is 24957-1
has 1,493 decimal digits
takes 0.000 GHz-days to do one L-L test
Last-known PrimeNet details:
-unknown- L-L tests remaining
ResidueStatus
L-L-unknown--unknown-
PRP-unknown--unknown-

 Trial FactoringP-1 FactoringCombined
LimitGHz-daysProbabilityB1B2GHz-daysProbabilityGHz-daysProbabilityProb over default TF
Actualunknown100,000,000,000109,863,493,910,757,904527,511.7951197.1365%527,511.7951197.1365%129.6365%
PrimeNet2400.000067.5000%50010,0000.00002.5354%0.000070.0354%2.5354%
GPU722440.000570.4545%50010,0000.00001.0160%0.000571.4705%1.0160%
Difference-44-0.0005-70.4545%+99,999,999,500+109,863,493,910,747,904+527,511.7951+196.1205%+527,511.7946+125.6659%+125.6659%

Known prime factors (6 factors, 503.1 bits, 10.14900915% known):
Remaining cofactor is not a probable-prime

GHz-days
exponentfactordigitsbits*kmin B1min B2date foundmin. TFmin. P-1normal P-1
4957148711617.18215
3 × 5
35-3.534e-122.740e-105.381e-10
49573003943721.518303
3 × 101
3101-6.006e-117.349e-109.016e-10
495781790797431032.929825003
32 × 31 × 2957
312,957-1.815e-71.678e-82.653e-8
49571208128397835972785660503072294377556738123.1841218608430336869866512510664004819
173 × 484539959 × 13870099489 × 1048114913753
1.38701e+101.04811e+122016-09-013.700e+136.18829.3992
4957255018120998178788484162515955078505833088622346150.837257230301591868860686062654786240171306323
1567 × 17341 × 29209 × 82207 × 3942334801491648692535143
82,2073.94233e+242020-08-293.286e+131.893e+133.535e+13
495724698385098141585369555580091474607163010676807348157.43524912633748377633013471434427551550497287348
22 × 1039 × 2447 × 4423 × 1097861 × 7202715691 × 70040552880491693
7.20272e+97.00406e+162017-02-093.282e+13336,296628,107

57 Composite Factors:
exponentprime factorscomposite factordigitsbits*
49574467193674731238.701
495712163191276612731650.111
4957245694893404266491754.448
495736537533293041873994392271.630
4957179661982170585348928359072383969180834413743140.366
49573629148843780585597675368580497189400806068144144.703
49579881378505683250047895101553792208006798803928147156.113
4957539694353707454664815901736974317532983271193219149161.885
495737923999791760165814268291910195679680944442110855
3
51168.020
495776605989944563218441548060066564639204776573533772
89
52172.356
495714694696789586617978725284471659930448990569309516
791
53173.296
495736729215463297333018919798709832803058184807586903
903
53174.617
495729683097792497659198624155046803226696567219468188
4983
54177.632
495774192541026866728379778897926724505865075781520551
1839
54178.953
495720858135475541270687830953105680969050341224897777
080689
56183.767
495711392153370645940777661053560558894060781529026780
90024479
58189.538
495720201006124102290784203721403879404644586332556730
73445239
58190.364
495744142031558201193970865967211651546452732077743337
797706913
59194.814
495711033246968646378044085299689581127991701284545702
6871089529
60196.136
495731018341847032179052580288672989225884452938957733
27446341879
61200.949
495762656650054803871293814976765138607211989170143103
177096156727
62205.285
495730041118217213757648097196136923101441010781008439
8425114936929
63207.546
495760682670939454207685173279485133710426272601579463
39264311577377
64211.883
495793177330862999385039745190097205274171021214811510
16569146563028897
67222.467
495790241806780771746790698035655137192112014248534835
8058335038983311047
69229.065
495730809463394066998865552807443536359368955482227247
551903244983728122903224724313441
83274.021
495729838820417753659003369114262053151906581714308846
66864677470348726020368014633072391
85280.619
495745817061107950974682952235477357355381167387174962
10691083464775192885061451977376124551
88291.204
495792549871896363802773185297050358941971858238148164
692806889446155208698281588028290897863
89295.540
495744373608231445643840500243510241862731796733165828
9694113051293029395214947824098828338001
90297.801
495789634115722168179687557627203694731297712794626059
78835479834311763087802354980915377437713
91302.138
495725199305793911341680604694785820785319859204775367
6974418172142377054657179692008824865725663
93306.951
495762985357594174867095418302761624519154290901869782
7953928491344366895532052053334808411958279
93308.272
495713763183999580157474203158709655928619577010453251
719632005336427187240730153237275167712104593
95312.722
495724405409163386374991858589121261132834842432787770
103322186819957748139049033890489971080675513
95313.548
495713329578983159352169516382299088647186014167401635
97718603041640336600550176011566906694139737943
97319.320
495737474139639183495326644047662941948057015822013497
056542700797465034175123849178324354606929070393
98324.133
495793666155131873386606267512219839438679537543079572
692856659876312145401466992903472693750727628369
98325.455
495775697278244479417462060708669002847316093819170532
3671564647279888556698052335552065393622545289209
99328.469
495718920442404751843278721214265266264294189807463542
09397407814074471525265239041250724385443188494097
100329.791
495736293528020963512114142826468118643250022530223020
79835145724182736683506120878888654089378336213743
100330.731
495773312458018490357452168665780688531151295082075792
48748395984250433781805937201210011519799764254775
9
101335.067
495751516226240412687025985308822904406238697620701234
12856075660825262112406004156652287079033958730042
297
103341.202
495711257017945014778650200510046876082427223627942669
03885220502616395071551240608722831967510023325035
59599
105345.651
495728136779104530513658219104946020114294532604577108
08336979134388287349937189630634364740836420041456
58967
105346.973
495710902368944387719547069454456911972156040242950573
17660622715213866258126142727129142023120942742091
9788649
107352.249
495776610295204380111003213012603629371561629618721012
28492398675969855539980092841399182638102190367033
20029167
108358.384
495715475180720130400830289938654140193078989204682212
73518511848880642034572722934434654120505450708939
9447777071
110362.720
495723013296000713120378732470671958422529695636174965
38062114155588891576033442003027118489144860803771
681278376005481
115379.902
495776094399157376303565501045783136307439542196976498
94561574571199757509424352012456283766750348454415
912300648188027079732343569193
130431.457
495711316074193092587479529226019455983415641759654572
13470146316057687138984004812124386415237211069004
644734141692689695054076544518260223
136448.639
495722858323768800644546146190797293182877886070581217
51721898000213351317213271625735396642714334198720
3498844146019886629972415338272327999
137452.975
495762238215870385279352080827721016574318657978048419
83731466044148384785184484913598247422968751198170
4547195096120461942974257148702785157399
140464.386
495733992841859821126511019461796562665189533154422034
38203151735097276877341028367347365701346913530259
019516611798763360629827857369816169059289
142470.157
495792555073203008652777272919712200957835019465735585
62426900468913504497895699359861089725171059594311
264917929939170016001644754840739883541962689
145481.568
495718696005289633276721272773786675369130851240255270
44313625130305723143676143716480906015849501938048
57502614878625388810363918942045690554072624257
147485.904
495727803016426266542144971954625902808188180187896015
22869235067528943944192230082215920145229952827091
41640713612152601953780287497905566879866940258827
27
152503.086
P-1 results:
 GHz-DaysworthFactor
probability
dateuseridcompidb1b2estagefactordigitsbits*spentsaved
2017-02-09T06:33:00kkmrkkblmbrbkManual testing100,000,000,000109,863,493,910,757,90448157.435527,5126.02551e-71,055,02477.705%


Trial Factoring results:
Exponent "4957" not found


ECM factoring results:
ECM Summary

B1B2factorcurvesGHz-days
10.00000e+0
3,000,000300,000,0002,6279.99
3,000,000300,000,0001,1914.531
11,000,00011,000,0001000.946
11,000,0001,100,000,0002,93540.94


Lucas-Lehmer results:
Exponent "4957" not found


PRP results:
dateuseridcompidcofactorsres64PRP
2017-09-21T18:36:34Oliver KruseOliver-PC5639FE8CADE78E__?
2017-09-21T19:21:15Oliver KruseManual testing5639FE8CADE78E__?
2017-10-02T09:56:28kkmrkkblmbrbkManual testing
148711
3003943
8179079743
12081283978359727856605030722943775567
246983850981415853695555800914746071630106768073
5639FE8CADE78E__no
2017-12-07T02:54:18ATHManual testing
148711
3003943
8179079743
12081283978359727856605030722943775567
246983850981415853695555800914746071630106768073
5639FE8CADE78E__no
2020-04-17T12:32:46Oliver KruseIOS-1
148711
3003943
8179079743
12081283978359727856605030722943775567
246983850981415853695555800914746071630106768073
9A78485A02C68A__no
2020-08-29T12:55:46CrypticCluecruncher
148711
3003943
8179079743
12081283978359727856605030722943775567
2550181209981787884841625159550785058330886223
246983850981415853695555800914746071630106768073
9A78485A02C68A14no


P-1 factor-bounds graph:
B1 = 100,000,000,000, B2 = 109,863,493,910,757,904 (stage 2)
B1 = 100,000,000,000 (stage 1)
100
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106
107
108
109
1010
1011
100
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109
1010
1011
1012
1013
1014
1015
1016
1017
1018
1019
1020
1021
1022
1023
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1025
TF factor-bounds graph:
210
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2110
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Last modified: 2020-09-13T16:06:05+00:00