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Elements of the group are displayed as words in the presentation $\langle a \mid a^{1737}=1 \rangle$ .

Group Label Order Size Centralizer Powers Representative
3P 193P
$C_{1737}$ 1A $1$ $1$ $C_{1737}$ 1A 1A $1$
$C_{1737}$ 3A1 $3$ $1$ $C_{1737}$ 3A-1 1A $a^{579}$
$C_{1737}$ 3A-1 $3$ $1$ $C_{1737}$ 3A1 1A $a^{1158}$
$C_{1737}$ 9A1 $9$ $1$ $C_{1737}$ 9A2 3A1 $a^{193}$
$C_{1737}$ 9A-1 $9$ $1$ $C_{1737}$ 9A-2 3A-1 $a^{1544}$
$C_{1737}$ 9A2 $9$ $1$ $C_{1737}$ 9A4 3A-1 $a^{386}$
$C_{1737}$ 9A-2 $9$ $1$ $C_{1737}$ 9A-4 3A1 $a^{1351}$
$C_{1737}$ 9A4 $9$ $1$ $C_{1737}$ 9A-1 3A1 $a^{772}$
$C_{1737}$ 9A-4 $9$ $1$ $C_{1737}$ 9A1 3A-1 $a^{965}$
$C_{1737}$ 193A1 $193$ $1$ $C_{1737}$ 193A2 193A3 $a^{9}$
$C_{1737}$ 193A-1 $193$ $1$ $C_{1737}$ 193A-2 193A-3 $a^{1728}$
$C_{1737}$ 193A2 $193$ $1$ $C_{1737}$ 193A4 193A6 $a^{18}$
$C_{1737}$ 193A-2 $193$ $1$ $C_{1737}$ 193A-4 193A-6 $a^{1719}$
$C_{1737}$ 193A3 $193$ $1$ $C_{1737}$ 193A6 193A9 $a^{27}$
$C_{1737}$ 193A-3 $193$ $1$ $C_{1737}$ 193A-6 193A-9 $a^{1710}$
$C_{1737}$ 193A4 $193$ $1$ $C_{1737}$ 193A8 193A12 $a^{36}$
$C_{1737}$ 193A-4 $193$ $1$ $C_{1737}$ 193A-8 193A-12 $a^{1701}$
$C_{1737}$ 193A5 $193$ $1$ $C_{1737}$ 193A10 193A15 $a^{45}$
$C_{1737}$ 193A-5 $193$ $1$ $C_{1737}$ 193A-10 193A-15 $a^{1692}$
$C_{1737}$ 193A6 $193$ $1$ $C_{1737}$ 193A12 193A18 $a^{54}$
$C_{1737}$ 193A-6 $193$ $1$ $C_{1737}$ 193A-12 193A-18 $a^{1683}$
$C_{1737}$ 193A7 $193$ $1$ $C_{1737}$ 193A14 193A21 $a^{63}$
$C_{1737}$ 193A-7 $193$ $1$ $C_{1737}$ 193A-14 193A-21 $a^{1674}$
$C_{1737}$ 193A8 $193$ $1$ $C_{1737}$ 193A16 193A24 $a^{72}$
$C_{1737}$ 193A-8 $193$ $1$ $C_{1737}$ 193A-16 193A-24 $a^{1665}$
$C_{1737}$ 193A9 $193$ $1$ $C_{1737}$ 193A18 193A27 $a^{81}$
$C_{1737}$ 193A-9 $193$ $1$ $C_{1737}$ 193A-18 193A-27 $a^{1656}$
$C_{1737}$ 193A10 $193$ $1$ $C_{1737}$ 193A20 193A30 $a^{90}$
$C_{1737}$ 193A-10 $193$ $1$ $C_{1737}$ 193A-20 193A-30 $a^{1647}$
$C_{1737}$ 193A11 $193$ $1$ $C_{1737}$ 193A22 193A33 $a^{99}$
$C_{1737}$ 193A-11 $193$ $1$ $C_{1737}$ 193A-22 193A-33 $a^{1638}$
$C_{1737}$ 193A12 $193$ $1$ $C_{1737}$ 193A24 193A36 $a^{108}$
$C_{1737}$ 193A-12 $193$ $1$ $C_{1737}$ 193A-24 193A-36 $a^{1629}$
$C_{1737}$ 193A13 $193$ $1$ $C_{1737}$ 193A26 193A39 $a^{117}$
$C_{1737}$ 193A-13 $193$ $1$ $C_{1737}$ 193A-26 193A-39 $a^{1620}$
$C_{1737}$ 193A14 $193$ $1$ $C_{1737}$ 193A28 193A42 $a^{126}$
$C_{1737}$ 193A-14 $193$ $1$ $C_{1737}$ 193A-28 193A-42 $a^{1611}$
$C_{1737}$ 193A15 $193$ $1$ $C_{1737}$ 193A30 193A45 $a^{135}$
$C_{1737}$ 193A-15 $193$ $1$ $C_{1737}$ 193A-30 193A-45 $a^{1602}$
$C_{1737}$ 193A16 $193$ $1$ $C_{1737}$ 193A32 193A48 $a^{144}$
$C_{1737}$ 193A-16 $193$ $1$ $C_{1737}$ 193A-32 193A-48 $a^{1593}$
$C_{1737}$ 193A17 $193$ $1$ $C_{1737}$ 193A34 193A51 $a^{153}$
$C_{1737}$ 193A-17 $193$ $1$ $C_{1737}$ 193A-34 193A-51 $a^{1584}$
$C_{1737}$ 193A18 $193$ $1$ $C_{1737}$ 193A36 193A54 $a^{162}$
$C_{1737}$ 193A-18 $193$ $1$ $C_{1737}$ 193A-36 193A-54 $a^{1575}$
$C_{1737}$ 193A19 $193$ $1$ $C_{1737}$ 193A38 193A57 $a^{171}$
$C_{1737}$ 193A-19 $193$ $1$ $C_{1737}$ 193A-38 193A-57 $a^{1566}$
$C_{1737}$ 193A20 $193$ $1$ $C_{1737}$ 193A40 193A60 $a^{180}$
$C_{1737}$ 193A-20 $193$ $1$ $C_{1737}$ 193A-40 193A-60 $a^{1557}$
$C_{1737}$ 193A21 $193$ $1$ $C_{1737}$ 193A42 193A63 $a^{189}$
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