Every even permutation is a product of $3$-cycles.Suggest a slogan
For \(n\geq 3\), the alternating group \(A_n\) is generated by \(3\)-cycles.
$A_n$ is generated by $3$-cycles
PR-JY4PV
PR-JY4PV
For \(n\geq 3\), the alternating group \(A_n\) is generated by \(3\)-cycles.