is 2 170003 - 1
has 51177 decimal digits
takes 0.001 GHz-days to do one PRP test
Last-known PrimeNet details:
Exponent is not assigned to anyone
-unknown- L-L tests remaining
ResidueStatus
L-L-unknown--unknown-
PRP-unknown--unknown-

 Trial FactoringP-1 FactoringCombined
LimitGHz-daysProbabilityB1B2GHz-daysProbabilityGHz-daysProbabilityProb over default TF
Actual267174.784773.1343%100000000023100000000064.855020.8226%239.639778.7285%23.7285%
PrimeNet2400.000055.0000%1800400000.000011.4642%0.000060.1589%5.1589%
GPU722440.000059.0909%3200650000.00008.0714%0.000062.3928%3.3019%
Difference+23+174.7847+14.0434%+999996800+230999935000+64.8550+12.7512%+239.6396+16.3356%+16.3356%

Known prime factors (7 factors, 361.3 bits, 0.21254794% known):
Remaining cofactor is not a probable-prime

P-1GHz-days
exponentfactordigitsbits*kdate foundmin B1min B2min. TFmin. P-1normal P-1
170003340007618.3751
1
-112.055e-134.793e-99.755e-9
170003918356207929.7742701
37 × 73
2008-07-2737736.667e-101.867e-73.609e-7
17000358774705382391342.41817286373
13 × 1329721
2008-07-271313297215.649e-60.00030.0006
170003508194636182391445.530149466373
7 × 3677 × 5807
2008-07-27367758072.836e-51.818e-53.587e-5
1700038236002126649211549.5492422310820
22 × 3 × 5 × 37 × 73 × 14947
2008-08-2673149470.00084.234e-67.289e-6
170003182978306218234323072672012683.92053816199190083211200
26 × 3 × 52 × 112 × 31 × 547 × 6263 × 872479
2008-08-26626387247914,815,2040.00030.0004
17000342238035505201706296372321692891.77112422732394487657952028
22 × 3 × 11 × 23 × 77521 × 52783234079713
2019-02-1877521527832340797134.973e+913,78425,744

120 Composite Factors:
exponentprime factorscomposite factordigitsbits*
1700033122475388734491548.150
17000319983811252950276731960.794
170003172789733664465876732063.906
1700032800298375075617944472167.924
17000353976115502514164994732272.193
170003466703698502204640594732375.305
1700037563583673873502115146472479.323
1700032986899001853084537473411212787.949
17000318352257103663333697363163112890.568
17000348406859852254480944244141192891.967
170003158682524416639093234692363112993.680
170003418549210434988560351710941192995.079
1700032571671394202707833664605825293097.699
170003622139049623431974849699921040731102.295
17000310155665689230617143327221252784733106.324
170003143612277380171165527106639808518334110.146
170003164586711977854893024096177135883334110.342
1700031423096613923691554395041819811883335113.455
1700031680392632618621871742316524586660735113.694
17000327430372380338846870844312821668804736117.723
170003387895620776883677642645032070122298337121.545
170003444547402066970055187098279852208663337121.742
1700033843772653379209143729878459116484663338124.854
17000310754496039345462474261613749266099903939126.338
17000392988593757845541647766711854563007903939129.450
170003571345257838759766745489814575136744624940132.070
1700031507009719144048250972637431742702655612141133.469
1700032482528092749158649900006248164663541039141134.189
1700039326518621921870308015162269557145279632941136.098
17000321465143086624852533657579353119802593039142137.301
17000324600106531348406891281782406605345751644142137.498
170003131887226333485888584242809419066072278088143139.920
170003151149228534584287553999724837709910982643143140.117
170003347872550246326092146082027271063787904364943141.320
1700031306909608557504763332164785248818600914643144143.229
1700033656603934849732659486268506046718830025327344144.713
17000331616772797823789079032216397534404628381327345147.826
170003512393853577010413668453535254541101826703284746151.844
170003844076929231363185076551424419722756598081273746152.564
1700037298298905454056235411312583116204720251445273747155.676
1700038364208421404177781884044990722663792979255508747155.873
1700039876458190889821680523730728475064541428668507347156.113
17000385396652257718908119503567519618419581136624507348159.225
170003118279102191602595612312911846352585333999396554349159.695
1700031383971729585263438388215372601449810736755419304750163.243
1700032279845083028061540163410667340801120979856714693750163.963
17000319712647387745072004744114411532615525932152478693
7
51167.076
17000322591660525925049548170199059129417070403439689928
7
51167.272
17000331947091576363294566840838047552470111490502830793
43
52171.094
17000354653772020401215129752590687614566395307394418723
21
52171.869
17000333580649201098756001298321137966212695375372931615
511
53174.488
17000377286441947274514928169216587712815719423981955788
969
53175.690
17000388574052251089734960175338812061812010409840410010
919
53175.887
17000329035459544190232792988049481642899986523520288853
5511
54177.600
17000376585425594373533514415908607935696290057605405269
0919
54178.999
17000312616074609072212182287041578390289959035894695177
21449
55179.719
17000347056007586109666589606194419210114579917199985153
31329
55181.618
17000377516328714512212008634077077054376674099814199286
08559
55182.339
17000320446106651348477888381422434399035578443697066604
594111
56183.738
17000367024381003650386971170321087219700071256133678232
088559
56185.451
17000376813227204381983217247048714974157098566623186535
875009
56185.647
17000317678696411027187317490803062168423598080924744255
3514111
57186.850
17000310862234765604554695787852822034172705197551395989
58175401
58189.469
17000318582665063340555952621789101923765876369281254126
82246247
58190.244
17000326277931267166965997182030824338471334314189832841
939982783
59194.066
17000330115797783736267514604336423472700516223418608286
582536433
59194.262
17000326039580800066162009636009838058392288493616241029
3281296433
60197.374
17000342895536796068156474628701459437473181019174476231
1916710143
60198.095
17000350191630770898386544750602032301235072744161337431
61691846447
61201.643
17000369518193842050419213949022976527128899199061085250
28229898777
61202.113
17000360108805306241208782580954767586992023127009795200
292672338777
62205.225
17000370976483679224717517198359199653424249380184293754
799263280583
62205.465
17000381342530663930580614661920206384971527427025554412
952401424233
62205.662
17000370332700960329598779486373649642476144841274311485
6210516184233
63208.774
17000311586050425216564568824320089181799852410389629114
36789186183943
64209.494
17000318776808952249859588797332476119404638277604601144
021416552496977
65213.512
17000316235340580735440718769358657556978690702890527186
7895613498936977
66216.624
17000345424878555042477051395436584065540996040109123273
5615530328885591
66218.109
17000317065505803520847713921017945196646033378524063856
11177359634905129
67220.018
17000339276555247226577452760919947946659870500689098758
48326268663405591
67221.221
17000345012858258942549851499037563158805010062610950562
24052961237551641
67221.418
17000324132501286322158528870062516396561818759008321166
688033110241184081
68223.840
17000327657029823451044923049355503612335014125880677679
284707151049189631
68224.037
17000363653130023890361583061049294067395284353117197647
083001686585056449
68225.239
17000323913610655418785892216823445493989386579047154825
2915568976252509631
69227.149
17000339393382469266084693522506005624362224184993466262
8888380826843907601
69227.869
17000310390601731028384021779494485273539402348284176409
73536814540051590529
70229.268
17000363842464814276180092082146232079304128468535076211
75289777764839658839
70231.888
17000355201294448341149924666133290799756536898176994771
987583858933064738839
71235.000
17000315444776682864327494813808206638372397440609382676
8738429620533403139137
72236.484
17000313354303719943766919980882108741499982589327798401
57561869629438544779137
73239.596
17000315304686898048279547358633264736935815056358161467
81571575191496220801487
73239.793
17000321642509780032890170771838187327972868447050319020
391750154450725288055143
74243.615
17000335328773227617677660931805814544003115742330579685
4489331701319321140993703
75247.644
17000341716219173244449948804057198451466868526396634315
6034112243128833887713337
75247.883
17000336069868300868946939109240121226931996992124031622
08909819388188118253353337
76250.995
17000341337837776911103912531069400653043107693696225075
00373019649235950995385687
76251.192
17000358456247052417771847278460679139760735708215158257
644470043066855223384528943
77255.014
17000395422735941548609595808219458732250030056171492057
6345056375864228262529563503
78259.043
17000323084679630909061189326454576304284685193394719570
042244861008388978057531894249
80263.639
17000314183806532437325693743021075873887895567054540443
7453690401449505423659748573359
81266.258
17000337411939638211193442231815349959840475146768619059
2248274291160816513158228053311
81267.658
17000312264007711373548041925715405898005467501301115619
73164800960719677522967908053359
82269.371
17000314055154209014213707987951313707839227917610572399
07679329291877767990088101279809
82269.567
17000332348179254361327993669456760911141686744901115636
76444818275294752275525600973311
82270.770
17000319875533191551409352477607580132272628465943111313
706923325933032243937303532322601
83273.389
17000332444398179278118102841965273505176135969308700500
0401353583188468658857889297964521
84277.418
17000378489526672664971677993198411254909229585505584168
51353548456879311262407246767919743
85282.014
17000312720321360569273248712912841693795480433227357860
4698558996914715740189389645722113177
87286.033
17000310998607383737632047143570984907114551485073593624
30936973327328142836944633010132553177
88289.145
17000321199958825651805395760751709452594961342395036118
172666820320906297069521218184036753543
89293.414
17000334357486982660583874551283559513496701080864197305
8576208780326061080046955905879683751377
90297.432
17000329707151203391357383749202322700861943478629565146
24738838556103970506756309841245398191377
91300.544
17000372081344004333933971964259064758484550211437090454
31533927576850387347716700831099784461894801
94311.789
17000319012547053318272813113924001320714546564454429201
044552047714479191333205623979230145443939329
95313.188
17000311681786076513477141434558269219505472844401393133
3727321018772323049643525336690433633254439639
96315.807
17000310100639359211485249976415034134551966816338402556
68013578280945242700090692640192324102855519639
97318.920
17000364643990859575859843684259579170521908337404571093
59555008087256926407629244592306104061957479435303
100331.563
17000317460290597294395784442523104739154401512657250625
42131525655315212913318998998863404314995445331856
5103
104342.963
17000359366210251142756274809489532730456705951140538133
97625136434867595970188528926065495109286563809485
364975721
109361.338
P-1 results:
 GHz-DaysworthFactor
probability
dateuseridcompidb1b2estagefactordigitsbits*spentsaved
2017-04-16T19:14:59kkmrkkblmbrbkManual testing100000000200000000012---0.975--12.187%
2021-03-17T18:53:27Seth_TrManual testing20000000036200000000---10.36--17.024%
2021-04-29T18:09:59Seth_TrManual testing1000000000231000000000---64.86--20.823%


Trial Factoring results:
 BitsFactorGHz-Daysworth
dateuseridcompidfromtofactorbits*digitsspentsaved
2008-08-26T20:12:00ANONYMOUSManual testing??49.549150.0000.0010.001
2008-07-27T10:49:00J FeitsmaManual testing??29.77492.45957e-100.0015.10465e-10
1999-11-10T00:00:00ANONYMOUSv4_computers251253--0.005--


ECM factoring results:
Total ECM effort:42.173 GHz-days
Estimated T-Level:31.582
DigitsB1CurvesCompleteFacMiss
20110001145 / 10011.4500.001%
25500001145 / 2804.0891.663%
30250000864 / 6401.35025.897%
351000000500 / 15800.31672.865%

ECM Summary

B1B2factorcurvesGHz-days
10.00000e+0
5000050000002810.979
250000250000003626.308
2500002500000020.035
100000010000000050034.85


Lucas-Lehmer results:
Exponent "170003" not found


PRP results:
dateuseridcompidcofactorsres64PRP
2017-09-22T00:06:07Oliver KruseOllaptopA06A868E5C461C__?
2017-09-22T10:04:08Oliver KruseManual testingA06A868E5C461C__?
2017-10-12T01:07:00kkmrkkblmbrbkc4.xlargeA06A868E5C461C__no
2019-02-19T10:36:35J.R. Allenaofafujitsu
340007
918356207
5877470538239
50819463618239
823600212664921
18297830621823432307267201
4223803550520170629637232169
02872329A5392C67no
2019-02-19T10:40:31ATHec2-PRPCFDC
340007
918356207
5877470538239
50819463618239
823600212664921
18297830621823432307267201
4223803550520170629637232169
02872329A5392C67no


P-1 factor-bounds graph:
B1 = 1000000000, B2 = 231000000000 (P-1 stage 2)
B1 = 200000000, B2 = 36200000000 (P-1 stage 2)
B1 = 1000000000 (P-1 stage 1)
B1 = 100000000, B2 = 2000000000 (P-1 stage 2)
B1 = 200000000 (P-1 stage 1)
B1 = 100000000 (P-1 stage 1)
100
101
102
103
104
105
106
107
108
109
100
101
102
103
104
105
106
107
108
109
1010
1011
1012
1013
1014
TF factor-bounds graph:
267
253
2
210
220
230
240
250
260
270
280
290
2100
Last modified: 2021-04-29T18:09:59+00:00