000e-01
                  4.534000000000e+01              -1.567950000000e-01
                  2.215000000000e+01              -1.397480000000e-01
                  1.034000000000e+01               8.100590000000e-02
                  5.119000000000e+00               4.308830000000e-01
                  2.553000000000e+00               4.816880000000e-01
                  1.282000000000e+00               1.568620000000e-01
                  5.450000000000e-01               7.888140000000e-03
                  2.411000000000e-01               3.935330000000e-04
                  1.035000000000e-01               2.237570000000e-04})
  (type: [am = S]
    {exp coef:0} = {
                  5.481000000000e+06               1.518230000000e-07
                  8.206000000000e+05               1.180080000000e-06
                  1.867000000000e+05               6.216990000000e-06
                  5.288000000000e+04               2.624050000000e-05
                  1.725000000000e+04               9.590400000000e-05
                  6.226000000000e+03               3.126780000000e-04
                  2.429000000000e+03               9.363220000000e-04
                  1.007000000000e+03               2.577900000000e-03
                  4.395000000000e+02               6.541210000000e-03
                  1.998000000000e+02               1.496300000000e-02
                  9.392000000000e+01               2.989400000000e-02
                  4.534000000000e+01               4.769460000000e-02
                  2.215000000000e+01               4.495560000000e-02
                  1.034000000000e+01              -2.930090000000e-02
                  5.119000000000e+00              -1.689160000000e-01
                  2.553000000000e+00              -3.110140000000e-01
                  1.282000000000e+00              -1.364910000000e-01
                  5.450000000000e-01               4.231950000000e-01
                  2.411000000000e-01               6.138880000000e-01
                  1.035000000000e-01               2.004730000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  1.282000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  5.450000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  2.411000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.035000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  4.200000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.200000000000e+03               2.390490000000e-04
                  5.214000000000e+02               2.076860000000e-03
                  1.690000000000e+02               1.123630000000e-02
                  6.405000000000e+01               4.406900000000e-02
                  2.672000000000e+01               1.291680000000e-01
                  1.183000000000e+01               2.690830000000e-01
                  5.378000000000e+00               3.786110000000e-01
                  2.482000000000e+00               2.967790000000e-01
                  1.116000000000e+00               7.796760000000e-02
                  4.848000000000e-01               2.051930000000e-03
                  2.006000000000e-01               1.436020000000e-03
                  7.951000000000e-02              -5.960000000000e-05})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.200000000000e+03              -6.085620000000e-05
                  5.214000000000e+02              -5.304190000000e-04
                  1.690000000000e+02              -2.879150000000e-03
                  6.405000000000e+01              -1.143970000000e-02
                  2.672000000000e+01              -3.427640000000e-02
                  1.183000000000e+01              -7.358110000000e-02
                  5.378000000000e+00              -1.077820000000e-01
                  2.482000000000e+00              -8.797690000000e-02
                  1.116000000000e+00               1.082610000000e-01
                  4.848000000000e-01               4.070820000000e-01
                  2.006000000000e-01               4.689940000000e-01
                  7.951000000000e-02               1.848770000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.482000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.116000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.848000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.006000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  7.951000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.940000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.260500000000e+01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  3.685200000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.371500000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  5.104000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.900000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  3.774900000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  7.091000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  2.737000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  7.756000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  3.116000000000e-01               1.000000000000e+00})
]

basis:chlorine:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  6.410000000000e+06               1.813500000000e-06
                  9.596000000000e+05               1.411180000000e-05
                  2.183000000000e+05               7.424060000000e-05
                  6.181000000000e+04               3.141310000000e-04
                  2.014000000000e+04               1.146420000000e-03
                  7.264000000000e+03               3.738880000000e-03
                  2.832000000000e+03               1.109460000000e-02
                  1.175000000000e+03               3.011520000000e-02
                  5.126000000000e+02               7.391450000000e-02
                  2.330000000000e+02               1.582580000000e-01
                  1.095000000000e+02               2.747530000000e-01
                  5.286000000000e+01               3.340660000000e-01
                  2.584000000000e+01               2.175890000000e-01
                  1.217000000000e+01               4.572780000000e-02
                  6.030000000000e+00              -1.347390000000e-04
                  3.012000000000e+00               1.639330000000e-03
                  1.511000000000e+00              -5.222120000000e-04
                  6.604000000000e-01               1.806480000000e-04
                  2.926000000000e-01              -9.993120000000e-05
                  1.254000000000e-01               1.921750000000e-05})
  (type: [am = S]
    {exp coef:0} = {
                  6.410000000000e+06              -5.083030000000e-07
                  9.596000000000e+05              -3.956330000000e-06
                  2.183000000000e+05              -2.080950000000e-05
                  6.181000000000e+04              -8.811750000000e-05
                  2.014000000000e+04              -3.217420000000e-04
                  7.264000000000e+03              -1.052770000000e-03
                  2.832000000000e+03              -3.141830000000e-03
                  1.175000000000e+03              -8.663630000000e-03
                  5.126000000000e+02              -2.193530000000e-02
                  2.330000000000e+02              -5.025840000000e-02
                  1.095000000000e+02              -9.954140000000e-02
                  5.286000000000e+01              -1.576470000000e-01
                  2.584000000000e+01              -1.460240000000e-01
                  1.217000000000e+01               6.922300000000e-02
                  6.030000000000e+00               4.304120000000e-01
                  3.012000000000e+00               4.908020000000e-01
                  1.511000000000e+00               1.583900000000e-01
                  6.604000000000e-01               8.398850000000e-03
                  2.926000000000e-01               7.684840000000e-04
                  1.254000000000e-01               2.271460000000e-04})
  (type: [am = S]
    {exp coef:0} = {
                  6.410000000000e+06               1.538080000000e-07
                  9.596000000000e+05               1.196540000000e-06
                  2.183000000000e+05               6.298280000000e-06
                  6.181000000000e+04               2.664500000000e-05
                  2.014000000000e+04               9.741620000000e-05
                  7.264000000000e+03               3.183600000000e-04
                  2.832000000000e+03               9.523770000000e-04
                  1.175000000000e+03               2.624300000000e-03
                  5.126000000000e+02               6.681600000000e-03
                  2.330000000000e+02               1.535950000000e-02
                  1.095000000000e+02               3.094320000000e-02
                  5.286000000000e+01               5.006380000000e-02
                  2.584000000000e+01               4.897820000000e-02
                  1.217000000000e+01              -2.608070000000e-02
                  6.030000000000e+00              -1.784260000000e-01
                  3.012000000000e+00              -3.323240000000e-01
                  1.511000000000e+00              -1.320080000000e-01
                  6.604000000000e-01               4.405560000000e-01
                  2.926000000000e-01               6.118910000000e-01
                  1.254000000000e-01               1.931720000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  1.511000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  6.604000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  2.926000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.254000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  4.790000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.548000000000e+03               2.357020000000e-04
                  6.037000000000e+02               2.051580000000e-03
                  1.956000000000e+02               1.115430000000e-02
                  7.415000000000e+01               4.398160000000e-02
                  3.094000000000e+01               1.299940000000e-01
                  1.369000000000e+01               2.729590000000e-01
                  6.229000000000e+00               3.836900000000e-01
                  2.878000000000e+00               2.918700000000e-01
                  1.282000000000e+00               7.044640000000e-02
                  5.641000000000e-01               1.287610000000e-03
                  2.348000000000e-01               1.826230000000e-03
                  9.312000000000e-02               1.990130000000e-05})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.548000000000e+03              -6.354100000000e-05
                  6.037000000000e+02              -5.532590000000e-04
                  1.956000000000e+02              -3.027950000000e-03
                  7.415000000000e+01              -1.206500000000e-02
                  3.094000000000e+01              -3.663480000000e-02
                  1.369000000000e+01              -7.907640000000e-02
                  6.229000000000e+00              -1.174220000000e-01
                  2.878000000000e+00              -8.609430000000e-02
                  1.282000000000e+00               1.403080000000e-01
                  5.641000000000e-01               4.223360000000e-01
                  2.348000000000e-01               4.463630000000e-01
                  9.312000000000e-02               1.666340000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.878000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.282000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  5.641000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.348000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  9.312000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.480000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.538500000000e+01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  4.291700000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.599000000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  5.957000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.220000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  4.621200000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  8.242000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  3.178000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  8.864000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  3.618000000000e-01               1.000000000000e+00})
]

basis:argon:"cc-pVQZ-F12": [
  (type: [am = S]
    {exp coef:0} = {
                  7.401000000000e+06               1.750180000000e-06
                  1.108000000000e+06               1.361470000000e-05
                  2.521000000000e+05               7.162970000000e-05
                  7.138000000000e+04               3.030350000000e-04
                  2.326000000000e+04               1.106100000000e-03
                  8.390000000000e+03               3.606790000000e-03
                  3.271000000000e+03               1.071340000000e-02
                  1.357000000000e+03               2.910740000000e-02
                  5.920000000000e+02               7.166170000000e-02
                  2.691000000000e+02               1.541440000000e-01
                  1.265000000000e+02               2.704230000000e-01
                  6.103000000000e+01               3.348620000000e-01
                  2.986000000000e+01               2.243470000000e-01
                  1.417000000000e+01               5.000810000000e-02
                  7.022000000000e+00               1.497260000000e-04
                  3.511000000000e+00               2.103690000000e-03
                  1.758000000000e+00              -4.107260000000e-04
                  7.841000000000e-01              -8.886170000000e-04
                  3.480000000000e-01              -1.562360000000e-03
                  1.491000000000e-01              -4.268380000000e-04})
  (type: [am = S]
    {exp coef:0} = {
                  7.401000000000e+06              -5.204480000000e-07
                  1.108000000000e+06              -4.049090000000e-06
                  2.521000000000e+05              -2.130230000000e-05
                  7.138000000000e+04              -9.016860000000e-05
                  2.326000000000e+04              -3.293740000000e-04
                  8.390000000000e+03              -1.077150000000e-03
                  3.271000000000e+03              -3.218920000000e-03
                  1.357000000000e+03              -8.878450000000e-03
                  5.920000000000e+02              -2.255450000000e-02
                  2.691000000000e+02              -5.184530000000e-02
                  1.265000000000e+02              -1.037220000000e-01
                  6.103000000000e+01              -1.665950000000e-01
                  2.986000000000e+01              -1.601650000000e-01
                  1.417000000000e+01               6.236540000000e-02
                  7.022000000000e+00               4.655340000000e-01
                  3.511000000000e+00               5.815640000000e-01
                  1.758000000000e+00               1.913690000000e-01
                  7.841000000000e-01              -1.285660000000e-01
                  3.480000000000e-01              -1.832160000000e-01
                  1.491000000000e-01              -5.662660000000e-02})
  (type: [am = S]
    {exp coef:0} = {
                  7.401000000000e+06               2.303790000000e-09
                  1.108000000000e+06               1.742210000000e-08
                  2.521000000000e+05               9.553000000000e-08
                  7.138000000000e+04               3.836190000000e-07
                  2.326000000000e+04               1.505350000000e-06
                  8.390000000000e+03               4.586320000000e-06
                  3.271000000000e+03               1.550020000000e-05
                  1.357000000000e+03               4.066950000000e-05
                  5.920000000000e+02               1.313370000000e-04
                  2.691000000000e+02               3.326850000000e-04
                  1.265000000000e+02               1.066700000000e-03
                  6.103000000000e+01               2.572100000000e-03
                  2.986000000000e+01               4.835840000000e-03
                  1.417000000000e+01              -3.857280000000e-03
                  7.022000000000e+00              -4.761250000000e-02
                  3.511000000000e+00              -1.829570000000e-01
                  1.758000000000e+00              -7.328200000000e-02
                  7.841000000000e-01               4.348220000000e-01
                  3.480000000000e-01               5.817110000000e-01
                  1.491000000000e-01               1.793730000000e-01})
  (type: [am = S]
    {exp coef:0} = {
                  1.758000000000e+00               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  7.841000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  3.480000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  1.491000000000e-01               1.000000000000e+00})
  (type: [am = S]
    {exp coef:0} = {
                  5.380000000000e-02               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.927000000000e+03               1.883380000000e-04
                  6.935000000000e+02               1.642880000000e-03
                  2.247000000000e+02               8.948930000000e-03
                  8.517000000000e+01               3.551110000000e-02
                  3.553000000000e+01               1.051470000000e-01
                  1.573000000000e+01               2.215520000000e-01
                  7.165000000000e+00               3.084120000000e-01
                  3.322000000000e+00               2.322030000000e-01
                  1.478000000000e+00               1.244780000000e-01
                  6.552000000000e-01               1.683100000000e-01
                  2.751000000000e-01               1.682920000000e-01
                  1.097000000000e-01               5.979810000000e-02})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.927000000000e+03              -1.502070000000e-04
                  6.935000000000e+02              -1.309280000000e-03
                  2.247000000000e+02              -7.165010000000e-03
                  8.517000000000e+01              -2.857230000000e-02
                  3.553000000000e+01              -8.601580000000e-02
                  1.573000000000e+01              -1.839960000000e-01
                  7.165000000000e+00              -2.658440000000e-01
                  3.322000000000e+00              -1.887410000000e-01
                  1.478000000000e+00               1.253780000000e-01
                  6.552000000000e-01               3.972460000000e-01
                  2.751000000000e-01               3.946580000000e-01
                  1.097000000000e-01               1.419170000000e-01})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  3.322000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.478000000000e+00               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  6.552000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  2.751000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  1.097000000000e-01               1.000000000000e+00})
  (type: [(am = P puream = 1)]
    {exp coef:0} = {
                  4.020000000000e-02               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.902500000000e+01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  5.363800000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  1.968700000000e+00               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  7.226000000000e-01               1.000000000000e+00})
  (type: [(am = D puream = 1)]
    {exp coef:0} = {
                  2.652000000000e-01               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  6.661800000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  1.054300000000e+00               1.000000000000e+00})
  (type: [(am = F puream = 1)]
    {exp coef:0} = {
                  3.893000000000e-01               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  1.326800000000e+00               1.000000000000e+00})
  (type: [(am = G puream = 1)]
    {exp coef:0} = {
                  4.771000000000e-01               1.000000000000e+00})
]