I tried to use GIMPS manual form to upload these results, but it failed.
Should I upload the results? Or it's just internal project information?

this project is outside the 'normal' boundaries of GIMPS. This is why you can't UL your result.

M3321935021 has no factor in [2^71, 2^72-1]

Grant.

Just a note: Both Bill and Luigi seem to be AFT at the moment. Keep posting your results here. I will post a quickie updated status in the check out thread.

[QUOTE=firejuggler;258532]this project is outside the 'normal' boundaries of GIMPS. This is why you can't UL your result.[/QUOTE]

I think it would be nice if the database on GIMPS PrimeNet-server could be expanded with the results from "outside the 'normal' boundaries". I think it would be easy to automatically add the exponents where work actually has been done. Wouldn't it?

Found 1 factor
 

no factor for M3321934051 from 2^73 to 2^74 [mfaktc 0.16p1-Win barrett79_mul32]
no factor for M3321934051 from 2^74 to 2^75 [mfaktc 0.16p1-Win barrett79_mul32]
no factor for M3321934051 from 2^75 to 2^76 [mfaktc 0.16p1-Win barrett79_mul32]

no factor for M3321934129 from 2^73 to 2^74 [mfaktc 0.16p1-Win barrett79_mul32]
no factor for M3321934129 from 2^74 to 2^75 [mfaktc 0.16p1-Win barrett79_mul32]
no factor for M3321934129 from 2^75 to 2^76 [mfaktc 0.16p1-Win barrett79_mul32]

no factor for M3321934163 from 2^73 to 2^74 [mfaktc 0.16p1-Win barrett79_mul32]
no factor for M3321934163 from 2^74 to 2^75 [mfaktc 0.16p1-Win barrett79_mul32]
no factor for M3321934163 from 2^75 to 2^76 [mfaktc 0.16p1-Win barrett79_mul32]

no factor for M3321934193 from 2^73 to 2^74 [mfaktc 0.16p1-Win barrett79_mul32]
no factor for M3321934193 from 2^74 to 2^75 [mfaktc 0.16p1-Win barrett79_mul32]
no factor for M3321934193 from 2^75 to 2^76 [mfaktc 0.16p1-Win barrett79_mul32]

no factor for M3321934199 from 2^73 to 2^74 [mfaktc 0.16p1-Win barrett79_mul32]
no factor for M3321934199 from 2^74 to 2^75 [mfaktc 0.16p1-Win barrett79_mul32]
no factor for M3321934199 from 2^75 to 2^76 [mfaktc 0.16p1-Win barrett79_mul32]

no factor for M3321934207 from 2^73 to 2^74 [mfaktc 0.16p1-Win barrett79_mul32]
no factor for M3321934207 from 2^74 to 2^75 [mfaktc 0.16p1-Win barrett79_mul32]
[B][COLOR="Red"]M3321934207 has a factor: 47533991797717340492791
found 1 factor(s) for M3321934207 from 2^75 to 2^76 [mfaktc 0.16p1-Win barrett79_mul32][/COLOR][/B]

no factor for M3321934003 from 2^76 to 2^77 [mfaktc 0.16p1-Win barrett79_mul32]

I release all factors except M3321934003> Still working on it

Hi,

I saw that you have updated the web site, but it seems you forgot to update one exponant. It still listed at 76 bit.

no factor for M3321934003 from 2^76 to 2^77 [mfaktc 0.16p1-Win barrett79_mul32]

Thanks,

[QUOTE=Uncwilly;258663]Just a note: Both Bill and Luigi seem to be AFT at the moment. Keep posting your results here. I will post a quickie updated status in the check out thread.[/QUOTE]

I'm guilty here... :smile:

Stranded in bed with 41C for a week. But i'm getting out.

Luigi

[QUOTE=aketilander;258703]I think it would be nice if the database on GIMPS PrimeNet-server could be expanded with the results from "outside the 'normal' boundaries". I think it would be easy to automatically add the exponents where work actually has been done. Wouldn't it?[/QUOTE]

I usually send new factors of Mersenne numbers outside the GIMPS scope to both George Woltman and Will Edgington. They both are aware of the Operation Billion Digits and Big Mersenne Search.

Thank you for your advice! :smile:

Luigi

[QUOTE=Aillas;258897]Hi,

I saw that you have updated the web site, but it seems you forgot to update one exponant. It still listed at 76 bit.

no factor for M3321934003 from 2^76 to 2^77 [mfaktc 0.16p1-Win barrett79_mul32]

Thanks,[/QUOTE]

Well, I AM STILL UPDATING the site, hope to finish in some minutes. :smile:

Do you plan to take 3321934003 up to 79 bits?

[QUOTE=ET_;258989]Well, I AM STILL UPDATING the site, hope to finish in some minutes. :smile:

Do you plan to take 3321934003 up to 79 bits?[/QUOTE]

Yes. I have some works pending, but I keep this one. I will take it to 79.