# RSA - two moduli sharing a prime factor
n1 = 7200151849212706445433340103353653234850250553265996210694559028083097905064698001076923355938475157958804163804904584026648126165832823738043502811856523
n2 = 4179472722642083959743242065884521923091360486769063175721920322441216558000082021009605311718912000200954583198865879322529769953431834860932398727798947
e = 65537
c1 = 6234986114222716275668305563724104026810385424466209035250055721329878470561314120521075387684927033798134402596917815354513769540172361812111745694934194
c2 = 1630402493516334907878969237910881732590039285547154291150268539277419274259966778054734229059921762238284204673375337962685655383245751382718646606412581
