Properties

Label 5.48-30.0.3-4-4
Genus \(5\)
Quotient genus \(0\)
Group \(A_4:C_4\)
Signature \([ 0; 3, 4, 4 ]\)

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Family Information

Genus: $5$
Dimension of the family: $0$

Cover

Quotient genus: $0$
Number of branch points: $3$
Signature: $[ 0; 3, 4, 4 ]$

Group

Name: $A_4:C_4$
Identifier:$[48,30]$

Conjugacy class(es) of Refined passports

Displaying representatives for 2 topologically inequivalent actions.

5.48-30.0.3-4-4.1.1
  (1,5,9) (2,8,11) (3,6,12) (4,7,10) (13,17,21) (14,20,23) (15,18,24) (16,19,22) (25,29,33) (26,32,35) (27,30,36) (28,31,34) (37,41,45) (38,44,47) (39,42,48) (40,43,46)
  (1,28,13,40) (2,26,14,38) (3,27,15,39) (4,25,16,37) (5,36,17,48) (6,34,18,46) (7,35,19,47) (8,33,20,45) (9,32,21,44) (10,30,22,42) (11,31,23,43) (12,29,24,41)
  (1,46,15,36) (2,47,16,33) (3,48,13,34) (4,45,14,35) (5,42,19,32) (6,43,20,29) (7,44,17,30) (8,41,18,31) (9,38,23,28) (10,39,24,25) (11,40,21,26) (12,37,22,27)

5.48-30.0.3-4-4.3.1
  (1,5,9) (2,8,11) (3,6,12) (4,7,10) (13,17,21) (14,20,23) (15,18,24) (16,19,22) (25,29,33) (26,32,35) (27,30,36) (28,31,34) (37,41,45) (38,44,47) (39,42,48) (40,43,46)
  (1,26,16,39) (2,28,15,37) (3,25,14,40) (4,27,13,38) (5,34,20,47) (6,36,19,45) (7,33,18,48) (8,35,17,46) (9,30,24,43) (10,32,23,41) (11,29,22,44) (12,31,21,42)
  (1,48,15,34) (2,45,16,35) (3,46,13,36) (4,47,14,33) (5,44,19,30) (6,41,20,31) (7,42,17,32) (8,43,18,29) (9,40,23,26) (10,37,24,27) (11,38,21,28) (12,39,22,25)