Crosspost
 

We have another "billionaire"... gangho from China just found that M3321934843 has a factor: 177665502036166583753.

I asked him how far he factored it, I'll ke4ep you informed ;-)

Luigi

taking 3321934051 from 62 to 71

taking 3321934129 from 62 to 71

[QUOTE=ET_;222579]We have another "billionaire"... gangho from China just found that M3321934843 has a factor: 177665502036166583753.

I asked him how far he factored it, I'll ke4ep you informed ;-)

Luigi[/QUOTE]

Gangho reserved M3321934843 from 62 to 70 bits.

Luigi

Hi,

I'll take 3321932899, 3321932909, 3321932969 and 3321933007 to 2^81 (or stop earlier if I find a factor)

Oliver

taking 3321934163 from 62 to 71

Taking the following exponents:

3321931429,76,79
3321931819,76,79
3321932767,76,79
3321931777,76,78

Luigi

Taking 3321929909 to 81 bits.

3321934243 from 62 to 71

I am going to be on vacation the next couple of weeks and thought I would try to cover off some lower ones that already have factors. The following list all already have a factor but are to a low level. I will start with going to 67 but might go more if things are good.


taking 3321934069 from 60 to 67
taking 3321934081 from 60 to 67
taking 3321934211 from 60 to 67
taking 3321934223 from 60 to 67
taking 3321934237 from 60 to 67
taking 3321934271 from 60 to 67
taking 3321934391 from 60 to 67
taking 3321934433 from 60 to 67
taking 3321934463 from 60 to 67
taking 3321934471 from 60 to 67
taking 3321934591 from 60 to 67
taking 3321934687 from 60 to 67
taking 3321934739 from 60 to 67
taking 3321934751 from 60 to 67
taking 3321934769 from 60 to 67
taking 3321934807 from 60 to 67
taking 3321934817 from 60 to 67
taking 3321934849 from 60 to 67
taking 3321934907 from 60 to 67
taking 3321934937 from 60 to 67

Grant.

[QUOTE=gjmccrac;224232]
...
Grant.[/QUOTE]

Do you wish to be listed as gjmccrac or as Grant?

William