Family of genus 13 curves with automorphism group $C_2^2:C_{12}$

• Label: 13.48-21.0.4-6-12
• Genus: \(13\)
• Quotient genus: \(0\)
• Group: \(C_2^2:C_{12}\)
• Signature: \([ 0; 4, 6, 12 ]\)

Family Information

Genus:	$13$
Dimension of the family:	$0$

Cover

Quotient genus:	$0$
Number of branch points:	$3$
Signature:	$[ 0; 4, 6, 12 ]$

Group

Name:	$C_2^2:C_{12}$
Identifier:	$[48,21]$

Conjugacy class(es) of Refined passports

Refined passport label	Lists of conjugacy classes
13.48-21.0.4-6-12.1	9, 19, 30
13.48-21.0.4-6-12.2	9, 20, 29
13.48-21.0.4-6-12.3	9, 21, 28
13.48-21.0.4-6-12.4	9, 22, 27
13.48-21.0.4-6-12.5	10, 19, 28
13.48-21.0.4-6-12.6	10, 20, 27
13.48-21.0.4-6-12.7	10, 21, 30
13.48-21.0.4-6-12.8	10, 22, 29
13.48-21.0.4-6-12.9	11, 19, 26
13.48-21.0.4-6-12.10	11, 20, 25
13.48-21.0.4-6-12.11	11, 21, 24
13.48-21.0.4-6-12.12	11, 22, 23
13.48-21.0.4-6-12.13	12, 19, 24
13.48-21.0.4-6-12.14	12, 20, 23
13.48-21.0.4-6-12.15	12, 21, 26
13.48-21.0.4-6-12.16	12, 22, 25