-- Sep 28, 2011 (Serge Batalov) --

n=14617: c14250(1576272661......) = 13255927303704916969 * c14231(1189107804......)
# ECM B1=50000, sigma=1506096619
n=14625: c7196(1139588152......) = 2587504881195779103001 * c7174(4404197113......)
# ECM B1=50000, sigma=2080258451
n=14602: c6209(6306056342......) = 115803940817922384174102691 * c6183(5445459193......)
# ECM B1=50000, sigma=1470522128
n=14691: c9507(2098786674......) = 10112364270878677 * c9491(2075465853......)
# ECM B1=11000, sigma=2702540930
n=14709: c9789(2542927010......) = 66529861140615216436639 * c9766(3822234056......)
# ECM B1=11000, sigma=92788857
n=14639: c14620(3530776565......) = 516893744420954157094547 * c14596(6830758940......)
# ECM B1=11000, sigma=4068273907
n=15735: c8376(3184195585......) = 215731459473841 * c8362(1475999649......)
# ECM B1=11000, sigma=2123956119
n=15147: c8627(3976820595......) = 174208828566763 * c8613(2282789356......)
# ECM B1=11000, sigma=1283178455
n=15141: c8563(1651143334......) = 340129357808521 * c8548(4854456976......)
# ECM B1=11000, sigma=4281733863
n=15285: c8129(5407250941......) = 1108706059235629321 * c8111(4877082520......)
# ECM B1=11000, sigma=3843854251
n=16076: c8014(3198372930......) = 535058001753569809 * c7996(5977619099......)
# ECM B1=11000, sigma=323665783
n=15333: c9621(1285423150......) = 171616418849081293 * c9603(7490094241......)
# ECM B1=11000, sigma=1268976804
n=15399: c9745(1001000999......) = 182787761175454275157 * c9724(5476302097......)
# ECM B1=11000, sigma=2528784830
n=15189: c9822(1094781041......) = 728634807811510787923 * c9801(1502509940......)
# ECM B1=11000, sigma=218620135
n=15267: c8702(3644066353......) = 817889073258940831 * x8684(4455453035......)
n=15267: x8684(4455453035......) = 277895845113889042111 * c8664(1603281630......)
n=16034: c8010(4049833853......) = 191164306213701483277 * c7990(2118509429......)
n=15315: c8145(5367577248......) = 12191152428480927307711 * c8123(4402846474......)
n=15183: c8622(9666130802......) = 687032903020052207809 * c8602(1406938555......)
n=16078: c8030(2884528964......) = 15876139249899116059 * c8011(1816895732......)
n=15813: c8996(3165020393......) = 175580810218576902949237 * c8973(1802600403......)

-- Sep 20, 2011 (Serge Batalov) --

n=39541: c39541(1111111111......) = 1006602016937107 * c39526(1103823648......)
n=12406: c6195(1368409423......) = 60304700904353977619 * x6175(2269158793......)
n=12406: x6175(2269158793......) = 181300744365781288567117 * c6152(1251599270......)
# 7268 of 9592 R_prime factorizations were cracked.

-- Sep 19, 2011 (Serge Batalov) --

# P-1 B1=3e6
n=17449: c17449(1111111111......) = 37170171700450535627 * c17429(2989254717......)
n=18797: c18797(1111111111......) = 718016016438208987 * c18779(1547473991......)
n=25931: c25931(1111111111......) = 4570291951906717703987 * c25909(2431160028......)
n=27751: c27751(1111111111......) = 16776093305417323877827 * c27728(6623181517......)
n=33857: c33857(1111111111......) = 198296698965515985077 * c33836(5603275883......)
n=35863: c35863(1111111111......) = 60462382665256157 * c35846(1837689919......)
n=36847: c36847(1111111111......) = 2633883903473797115311 * c36825(4218527284......)
n=39671: c39671(1111111111......) = 271200991449290550533 * c39650(4097002393......)
# 7267 of 9592 R_prime factorizations were cracked.

-- Sep 18, 2011 (Serge Batalov) --

n=15329: c15329(1111111111......) = 2243497485489533572841 * c15307(4952584606......)
n=15683: c15683(1111111111......) = 70047402749659903736618325708971969 * c15648(1586227422......)
# 7259 of 9592 R_prime factorizations were cracked.

-- Sep 17, 2011 (Serge Batalov) --

n=16170: c3361(1000000099......) = 323604909570746678491 * c3340(3090188283......)
# ECM B1=50000, sigma=918550662
n=14490: c3169(1000999998......) = 291638025024514886534357521 * c3142(3432337051......)
# ECM B1=50000, sigma=112224950

-- Sep 6, 2011 (Alexander Kruppa) --

n=27324: c7914(3772974110......) = 141794035028135866928048473714321 * c7882(2660883520......)

-- Sep 8, 2011 (Kurt Beschorner) --

n=11231: c10170(6294850575......) = 1119493382864863575493 * c10149(5622945764......)
n=12079: c11776(9000000000......) = 13161339244102035575201387 * c11751(6838209875......)

-- Sep 4, 2011 (Kurt Beschorner) --

n=12073: c12065(6193319092......) = 20146573530823278971710871 * c12040(3074130239......)
n=12077: c11131(5322955541......) = 1089630980230122577935403 * c11107(4885099302......)
n=12083: c11749(2969469044......) = 1377807993813398526898733 * c11725(2155212524......)