n=(32556^9283-1)/32555

Portion of N-1 factored: 29.2427%
Portion used in proof: 29.2427%

Factorization of N-1:
32556 = 2 * 2 * 3 * 2713
phi_2 = 7 * 4651
phi_3 = 97 * 2377 * 4597
phi_6 = 13 * 31 * 2629927
phi_7 = 2339 * 509060450112300546761183
phi_13 = 79 * 859 * 5851 * 1168337 * 379378626376299811 * 8055536583557978132489
phi_14 = 7 * 34704391 * 4901064650867507893
phi_17 = 17 * 103 * 2687 * 245039 * 198984956787013041493 * p40
phi_21 = 4723321 * p48
phi_26 = 131 * 78369203765408011 * p36
phi_34 = 137 * 239 * 613 * 389743 * 90731425459 * p49
phi_39 = 6531879511 * 5568268663777 * 24332619775975759 * 141268317019711855645699 * p47
phi_42 = 43 * 1379449 * 101454273397 * 8357562203131 * 28187836949900053616569
phi_51 = 2347 * 29989 * 315580101057298663 * 686334289568597756872063 * p96
phi_78 = 13 * 157 * 313 * 74257 * 60333006542335543084646750464972555903 * p60
phi_91 = 5279 * 114661 * 241333 * p311
phi_102 = 10363792922533 * 5025858498869473 * 14710832227596782821 * p97
phi_119 = 1541051 * 27114389 * 7457975774881479121 * c401
phi_182 = 911 * c323
phi_221 = 443 * c864
phi_238 = 5945479 * p427
phi_273 = c650
phi_357 = 3571 * 4999 * 3418648563373 * c847
phi_442 = 63649 * 140220523 * c854
phi_546 = 547 * c648
phi_663 = 1327 * 407083 * c1725
phi_714 = 308625787 * 96887763471478099 * c841
phi_1326 = 1952847144377897899 * c1715
phi_1547 = c5199
phi_3094 = 30941 * 7239961 * 233779547 * c5179
phi_4641 = 9283 * 27847 * 84419168107 * p10378
phi_9282 = c10398