Family Information
| Genus: | $3$ |
| Dimension of the family: | $0$ |
Cover
| Quotient genus: | $0$ |
| Number of branch points: | $3$ |
| Signature: | $[ 0; 4, 4, 4 ]$ |
Group
| Name: | $C_4^2$ |
| Identifier: | $[16,2]$ |
Conjugacy class(es) of Refined passports
| Refined passport label | Conjugacy classes |
|---|---|
| 3.16-2.0.4-4-4.1 | 5, 9, 14 |
| 3.16-2.0.4-4-4.2 | 5, 10, 15 |
| 3.16-2.0.4-4-4.3 | 5, 11, 16 |
| 3.16-2.0.4-4-4.4 | 5, 12, 13 |
| 3.16-2.0.4-4-4.5 | 6, 9, 16 |
| 3.16-2.0.4-4-4.6 | 6, 10, 13 |
| 3.16-2.0.4-4-4.7 | 6, 11, 14 |
| 3.16-2.0.4-4-4.8 | 6, 12, 15 |
| 3.16-2.0.4-4-4.9 | 7, 9, 15 |
| 3.16-2.0.4-4-4.10 | 7, 10, 14 |
| 3.16-2.0.4-4-4.11 | 7, 11, 13 |
| 3.16-2.0.4-4-4.12 | 7, 12, 16 |
| 3.16-2.0.4-4-4.13 | 8, 9, 13 |
| 3.16-2.0.4-4-4.14 | 8, 10, 16 |
| 3.16-2.0.4-4-4.15 | 8, 11, 15 |
| 3.16-2.0.4-4-4.16 | 8, 12, 14 |
Displaying the representative for the unique action up to topological equivalence.
3.16-2.0.4-4-4.1.1| (1,5,2,6) (3,7,4,8) (9,13,10,14) (11,15,12,16) | |
| (1,9,3,11) (2,10,4,12) (5,13,7,15) (6,14,8,16) | |
| (1,16,4,13) (2,15,3,14) (5,11,8,10) (6,12,7,9) |