I've done 100 x 1M

[QUOTE=10metreh;190422]Stupid double-submit bug - I submitted my ~350 curves at 25e4, refreshed the page and the count increased to 700. I have only actually run about 350.[/QUOTE]

same as me, sorry! (clicking on 'Factorize' to avoid this)

only done 200 x B1=5e4 and 400 x B1=25e4!

now running 200 x B1=1e6

I've done 57@1e6.

We have now a c135

[QUOTE=Andi_HB;190450]We have now a c135[/QUOTE]

Yeah. The lucky curve for the c155 was:
[CODE]Using B1=110000000, B2=776278396540, polynomial Dickson(30), sigma=174687385
Step 1 took 763511ms
Step 2 took 219470ms
********** Factor found in step 2: 14040344224729416795055954945408117
Found probable prime factor of 35 digits: 14040344224729416795055954945408117
Probable prime cofactor 6181167710774459419220476464852359568326505420559462669696762017595200688210036754059212719079959176862593459328741504567 has 121 digits[/CODE]

[QUOTE=axn;190455]Yeah. The lucky curve for the c155 was:
[CODE]Using B1=110000000, B2=776278396540, polynomial Dickson(30), sigma=174687385
Step 1 took 763511ms
Step 2 took 219470ms
********** Factor found in step 2: 14040344224729416795055954945408117
Found probable prime factor of 35 digits: 14040344224729416795055954945408117
Probable prime cofactor 6181167710774459419220476464852359568326505420559462669696762017595200688210036754059212719079959176862593459328741504567 has 121 digits[/CODE][/QUOTE]

Why were you running 55-digit curves?

[QUOTE=10metreh;190460]Why were you running 55-digit curves?[/QUOTE]

I figured that someone else would be doing the lower levels, so I went straight to the final level.

1000 curves @ B1=11e6, B2=35133391030

[QUOTE=jrk;190541]1000 curves @ B1=11e6, B2=35133391030[/QUOTE]

another 2000 curve with same params. ready for gnfs?

[QUOTE=axn;190545]another 2000 curve with same params. ready for gnfs?[/QUOTE]

Yep, aliqueit suggests about 1/4 of t45, and you've done about 2/3 of it.

I searched for a poly over night. This is the best I've got[CODE]n: 233515345448704331188831767635577487430288807946401538680318081261615453927577744159848068718415496556100755527513286988731533493638561
skew: 139908.78
# norm 5.40e+018
c5: 1070460
c4: 722607094720
c3: 296812308178551
c2: -7218823488232420448838
c1: -232890143076540747963283048
c0: 21488507881608473524197670431360
# alpha -5.94
Y1: 1388554256181521
Y0: -46531520777776977103737373
# Murphy_E 3.76e-011
[/CODE]