[QUOTE=gjmccrac;229949]Thanks - I had not noticed the discrepancy in the letter.
:smile:[/QUOTE]

It's hard to see. I checked all the digits of the factors looking for differences before I spotted the j / i difference. The ElevenSmooth site is now consistent with "j".

William

It's great to see stirrings of life!

@Uncwilly -- fabulous sign!!

Rodrigo

My first exponent
 

Factoring M3321934379 from 2^63 to 2^69 : no factor found.

[QUOTE=Pat83;230063]Factoring M3321934379 from 2^63 to 2^69 : no factor found.[/QUOTE]

The range 2^62 through 2^63 is still untested.

This is my fault - I told you be email to begin at 2^63, but I should have said 2^62.

Will you stop here or continue to higher levels with this numberr?

William

[quote=wblipp;230074]The range 2^62 through 2^63 is still untested.

This is my fault - I told you be email to begin at 2^63, but I should have said 2^62.

Will you stop here or continue to higher levels with this numberr?

William[/quote]


ok, I restart the perforl like this : 2^62 to 2^69 then 2^62 to 2^71
is it ok for you ?

[QUOTE=Pat83;230075]ok, I restart the perforl like this : 2^62 to 2^69 then 2^62 to 2^71
is it ok for you ?[/QUOTE]

Since it's such a small range and easy to run, I just tested it for you. ("Factoring M3321934379 from 2^62 to 2^63, No factor found") No factors. The 2^62 to 2^63 range is now done.
You would have only needed to run 2^62 to 2^63, not the whole 2^62 to 2^69 range. If you want to continue it to 2^71, you can now run 2^69 to 2^71.

[quote=Mini-Geek;230085]Since it's such a small range and easy to run, I just tested it for you. ("Factoring M3321934379 from 2^62 to 2^63, No factor found") No factors. The 2^62 to 2^63 range is now done.
You would have only needed to run 2^62 to 2^63, not the whole 2^62 to 2^69 range. If you want to continue it to 2^71, you can now run 2^69 to 2^71.[/quote]


waou ! ! ! it's not easy to follow you ! ok for the range 2^62 to 2^63 and 2^69 to 2^71. if it is not correct, i wouldn't be able to continue like this.

M3321934783 has no factor in [2^62, 2^71-1].

Grant

[quote=Mini-Geek;230085]Since it's such a small range and easy to run, I just tested it for you. ("Factoring M3321934379 from 2^62 to 2^63, No factor found") No factors. The 2^62 to 2^63 range is now done.
You would have only needed to run 2^62 to 2^63, not the whole 2^62 to 2^69 range. If you want to continue it to 2^71, you can now run 2^69 to 2^71.[/quote]


so, M3321934379 2^62 to 2^63 have no fctor
but M3321934379 2^69 to 2^71 return message segmentation fault

[QUOTE=Pat83;230116]so, M3321934379 2^62 to 2^63 have no fctor
but M3321934379 2^69 to 2^71 return message segmentation fault[/QUOTE]

I tested it on my Windows 7 64 bit and gave me no error. Would you mind sending your resume and results logfiles to me, so that I will be able to check what may be wrong?

Luigi

M3321934831 has 0 factors in [2^68, 2^69-1].