update triazine
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@ -352,6 +352,6 @@ CC3 -279.632903200419094 -0.915583810723581
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CC4 -279.633395016566340 -0.916075626870853
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CCSD -279.591139307707863 -0.873819918012385
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CCSDT -279.630035882850507 -0.912716493155011
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CCSDTQ
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CCSDTQ -279.633089963354792 -0.915770573661020
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CCSD(T) -279.6304634 -0.9131440103
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@ -146,7 +146,7 @@ We have found that $\expval*{\Hat{S}^2}$ is, nonetheless, very close to zero for
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\hline
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CCSD & $-231.5440$ & $-821.8$ & $-263.5640$ & $-861.0$ & $-263.5347$ & $-864.9$ & $-247.5559$ & $-840.7$ & $-263.5716$ & $-858.0$ & $-295.5248$ & $-909.1$ & $-279.5911$ & $-873.8$ \\
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CCSDT & $-231.5802$ & $-857.9$ & $-263.6024$ & $-899.4$ & $-263.5739$ & $-904.0$ & $-247.5931$ & $-877.9$ & $-263.6097$ & $-896.1$ & $-295.5673$ & $-951.6$ & $-279.6300$ & $-912.7$ \\
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CCSDTQ & & & $-263.6053$ & $-902.3$ & $-263.5770$ & $-907.1$ & & & & & $-295.5712$ & $-955.4$ & & \\
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CCSDTQ & & & $-263.6053$ & $-902.3$ & $-263.5770$ & $-907.1$ & & & & & $-295.5712$ & $-955.4$ & $-279.6331$ & $-915.8$ \\
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\hline
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CCSD(T) & $-231.5798$ & $-857.5$ & $-263.6024$ & $-899.4$ & $-263.5740$ & $-904.1$ & $-247.5929$ & $-877.7$ & $-263.6099$ & $-896.2$ & $-295.5680$ & $-952.2$ & $-279.6305$ & $-913.1$ \\
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\hline
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