-- Aug 30, 2022 (Kurt Beschorner) --

n=6149: c5019(3443850971......) = 132349404800470430780608308039133 * c4987(2602090260......)
# ECM B1=1e6, sigma=0:3971808653409445

-- Aug 30, 2022 (Alfred Eichhorn) --

# via Kurt Beschorner
n=47093: c47093(1111111111......) = 647087756300331974529153667 * c47066(1717094938......)
# ECM B1=50e3, sigma=2950912849634400
n=64333: c64333(1111111111......) = 63744434450435977540369 * c64310(1743071564......)
# ECM B1=50e3, sigma=3325153410398689
n=64403: c64403(1111111111......) = 2881682076249630649213 * x64381(3855772710......)
# ECM B1=50e3, sigma=911997270172798
n=64403: x64381(3855772710......) = 7972768836948372230717 * c64359(4836177731......)
# ECM B1=50e3, sigma=1700074645962328
n=82699: c82679(7172058373......) = 2004682871864185885027933 * x82655(3577652342......)
# ECM B1=50e3
n=82699: x82655(3577652342......) = 3012388610562637844173403 * c82631(1187646351......)
# ECM B1=50e3, sigma=4361301083726803
# 206957 of 300000 Phi_n(10) factorizations were cracked.
# 19967 of 25997 R_prime factorizations were cracked.

-- Aug 28, 2022 (Kurt Beschorner) --

n=131777: c131769(1015873842......) = 83906405241521557 * c131752(1210722637......)
n=131779: c131771(4258396302......) = 15591013644840274001 * c131752(2731314588......)
n=131837: c131829(4843629453......) = 76443943224424157 * x131812(6336184724......)
n=131837: x131812(6336184724......) = 5389702364983905559 * c131794(1175609392......)
n=131939: c131931(5134999838......) = 1954518640414612399 * c131913(2627245262......)
n=132113: c132092(1018426206......) = 2343810386196887093 * c132073(4345173195......)
n=132367: c132344(3060429622......) = 2284280356448387879 * x132326(1339778461......)
n=132367: x132326(1339778461......) = 9641080956367411519 * c132307(1389655856......)
# gr-mfaktc

-- Aug 21, 2022 (Kurt Beschorner) --

n=131251: c131231(6081840145......) = 2639045016257840083 * c131213(2304560970......)
n=131317: c131308(7581800287......) = 583371725193187871 * c131291(1299651656......)
n=131441: c131414(8280401674......) = 2059342053850217827 * c131396(4020896702......)
n=131447: c131429(7682198993......) = 2049972906241478693 * x131411(3747463671......)
n=131447: x131411(3747463671......) = 2642767595636420201 * c131393(1418007272......)
n=131501: c131484(1342766962......) = 188173674865986209 * c131466(7135785402......)
n=131713: c131707(2108958497......) = 7165398003348396293 * c131688(2943253809......)
# gr-mfaktc

-- Aug 17, 2022 (Alfred Eichhorn) --

# via Kurt Beschorner
n=46997: c46997(1111111111......) = 113175953490663133273888933 * c46970(9817554673......)
# ECM B1=5e4, sigma=5607928389575783
n=82483: c82460(5495501948......) = 1795716550338982195640129 * c82436(3060339309......)
# ECM B1=5e4, sigma=8509871448674776
# 206954 of 300000 Phi_n(10) factorizations were cracked.
# 19964 of 25997 R_prime factorizations were cracked.

-- Aug 13, 2022 (Kurt Beschorner) --

n=5311: c5129(6893907624......) = 426181508882040099180570908153689 * c5097(1617598952......)
# ECM B1=1e6, sigma=4811743559501154
n=130363: c130355(4955353921......) = 1506139996811359667 * c130337(3290101804......)
n=130531: c130513(1474514709......) = 17208150406300826009 * c130493(8568699566......)
n=130873: c130867(2122494686......) = 6266849542838449667 * c130848(3386860770......)
# gr-mfaktc

-- Aug 6, 2022 (Kurt Beschorner) --

n=129113: c129078(4095575377......) = 1224181268756132441 * c129060(3345562852......)
n=129401: c129395(4293269827......) = 4010264049806196253 * c129377(1070570359......)
n=129497: c129497(1111111111......) = 14008139847643280267 * c129477(7931896191......)
n=129917: c129890(9766147080......) = 112833716872069013 * c129873(8655344653......)
n=130021: c130011(3147560993......) = 446857943777814827 * c129993(7043761976......)
n=130043: c130029(4757988125......) = 138190955281021609 * c130012(3443053212......)
n=130099: c130084(1177557998......) = 1318521172210868599 * c130065(8930899432......)
# gr-mfaktc
# 206953 of 300000 Phi_n(10) factorizations were cracked.
# 19963 of 25997 R_prime factorizations were cracked.