Centered dodecahedral numberTotal no. of terms | Infinity |
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Subsequence of | Polyhedral numbers |
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Formula | |
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First terms | 1, 33, 155, 427, 909, 1661 |
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OEIS index | - A005904
- Centered dodecahedral
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A centered dodecahedral number is a centered figurate number that represents a dodecahedron. The centered dodecahedral number for a specific n is given by
The first such numbers are 1, 33, 155, 427, 909, 1661, 2743, 4215, 6137, 8569, … (sequence A005904 in the OEIS).
Congruence Relations
Figurate numbers
2-dimensional | centered | - Centered triangular numbers
- Centered square numbers
- Centered pentagonal numbers
- Centered hexagonal numbers
- Centered heptagonal numbers
- Centered octagonal numbers
- Centered nonagonal numbers
- Centered decagonal numbers
- Star numbers
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Possessing a specific set of other numbers |
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Expressible via specific sums |
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