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Results (36 matches)

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Refined passport label Genus Group Group order Dimension Signature Generating vectors
14.35-1.0.5-35-35.1 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,8,15,22,29)\cdots(7,14,21,28,35),\ldots$
14.35-1.0.5-35-35.3 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,8,15,22,29)\cdots(7,14,21,28,35),\ldots$
14.35-1.0.5-35-35.4 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,8,15,22,29)\cdots(7,14,21,28,35),\ldots$
14.35-1.0.5-35-35.5 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,8,15,22,29)\cdots(7,14,21,28,35),\ldots$
14.35-1.0.5-35-35.7 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,8,15,22,29)\cdots(7,14,21,28,35),\ldots$
14.35-1.0.5-35-35.9 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,8,15,22,29)\cdots(7,14,21,28,35),\ldots$
14.35-1.0.5-35-35.10 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,15,29,8,22)\cdots(7,21,35,14,28),\ldots$
14.35-1.0.5-35-35.11 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,15,29,8,22)\cdots(7,21,35,14,28),\ldots$
14.35-1.0.5-35-35.13 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,15,29,8,22)\cdots(7,21,35,14,28),\ldots$
14.35-1.0.5-35-35.15 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,15,29,8,22)\cdots(7,21,35,14,28),\ldots$
14.35-1.0.5-35-35.16 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,15,29,8,22)\cdots(7,21,35,14,28),\ldots$
14.35-1.0.5-35-35.18 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,15,29,8,22)\cdots(7,21,35,14,28),\ldots$
14.35-1.0.5-35-35.20 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,22,8,29,15)\cdots(7,28,14,35,21),\ldots$
14.35-1.0.5-35-35.21 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,22,8,29,15)\cdots(7,28,14,35,21),\ldots$
14.35-1.0.5-35-35.22 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,22,8,29,15)\cdots(7,28,14,35,21),\ldots$
14.35-1.0.5-35-35.24 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,22,8,29,15)\cdots(7,28,14,35,21),\ldots$
14.35-1.0.5-35-35.26 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,22,8,29,15)\cdots(7,28,14,35,21),\ldots$
14.35-1.0.5-35-35.27 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,22,8,29,15)\cdots(7,28,14,35,21),\ldots$
14.35-1.0.5-35-35.28 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,29,22,15,8)\cdots(7,35,28,21,14),\ldots$
14.35-1.0.5-35-35.30 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,29,22,15,8)\cdots(7,35,28,21,14),\ldots$
14.35-1.0.5-35-35.32 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,29,22,15,8)\cdots(7,35,28,21,14),\ldots$
14.35-1.0.5-35-35.33 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,29,22,15,8)\cdots(7,35,28,21,14),\ldots$
14.35-1.0.5-35-35.35 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,29,22,15,8)\cdots(7,35,28,21,14),\ldots$
14.35-1.0.5-35-35.36 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,29,22,15,8)\cdots(7,35,28,21,14),\ldots$
14.35-1.0.5-35-35.2 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,8,15,22,29)\cdots(7,14,21,28,35),\ldots$
14.35-1.0.5-35-35.6 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,8,15,22,29)\cdots(7,14,21,28,35),\ldots$
14.35-1.0.5-35-35.8 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,8,15,22,29)\cdots(7,14,21,28,35),\ldots$
14.35-1.0.5-35-35.12 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,15,29,8,22)\cdots(7,21,35,14,28),\ldots$
14.35-1.0.5-35-35.14 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,15,29,8,22)\cdots(7,21,35,14,28),\ldots$
14.35-1.0.5-35-35.17 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,15,29,8,22)\cdots(7,21,35,14,28),\ldots$
14.35-1.0.5-35-35.19 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,22,8,29,15)\cdots(7,28,14,35,21),\ldots$
14.35-1.0.5-35-35.23 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,22,8,29,15)\cdots(7,28,14,35,21),\ldots$
14.35-1.0.5-35-35.25 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,22,8,29,15)\cdots(7,28,14,35,21),\ldots$
14.35-1.0.5-35-35.29 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,29,22,15,8)\cdots(7,35,28,21,14),\ldots$
14.35-1.0.5-35-35.31 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,29,22,15,8)\cdots(7,35,28,21,14),\ldots$
14.35-1.0.5-35-35.34 $14$ $C_{35}$ $35$ $0$ $[ 0; 5, 35, 35 ]$ $(1,29,22,15,8)\cdots(7,35,28,21,14),\ldots$
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