Group of Dirichlet characters of modulus 1232100

• Modulus: $1232100$
• Structure: $C_{2}\times C_{6}\times C_{20}\times C_{1332}$
• Order: $319680$

Character group

Order	=	319680
Structure	=	$C_{2}\times C_{6}\times C_{20}\times C_{1332}$
Generators	=	$\chi_{1232100}(616051,\cdot)$, $\chi_{1232100}(136901,\cdot)$, $\chi_{1232100}(689977,\cdot)$, $\chi_{1232100}(97201,\cdot)$