C197_147_136
 

So far I've run to A=16.8M. Here are the 5 top scoring polys to date:
[CODE]# norm 3.010689e-019 alpha -8.143759 e 7.225e-015 rroots 1
skew: 90634530.07
c0: -63435008476578578628109174914263239764964938240
c1: -5149288394187786175974180004912374307008
c2: -52258144536866822124743534810340
c3: 2428819268187483454423921
c4: 306250200208048
c5: 16429140
Y0: -73132465188351852729710730046690661969
Y1: 806512840028680709

# norm 2.535405e-019 alpha -7.659804 e 6.487e-015 rroots 3
skew: 92011537.24
c0: 37373633400537651570654054025608208781263343565
c1: -5495960883833212236070593500473186435657
c2: 14207917084403687755251655370835
c3: 2453504973970005368719929
c4: 1052473978717348
c5: 16429140
Y0: -73132465188344526246901496346856680328
Y1: 806512840028680709

# norm 2.373601e-019 alpha -7.474412 e 6.218e-015 rroots 3
skew: 92572847.71
c0: -6796492405362970082633054535334850723517419535
c1: -5483914186494776376840350238863577539217
c2: -17007497917185814059939742820745
c3: 2438567097829413430441849
c4: 702965383099348
c5: 16429140
Y0: -73132465188347957749342479975816490988
Y1: 806512840028680709

# norm 2.325650e-019 alpha -8.213933 e 6.164e-015 rroots 1
skew: 169859088.95
c0: 788118646852231322093877116223123681361355030325
c1: -4015874837682633339814969611830556002425
c2: -104805045718518146199276908710437
c3: 2428534701882340204007865
c4: -286533132397052
c5: 16429140
Y0: -73132465188357672722346997133656218256
Y1: 806512840028680709

# norm 2.346357e-019 alpha -7.910888 e 6.162e-015 rroots 3
skew: 381219158.83
c0: 10878509735370870399294762281304374902937307146007
c1: -109583675771437772961683221438474230956432
c2: -143146404354462407434327840132162
c3: 1260683381139911951977588
c4: 1828361767639611
c5: 2683980
Y0: -105069659328264420182250291572391158350
Y1: 449497639936254967[/CODE]

I'm planning to continue on at least a little bit.

Up to A1=29M or so, only one other decent result:

[CODE]R0: -71434955722553426795384236598403817058
R1: 669246770405819533
A0: 2530088391043376478844242899224415032920239025
A1: 9312893714691596866951556258273821568954
A2: 27436480764147859971843914541434
A3: -1795223264778840182790142
A4: -1168771672666275
A5: 18476172
skew 143002602.50, size 2.331e-019, alpha -7.469, combined = 6.997e-015 rroots = 5[/CODE]

And with that, I'm done :smile:

Thanks a lot! The number is queued :)

[QUOTE=Gimarel;435354]I'll switch to C188_149_78 now.[/QUOTE]t60 is 100% done. Hope it will feed 15e :-)

C188_149_78
 

The best results of msieves rootsieve:

[CODE]# norm 3.140510e-18 alpha -7.115863 e 3.106156e-14 rroots 5
skew: 15116681.38
c0: -1991830053361118866078564467321663500138147
c1: 1040687760007524093544367817954604502
c2: 990170746128909171727312701179
c3: 23046993511470793873198
c4: -4175517251461692
c5: 20540520
Y0: -919364329784745524874975203570555340
Y1: 13297511475651768353
# norm 2.987416e-18 alpha -7.604747 e 3.026623e-14 rroots 3
skew: 24536297.63
c0: 38835128506204858370129402834304842436699840
c1: 5925433791478513295801393904068662290
c2: 1015544165260007679600658870049
c3: -15554066356163769731858
c4: -3930996020307492
c5: 20540520
Y0: -919364329753085918620474604807253289
Y1: 13297511475651768353
# norm 2.907443e-18 alpha -6.951416 e 2.963787e-14 rroots 5
skew: 16406668.94
c0: -12683827599597017758154578982082055219676835
c1: 1119725024006384624975064351276195246
c2: 992886645180193172330859690971
c3: 22381642135485143314990
c4: -4171423936636092
c5: 20540520
Y0: -919364329784215539257601626691078172
Y1: 13297511475651768353
# norm 2.927373e-18 alpha -8.787210 e 2.870845e-14 rroots 5
skew: 38053924.28
c0: -22678189855694631822322039462338362101237691
c1: 56638589460148993231965866537888345811
c2: -8789814477975581758557479780747
c3: -892438464481405055628291
c4: 5267730829397758
c5: 13813800
Y0: -995284640536891447372839822153067656
Y1: 42336329265669748313
# norm 2.792551e-18 alpha -7.023352 e 2.823659e-14 rroots 3
skew: 18936100.86
c0: 1702553567082422669944583876605899749354224
c1: -2861626081281927279829495381456213532
c2: 210058738724766504551777299164
c3: 112924624665622944201167
c4: -370370436552598
c5: 2162160
Y0: -1442222847185350831442206210287173145
Y1: 74854966685031487811
[/CODE]The best results of cado's rootsieve:

[CODE]n: 13491172052456269739341956417618996004920029783644716173916161037211832989375573077619750428074121959983565850095685624646347992341534091340006815261958418474059537715490281306983460649909
Y1: 13297511475651768353
Y0: -919364329728202032743369413304685682
c5: 20540520
c4: -3738806693578092
c3: -44259361445655084062450
c2: 846976143737590901981808167681
c1: 37041993919691776046453705983168629456
c0: 546511808517700384524916377214852850639235585
skew: 27680768.000
# lognorm: 59.65, alpha: -7.94 (proj: -2.83), E: 51.71, nr: 3
# MurphyE(Bf=10000000,Bg=5000000,area=1.000e+16)=2.80e-14
n: 13491172052456269739341956417618996004920029783644716173916161037211832989375573077619750428074121959983565850095685624646347992341534091340006815261958418474059537715490281306983460649909
Y1: 74854966685031487811
Y0: -1442222846817610537188785279992122201
c5: 2162160
c4: -317260176149398
c3: 106168373342535851086799
c2: 1823285516637311550292524576720
c1: -79324248544959822822244806855423859232
c0: 112407205339542970274742949494271495358289640
skew: 36847616.000
# lognorm: 59.14, alpha: -7.63 (proj: -2.37), E: 51.50, nr: 3
# MurphyE(Bf=10000000,Bg=5000000,area=1.000e+16)=2.77e-14
n: 13491172052456269739341956417618996004920029783644716173916161037211832989375573077619750428074121959983565850095685624646347992341534091340006815261958418474059537715490281306983460649909
Y1: 55610559753070165621
Y0: -1495783090451707701832523687911682183
c5: 1801800
c4: 200521295569910
c3: -291337921785742539589492
c2: -913403846389750726944615439201
c1: 198935485315415177090253875920574745672
c0: -2006349453164007399744038932788359203418614464
skew: 44548096.000
# lognorm: 60.11, alpha: -8.03 (proj: -2.36), E: 52.08, nr: 3
# MurphyE(Bf=10000000,Bg=5000000,area=1.000e+16)=2.66e-14
n: 13491172052456269739341956417618996004920029783644716173916161037211832989375573077619750428074121959983565850095685624646347992341534091340006815261958418474059537715490281306983460649909
Y1: 25908848725134528001
Y0: -956888345530337444161931233565576607
c5: 16816800
c4: -5511326444724536
c3: -70670074446310340613530
c2: 24188914737217722499812820125597
c1: 87932938601921161589214760578248057426
c0: -1801416931414117003772196983407242249516501400
skew: 43204608.000
# lognorm: 60.59, alpha: -8.35 (proj: -2.60), E: 52.24, nr: 5
# MurphyE(Bf=10000000,Bg=5000000,area=1.000e+16)=2.64e-14
[/CODE]

Thank you [B]Gimarel[/B].

Two more GNFS targets:

[B]C178_131_81[/B][code]9665594746635471193631401610305223441026454871232104654184978793903680411628939306459447967671907712555259632196378072766508008145078274293025707034749562219382254626268701104791[/code]
[B]C178_133_71[/B][code]3841555638609121585955208849852215958265892685129760666527325956988824434099468571864347054880461407129910718661394754868659901229138374032476680504468397772382909852918017232799[/code]

This is all the time I have before departing on holiday.
[CODE]# C178_133_71
N: 3841555638609121585955208849852215958265892685129760666527325956988824434099468571864347054880461407129910718661394754868659901229138374032476680504468397772382909852918017232799
# expecting poly E from 1.07e-13 to > 1.24e-13
R0: -46515930102250406625446814410322748
R1: 43316651465326921
A0: 1849279295652687185857424396955381160117649451
A1: 50719340386210033066265064569927805197
A2: -906428031886864898595060751181
A3: -13675167978469070379277
A4: 24728155385850
A5: 17640
# skew 206008890.45, size 2.494e-17, alpha -8.934, combined = 1.223e-13 rroots = 5[/CODE]

Would somebody help me with a poly for aliquot 996666 C161?
Eventually some more ECM would be great!

I know, I promised I would unreserve my sequences when they reach over 160 digits and with an ECMed cofactor of over 140 digits, but I nurtured this sequence from the very beginning (my first reservation ever), and right now when I succeeded in crushing that impossible D3 driver (I took the sequence when it first achieved \(2^3\cdot 3\cdot 5\)), the nostalgia/avarice in me woke up and I don't want to let it go...

I ECMed it to about 50 digits, but now my resources are quite scarce, and the budget too... :blush: and I stepped on my toes asking for a little help..

edit: it is here, so you won't waste the time to look for it: [code]15360546723794514222574388042030850512504664411855186028966797882075844836876899947912759984829063252443935608181864075898439561787860173515596122371280973500547[/code]

I'll run one full CPU-CADO on it.

Edit: Initial ETA seems to indicate less than 20 hours of time to complete, but since it's my primary desktop, pausing and pre-empting will probably mean it takes 24+ hours to report the result.

After trial sieving the top 5 results, the top 1 was tested to indeed be fastest.

[code]n: 15360546723794514222574388042030850512504664411855186028966797882075844836876899947912759984829063252443935608181864075898439561787860173515596122371280973500547
skew: 692480.0
c0: -2815320470262280199590077229533558548
c1: 33172336975145742868514434604252
c2: -58916123756222901243341233
c3: -139723651521878491553
c4: -13818879658200
c5: 50374800
Y0: -5715447756403002122422703762583
Y1: 1338245228250887931349
# MurphyE (Bf=1.00e+07,Bg=5.00e+06,area=1.00e+16) = 1.26e-12
# lognorm 50.69


rlim: 41800000
alim: 41800000
lpbr: 30
lpba: 30
mfbr: 60
mfba: 60
rlambda: 2.6
alambda: 2.6
[/code]