Last updated: Sat Jan 8 02:31:12 PST 2011
## Results

### Data on the heights and lengths of cyclotomic polynomials:

- Heights and lenghts of $\Phi_n(z)$ of order 3, for squarefree, odd n<1.00*10^8
- Heights and lenghts of $\Phi_n(z)$ of order 4, for squarefree, odd n<3.00*10^8
- Heights and lenghts of $\Phi_n(z)$ of order 5, for squarefree, odd n<6.61*10^8
- Heights and lenghts of $\Phi_n(z)$ of order 6, for squarefree, odd n<1.05*10^9
- Heights and lenghts of $\Phi_n(z)$ of order 7, for squarefree, odd n<2.65*10^9
- Heights and lenghts of $\Phi_n(z)$ of order 8, for squarefree, odd n<6.00*10^9
- Heights and lengths of $\Phi_n(z)$ of order 9, for squarefree, odd n<=17977804845
- Heights and lengths of $\Phi_n(z)$ of order 10

#### Heights and Lengths of Inverse Cyclotomic Polynomials

- Heights and lenghts of $\Psi_n(z)$ of order 3, for squarefree, odd n<1.00*10^8
- Heights and lenghts of $\Psi_n(z)$ of order 4, for squarefree, odd n<1.00*10^8
- Heights and lenghts of $\Psi_n(z)$ of order 5, for squarefree, odd n<5.00*10^8
- Heights and lenghts of $\Psi_n(z)$ of order 6, for squarefree, odd n<1.05*10^9
- Heights and lenghts of $\Psi_n(z)$ of order 7, for squarefree, odd n<2.65*10^9
- Heights and lenghts of $\Psi_n(z)$ of order 8, for squarefree, odd n<6.00*10^9
- Heights and lengths of $\Psi_n(z)$ of order 9, for squarefree, odd n<=17977804845