Galmap: 8T49-5.3_3.2.2.1_4.2.1.1-a

Galmap Metadata

Passport: 8T49-5.3_3.2.2.1_4.2.1.1

Degree: 8

Group: 8T49

Genus: 0

Geometric Type: H

Orbit Size: 14

LMFDB: View on LMFDB

Dessins (14)

Dessin 1

σ₀ = (1,2,8,5,6)(3,4,7), σ₁ = (1,3)(2,6,8)(4,7), σ∞ = (1,2,3,4)(5,6)

Dessin 2

σ₀ = (1,8,4,6,7)(2,5,3), σ₁ = (1,8)(2,7,6)(4,5), σ∞ = (1,2,3,4)(5,6)

Dessin 3

σ₀ = (1,3,7,2,8)(4,5,6), σ₁ = (1,6,4)(2,8)(3,7), σ∞ = (1,2,3,4)(5,6)

Dessin 4

σ₀ = (1,8,4,7,6)(2,5,3), σ₁ = (1,8)(2,6)(4,5,7), σ∞ = (1,2,3,4)(5,6)

Dessin 5

σ₀ = (1,7,8,4,6)(2,5,3), σ₁ = (1,8,7)(2,6)(4,5), σ∞ = (1,2,3,4)(5,6)

Dessin 6

σ₀ = (1,5,6,2,8)(3,4,7), σ₁ = (1,3,6)(2,8)(4,7), σ∞ = (1,2,3,4)(5,6)

Dessin 7

σ₀ = (1,5,8,6,2)(3,4,7), σ₁ = (1,3,6)(4,7)(5,8), σ∞ = (1,2,3,4)(5,6)

Dessin 8

σ₀ = (1,5,8,6,4)(2,7,3), σ₁ = (1,6)(2,4,7)(5,8), σ∞ = (1,2,3,4)(5,6)

Dessin 9

σ₀ = (1,4,5,6,7)(2,3,8), σ₁ = (1,2)(3,8)(4,7,6), σ∞ = (1,4,2,3)(5,6)

Dessin 10

σ₀ = (1,8,2,5,6)(3,4,7), σ₁ = (1,3,8)(2,6)(4,7), σ∞ = (1,2,3,4)(5,6)

Dessin 11

σ₀ = (1,4,3,8,6)(2,7,5), σ₁ = (1,5)(2,4,7)(6,8), σ∞ = (1,8,3,2)(4,5)

Dessin 12

σ₀ = (1,4,3,6,8)(2,5,7), σ₁ = (1,7,5)(2,4)(3,6), σ∞ = (1,8,3,2)(4,5)

Dessin 13

σ₀ = (1,4,3,7,8)(2,6,5), σ₁ = (1,5)(2,4,6)(3,7), σ∞ = (1,8,3,2)(4,5)

Dessin 14

σ₀ = (1,4,3,8,7)(2,5,6), σ₁ = (1,6,5)(2,4)(7,8), σ∞ = (1,8,3,2)(4,5)