is 2 9594701 - 1
has 2888293 decimal digits
takes 2.798 GHz-days to do one PRP test
Last-known PrimeNet details:
Exponent is not assigned to anyone
0 primality tests remaining
ResidueStatus
L-L-unknown--unknown-
PRP-unknown--unknown-

 Trial FactoringP-1 FactoringCombined
LimitGHz-daysProbabilityB1B2GHz-daysProbabilityGHz-daysProbabilityProb over default TF
Actual26912.443065.2174%2000000386125740089.769612.4662%102.212569.5535%4.3361%
PrimeNet2640.371062.5000%4000011000000.04133.5060%0.412363.8147%1.3147%
GPU722686.212364.7059%6000014000000.05632.4678%6.268565.5769%0.8710%
Difference+1+6.2307+0.5115%+1940000+3859857400+89.7133+9.9984%+95.9440+3.9766%+3.4651%

Known prime factors (7 factors, 283.0 bits, 0.00294953% known):
Remaining cofactor is not a probable-prime

P-1GHz-days
exponentfactordigitsbits*kdate foundmin B1min B2min. TFmin. P-1normal P-1
959470157568207825.7793
3
-134.662e-134.690e-78.607e-7
959470176757609826.1944
22
2008-09-08449.326e-131.692e-63.443e-6
959470115159627591030.49879
79
2008-09-081791.516e-112.220e-63.420e-6
9594701192469702071134.1641003
17 × 59
2008-09-0817592.903e-108.157e-61.463e-5
959470111277227767371340.03758768
24 × 3673
2008-09-081636732.626e-89.103e-50.0002
959470142422942004214027031961.880221074851651
3 × 593 × 124269169
2016-06-085931242691690.04782.86365.3480
9594701251636688258579327192064.4481311331579059
3 × 437110526353
2017-10-1134371105263530.419810,07218,811

120 Composite Factors:
exponentprime factorscomposite factordigitsbits*
959470144187979237370631651.973
9594701872712579144031131756.276
95947011163616767138832311856.691
959470111080135649994088491959.943
959470114773514135835550631960.358
9594701291776900573945211132064.661
9594701649209782498104005592065.815
9594701865613039571729418332066.230
959470117095857320093635373832270.534
9594701217052466856123516745592374.200
959470166987330919319096160368172582.470
9594701850484719889207096626820412686.136
95947012442212706847587980366635212787.658
95947013256283594989136639084171272788.073
959470114486272958464364233594648332890.227
959470116797073010059296720990543912890.440
959470119315030527406922891933088712890.642
959470122396097249486762103338988172890.855
959470149831790643964510502411034312892.009
959470164311600205605286042899375772892.377
9594701381471848198098822267316117212994.946
9594701816513100848396246697902695212996.043
9594701984177853045615660583167822812996.313
95947011312237131695535107413011972473096.728
95947014843243841901023022572035028333098.612
959470112495321341833957829578091457133199.979
9594701166604283834277881540629496943131100.394
9594701478413179543449545175163732011131101.916
95947012837764248118679239214920435790332104.485
95947013290434565029650624904273174828132104.698
95947011874584080470387807900818620948128935113.852
959470111119316756130809102758426810066429736116.421
959470112893031624505845645247742621411111936116.634
959470137023035131375276672118421444981443936118.156
959470149364046627461701544140275116977339336118.571
9594701219606503217407300067410635699815424737120.724
9594701292808669684970239429551440042033508937121.139
9594701470051952078523507479279288237071884737121.822
9594701626735933382987673811051561989753528937122.237
9594701755431388305348260393195077246312612937122.507
95947012788168640420333668751925849221523043138124.391
95947013717558171082965418665824390388580629738124.806
95947019591109898858462780052437790326248021738126.173
959470110675168632126195605841729894177873945739126.328
959470112378034531217800148693972093440876843939126.541
959470127541388951485468910699676983307531097739127.695
959470136721851775842898699783054252688797459939128.110
959470173421772970780346662208214977917899624739129.109
9594701163364999652895487009727057136106198992140130.263
9594701189424418159581888312168553313051250216740130.477
9594701217819998591272566640076329776501453392740130.678
9594701252565889782630996073007862782643942012940130.892
9594701725256563602650132881036349456283774624940132.414
95947014301944918969553538916271777806145533437741134.982
95947019208004213308915257994076946364573893297741136.080
959470154618363938029975117358999697531360599592142138.648
95947012841799654607367119065286994971100683131635144144.350
959470116856470107818991532319979217487873741291542345146.918
959470136080063947330044684403095208299463030695682345148.016
9594701214013158327445567395595842331538620126759947946150.584
9594701614550317574147678759587115786119942125964359946152.106
9594701712581254146294281044645365127427740411141887346152.320
9594701819400419873807360970717619100916624775327831346152.521
9594701950108334735714197653593770605246289401230235146152.735
95947012114011164455041591829141722311018998752597399347153.889
95947014226759824688887948181761596949278074599951912947154.888
95947015635679741777926273982233241862965773493969342347155.303
959470112539506767642087509757208648373899404711805888948156.457
959470114539765424145686186547103757298842461094623870348156.671
959470116183158092348283526805505367710667823477588186348156.825
959470141751719981586028598273006940023681788347590554348158.192
959470155668959733695850263480631626352792565702195864148158.607
9594701205464652617233829889890090430582802591489435759949160.491
9594701247655255597837484825914489373002191941066935203949160.761
9594701330207006029801673444701472858578996652707402459349161.176
9594701530088292608639788517661426422243687356157906223949161.859
9594701706784387075518313587243482564965934353352577199349162.274
95947013144281281185844779760972187900422755988962128364750164.427
95947014192375023375005060337971211414230442141495971288950164.842
959470112038630811957075372815843614409813175831970361180
9
51166.364
959470113958991472091407693805897693269134459142952900354
3
51166.578
959470182799405687562026103612897974949806903581534190603
9
51169.146
959470147171412987182256034485992834948722144807401085139
4791
54178.300
959470154696033286490885223361000480113333674231928228895
4657
54178.514
959470132443597796037820777134791758984827928241594034918
02561
55181.082
959470193163539497403110216582938174797884137019725656967
29641
55182.604
959470112421805212376554387716780000621366659233737342670
345567
56183.019
959470132047621974240675830090575419566242174504051118590
526687
56184.386
959470111828231653052008886503979933156509910227000276139
1254993
57186.270
959470115770975468914460976260696614245316403441732837689
0220791
57186.685
959470119009425275973870905810977442727557405155366855209
2914751
57186.955
959470140688309899531562908881345363700849856802212308192
7826551
57188.053
959470124134751316728212993958381665873518083890316336482
54520023
58190.621
959470131147676165859836770801444769590580339454667495393
12655641
58190.989
959470169304239057932299017686465807397230773762226697032
68156463
58192.143
959470180359411057659288103841053622694003925477455515884
67157401
58192.356
959470192405651675955371625012775316001520551355863068311
23004681
58192.558
959470110714588094491266840207448170339541545833212538308
113208687
59192.771
959470147666133260985480440721907584917912984354108016622
627702073
59194.925
959470163554844071982621629089123101180890729306121010225
056300751
59195.340
959470118250115980276858171744859884613232538708785909142
0236621031
60196.862
959470123170716857081004906343995974411687008367398597975
58116374463
61200.528
959470171510105377977244493883784844923096446166625272647
6386362588369
63208.798
959470190790678038638975477479786865307352349382918843877
90246771991737
64212.464
959470117931158690851854162077091283948578342318565654909
6305597660805687
66216.768
959470123908211483976884996569999142593288557789486408363
9490950443522369
66217.183
959470153196276836512957564706618270360659474152084557801
9603175937776967
66218.337
959470161681962534340880914929829921187798799562636688031
6890977127414209
66218.550
959470136587384193886184623460798601372634619490757406836
85157708287823457
67221.119
959470110506264545265860885406496450234106857275228999361
712105788493161417
68222.640
959470114008352666187427912952468027829276194322863536786
329777244578674879
68223.055
959470113338966243668287062164267734620987009169051345397
6803737975175497841
69226.307
959470117785288247655326559282340625014662764186445099305
5785051447528538967
69226.722
959470135125943854668328884313780740454034439049097664239
79383561874006623417
70231.026
959470113763528677093584986977360006306329525055566159803
823528409759437547722383
74242.962
959470180643574601607975089042566058695753261495083291846
7547386679794783219971953
75248.834
959470110238671553956891040173635565453534840438774580709
590996389236972569659822169
77252.501
959470120221376068959242735562547826190711285723073374981
7294916622360121216240903319
78256.804
959470126961834641525844131855634153875012579450649703145
3137747503352307663652329953
78257.219
959470115521444777431305908324004410865465763014189483951
579744647786718841508823706766604271
86282.998
P-1 results:
 GHz-DaysworthFactor
probability
dateuseridcompidb1b2estagefactordigitsbits*spentsaved
2021-08-26T22:43:34Seth_TrManual testing36000020160000-
skipped known factor: 57568207
skipped known factor: 76757609
skipped known factor: 1515962759
skipped known factor: 19246970207
skipped known factor: 1127722776737
--0.608--5.163%
2022-03-12T17:49:13ThaZ-1702000000386125740066218.55089.775.597179.512.466%


Trial Factoring results:
 BitsFactorGHz-Daysworth
dateuseridcompidfromtofactorbits*digitsspentsaved
2008-09-08T05:33:00Will EdgingtonManual testing??40.037131.09970e-86.0552.37948e-8
2008-09-08T05:33:00Will EdgingtonManual testing??30.498102.54928e-136.0555.51601e-13
2008-09-08T05:33:00Will EdgingtonManual testing??34.164115.17858e-116.0551.12052e-10
2008-09-08T05:33:00Will EdgingtonManual testing??26.19488.06734e-166.0551.74557e-15
2016-06-08T15:40:49TJAOIManual testing261262*61.880190.0165.9910.034
2022-04-09T19:25:05LordJuliusManual testing2126430.498101.51634e-116.0553.28098e-11
2022-04-09T19:25:05LordJuliusManual testing2126434.164112.90321e-106.0556.28183e-10
2022-04-09T19:25:05LordJuliusManual testing2126461.880190.0485.9910.102
2022-04-09T19:25:05LordJuliusManual testing2126451.973165.01530e-56.0550.000
2022-04-09T19:25:05LordJuliusManual testing2126425.77984.66191e-136.0551.00872e-12
2022-04-09T19:25:05LordJuliusManual testing2126426.19489.32584e-136.0552.01788e-12
2022-04-09T19:25:05LordJuliusManual testing2126456.276170.0016.0530.003
2022-04-09T19:25:06LordJuliusManual testing2126459.943190.0156.0390.031
2022-04-09T19:25:06LordJuliusManual testing2126440.037132.62632e-86.0555.68271e-8
2022-04-09T19:25:06LordJuliusManual testing2126456.691180.0026.0530.004
2022-04-09T19:25:06LordJuliusManual testing2126460.358190.0276.0230.058
2017-10-11T11:36:45TJAOIManual testing264265*64.448200.0495.6840.099
2022-04-09T19:25:06LordJuliusManual testing26426564.448200.0495.6840.099
2022-04-09T19:25:07LordJuliusManual testing264265
skipped known factors(?)
--0.389--
2022-04-09T12:56:27James HeinrichManual testing265266--0.779--
2022-04-09T19:25:07LordJuliusManual testing265266--0.779--
2021-08-06T09:33:17Seth_TrManual testing266267--1.558--
2019-06-20T08:21:44Seth_TrManual testing267268--3.115--
2019-12-28T07:32:36Seth_TrManual testing268269--6.231--


ECM factoring results:
No ECM results for M9594701


Lucas-Lehmer results:
No L-L results for M9594701


PRP results:
dateuseridcompidcofactorsres64PRP
2018-07-10T18:40:51Gabriel Lignelli6300
57568207
76757609
1515962759
19246970207
1127722776737
4242294200421402703
25163668825857932719
715B816AC1892E__no
2018-07-12T08:05:34kkmrkkblmbrbkc5.large
57568207
76757609
1515962759
19246970207
1127722776737
4242294200421402703
25163668825857932719
715B816AC1892E__no


P-1 factor-bounds graph:
B1 = 2000000, B2 = 3861257400 (P-1 stage 2)
B1 = 2000000 (P-1 stage 1)
B1 = 360000, B2 = 20160000 (P-1 stage 2)
B1 = 360000 (P-1 stage 1)
100
101
102
103
104
105
106
107
100
101
102
103
104
105
106
107
108
109
1010
1011
1012
TF factor-bounds graph:
269
268
267
266
265
264
262
2
220
230
240
250
260
270
280
290
2100
Last modified: 2022-04-09T19:25:07+00:00