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23
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85038321512
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Periodic boundary conditions were applied. The Ewald sum was applied for Coulombic interactions. A spherical cutoff of (formula presented) Å for short range potentials and for the real part of the Ewald sum were applied. The symplectic integration algorithm of the leapfrog type implemented in the, program enabled us to increase the time step to 2.0 fs
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Periodic boundary conditions were applied. The Ewald sum was applied for Coulombic interactions. A spherical cutoff of (formula presented) Å for short range potentials and for the real part of the Ewald sum were applied. The symplectic integration algorithm of the leapfrog type implemented in the MOLDY program enabled us to increase the time step to 2.0 fs.
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24
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85038348509
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Paths of up to 6 legs and with a length of up to 5 Å were included. Thresholds for full curved and plane wave filters are 2.0% and 1.0%, respectively. Fitting conditions: (formula presented) (formula presented) and (formula presented). (formula presented) eV, (formula presented) eV) for “computed”; (formula presented) eV, (formula presented) eV) for “experimental
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Paths of up to 6 legs and with a length of up to 5 Å were included. Thresholds for full curved and plane wave filters are 2.0% and 1.0%, respectively. Fitting conditions: (formula presented) (formula presented) Å, and (formula presented). (formula presented) eV, (formula presented) eV) for “computed”; (formula presented) eV, (formula presented) eV) for “experimental.
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