[QUOTE=Dubslow;293330]You could queue up three months' worth and somehow I doubt you'd be holding up the milestone :smile:[/QUOTE]

I'm grabbing what I can get....if I could get 3 months worth I would....and yes I would not hold up the milestone.

Grab some now. 2106 UTC as I just released about 15 < 26M.

[QUOTE=garo;293409]Grab some now. 2106 UTC as I just released about 15 < 26M.[/QUOTE]

I'm in an airport right now... (and i'm sure they're gone by now).

[QUOTE=Dubslow;293411]I'm in an airport right now... (and i'm sure they're gone by now).[/QUOTE]

Yup...just got them.
The next batch can be yours if you want them.

[QUOTE=garo;293409]Grab some now. 2106 UTC as I just released about 15 < 26M.[/QUOTE]

Thanks..got them...and still configured to all complete within 60 days

[QUOTE=Dubslow;293411]I'm in an airport right now... (and i'm sure they're gone by now).[/QUOTE]
[URL="http://www.youtube.com/watch?v=3gkyO7380_0&feature=related"]Kevin Ayers[/URL] (Soft Machine)
[URL="http://www.youtube.com/watch?v=cAfTr7VPDK"]Fred & Ginger[/URL]
or most likely:
[URL="http://www.youtube.com/watch?v=OEalg62F8Zg"]Roxy Music[/URL]

David
x

No: [URL="http://www.youtube.com/watch?v=Fa3h3pnhg8s"]Peter. Paul & Mary[/URL]

A few recent "other" milestones.
 

December 2011: Exponents under 100M: less than 2.2M remain not factored.
Today: Exponents 700M range: less than 2.3M remain not factored.
Soon: Ditto for 900M range.

[QUOTE=petrw1;294148]December 2011: Exponents under 100M: less than 2.2M remain not factored.
Today: Exponents 700M range: less than 2.3M remain not factored.
Soon: Ditto for 900M range.[/QUOTE]

On further analysis all ranges 100M+ should be under 2.3M once the ranges are factored to 66 bits within the next couple years.

Less than 500 to the next DC milestone! :toot:

[QUOTE=Uncwilly;288527]All exponents below [COLOR="DarkOliveGreen"]22,545,883[/COLOR] have been tested and double-checked.
All exponents below [COLOR="darkolivegreen"]38,103,407[/COLOR] have been tested at least once.

Countdown to testing all exponents below M(42643801) once: 74
Countdown to testing all exponents below M(43112609) once: 101

Countdown to proving M([COLOR="DarkOrange"]25964951[/COLOR]) is the [COLOR="darkorange"]42[/COLOR]nd Mersenne Prime: 1,539
Countdown to proving M([COLOR="Purple"]30402457[/COLOR]) is the [COLOR="Purple"]43[/COLOR]rd Mersenne Prime: 53,637[/QUOTE]

All exponents below [COLOR="Teal"]24,077,267[/COLOR] have been tested and double-checked.
All exponents below [COLOR="darkolivegreen"]38,103,407[/COLOR] have been tested at least once.

Countdown to testing all exponents below M(42643801) once: 39
Countdown to testing all exponents below M(43112609) once: 51

Countdown to proving M([COLOR="DarkOrange"]25964951[/COLOR]) is the [COLOR="darkorange"]42[/COLOR]nd Mersenne Prime: 498
Countdown to proving M([COLOR="Purple"]30402457[/COLOR]) is the [COLOR="Purple"]43[/COLOR]rd Mersenne Prime: 43,571

I wonder which will come first:
- proving that the 47th known mersenne prime** is the 47th mersenne prime
- finding a 48th known mersenne prime

(**technically, the 46th known mersenne prime, in order of discovery, iirc. Or is it the 45th?).