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Results (displaying matches 1-50 of 56) Next

Label Name Order Parity Solvable Subfields Low Degree Siblings
46T1 $C_{46}$ 46 -1 Yes $C_2$, $C_{23}$
46T2 $D_{23}$ 46 -1 Yes $C_2$, $D_{23}$ 23T2
46T3 $D_{46}$ 92 -1 Yes $C_2$, $D_{23}$ 46T3
46T4 $C_2\times C_{23}:C_{11}$ 506 -1 Yes $C_2$, $C_{23}:C_{11}$
46T5 $F_{23}$ 506 -1 Yes $C_2$, $F_{23}$ 23T4
46T6 t46n6 1012 -1 Yes $C_2$, $F_{23}$ 46T6
46T7 t46n7 1058 -1 Yes $C_2$ 46T7 x 10
46T8 t46n8 2116 -1 Yes $C_2$ 46T8 x 10
46T9 t46n9 2116 1 Yes $C_2$ 46T9 x 11
46T10 t46n10 4232 -1 Yes $C_2$ 46T10
46T11 t46n11 11638 -1 Yes $C_2$
46T12 t46n12 11638 -1 Yes $C_2$ 46T12 x 10
46T13 t46n13 23276 -1 Yes $C_2$
46T14 t46n14 23276 1 Yes $C_2$
46T15 t46n15 23276 -1 Yes $C_2$ 46T15 x 10
46T16 t46n16 23276 1 Yes $C_2$ 46T16 x 11
46T17 t46n17 46552 -1 Yes $C_2$
46T18 t46n18 46552 -1 Yes $C_2$ 46T18
46T19 t46n19 47104 1 Yes $C_{23}$ 46T19 x 88
46T20 t46n20 94208 -1 Yes $C_{23}$ 46T20 x 88
46T21 t46n21 128018 -1 Yes $C_2$
46T22 t46n22 256036 1 Yes $C_2$
46T23 t46n23 256036 -1 Yes $C_2$
46T24 t46n24 512072 -1 Yes $C_2$
46T25 t46n25 518144 1 Yes $C_{23}:C_{11}$
46T26 t46n26 1036288 -1 Yes $C_{23}:C_{11}$
46T27 t46n27 20401920 -1 No $C_2$, $M_{23}$
46T28 t46n28 96468992 1 Yes $C_{23}$ 46T28 x 182182
46T29 t46n29 192937984 -1 Yes $C_{23}$ 46T29 x 182182
46T30 t46n30 192937984 -1 Yes $D_{23}$ 46T30 x 2046, 46T31 x 2047
46T31 t46n31 192937984 1 Yes $D_{23}$ 46T30 x 2047, 46T31 x 2046
46T32 t46n32 385875968 -1 Yes $D_{23}$ 46T32 x 4093
46T33 t46n33 1061158912 1 Yes $C_{23}:C_{11}$
46T34 t46n34 2122317824 -1 Yes $C_{23}:C_{11}$
46T35 t46n35 2122317824 1 Yes $F_{23}$ 46T36
46T36 t46n36 2122317824 -1 Yes $F_{23}$ 46T35
46T37 t46n37 4244635648 -1 Yes $F_{23}$ 46T37
46T38 t46n38 20891566080 1 No $M_{23}$
46T39 t46n39 41783132160 -1 No $M_{23}$
46T40 t46n40 42785927331840 1 No $M_{23}$
46T41 t46n41 85571854663680 -1 No $M_{23}$
46T42 t46n42 208119169843200 -1 No $C_2$
46T43 t46n43 25852016738884976640000 -1 No $C_2$, $A_{23}$
46T44 t46n44 25852016738884976640000 -1 No $C_2$, $S_{23}$ 23T7
46T45 t46n45 51704033477769953280000 -1 No $C_2$, $S_{23}$ 46T45
46T46 t46n46 54215608607986106530529280000 1 No $A_{23}$
46T47 t46n47 108431217215972213061058560000 -1 No $A_{23}$
46T48 t46n48 108431217215972213061058560000 -1 No $S_{23}$ 46T49
46T49 t46n49 108431217215972213061058560000 1 No $S_{23}$ 46T48
46T50 t46n50 216862434431944426122117120000 -1 No $S_{23}$ 46T50

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Results are complete for degrees $\leq 23$.