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If the order in which these two energy contributions are calculated is inverted, the resulting values are different, but the bending energy is always seen to be more important than the stretching one. Thus, in the rest of this paper, we adopt the convention of calculating always bending energies at the bond distances of the lower coordination number and the stretching energies at the bond angles of the higher coordination number.
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2+ (9.1, 8.5, and 12.9 kcal/mol for Zn, Cd, and Hg, respectively), and these differences can be blamed responsible for the distribution of coordination numbers among the divalent ions of these metals, since dicoordination is the most common one for Hg but the less common one for Zn and Cd. according to our structural database searches.
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