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Atoms
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\(\frac {7}{2}n^{3} + \frac {21}{4}n^{2} + \frac {7}{2}n + \frac {3}{4},~n\ge 3\) odd
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\(\frac {7}{2}n^{3} + \frac {21}{4}n^{2} + \frac {7}{2}n + 1,~n\ge 2\) even
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Bonds
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\(21n^{3} + \frac {27}{2}n^{2} + 3n - \frac {3}{2},~n\ge 3\) odd
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\(21n^{3} + \frac {27}{2}n^{2} + 3n,~n\ge 2\) even
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cn=5
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6, n≥2
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cn=6
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3n+9, n≥1
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cn=7
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18n−24, n≥1
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cn=8
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\(\frac {9}{2}n^{2} - 9n + \frac {9}{2},~n \ge {3}\), odd
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\(\frac {9}{2}n^{2} - 9n + 3,~n \ge {2}\), even
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cn=9
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6n2−12n+6, n≥3, odd
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6n2−12n+8, n≥2, even
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cn=12
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\(\frac {7}{2}n^{3} - \frac {21}{4}n^{2} + \frac {7}{2}n -\frac {3}{4},~n\ge 3\) odd
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\(\frac {7}{2}n^{3} - \frac {21}{4}n^{2} + \frac {7}{2}n -1,~n\ge 2\) even
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