n=2068: c877(2477555916......) = 47262742054849858774670788301 * c848(5242090933......)
# GMP-ECM 6.0
n=3696: c915(1007780424......) = 1055221449703249740632024440753 * c884(9550416403......)
n=3960: c928(9080841917......) = 2388091693593416528923921 * c904(3802551611......)
# GMP-ECM 6.0
n=3444: c948(1151693341......) = 880632750113310685046593549 * c921(1307802079......)
# GMP-ECM 6.0
n=788: c388(3589786483......) = 39183683903547299202471125940449908897423309 * c344(9161431814......)
# GMP-ECM
n=2976: c961(1000000000......) = 2431687011120612451781761 * c936(4112371351......)
# GMP-ECM 6.0
n=2916: c920(8471029106......) = 33729808629777514947680458609 * c892(2511437049......)
n=2928: c949(1131510845......) = 13501974323433688063050622369 * c920(8380336225......)
# GMP-ECM 6.0
n=2844: c921(1287220578......) = 1136147877590474858093442721 * c894(1132969223......)
# GMP-ECM 6.0
n=2748: c913(1009998990......) = 1858724886098202636896329 * c888(5433827230......)
n=2796: c914(1732619382......) = 19977209515877168679260823111001 * c882(8672979984......)
# GMP-ECM 6.0
n=2296: c935(5465337046......) = 19525935860882579293542098233 * c907(2799014134......)
# GMP-ECM 6.0
# via Wilfrid Keller
n=2048: c1006(5387628315......) = 315827195278624446663038977 * 1567629031101501414376301131777 * c950(......)
# 10^1024+1 is a generalized Fermat number.
# Note: 10^1024+1 is a generalized Fermat number.
# P27 = 154212497694640843097187 * 2^11+1
# P31 = 765443862842529987488428287 * 2^11+1
n=2108: c956(4355513389......) = 1237647901269087791991429340828601 * c923(3519186180......)
n=2054: c910(2963022519......) = 100263937378237802146085276534419 * c878(2955222582......)
n=2068: c902(2614317118......) = 10552000464646380283016441 * c877(2477555916......)
# GMP-ECM 6.0