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-   -   POST LOTS AND LOTS AND LOTS OF PRIMES HERE (https://www.mersenneforum.org/showthread.php?t=4938)

lsoule 2005-11-08 14:16

3338480145*2^270784-1 (81524 digits)

SlashDude 2005-11-08 23:14

Prime Dump! - L146
170388075*2^208785-1
170388075*2^220925-1
325282815*2^225843-1
325282815*2^227393-1
170388075*2^232023-1
325282815*2^251592-1
2139505335*2^261580-1
170388075*2^266184-1
739014705*2^266347-1
1309709115*2^293752-1
739014705*2^316119-1
760236345*2^323462-1
1710009015*2^326657-1
739014705*2^328764-1

Kosmaj 2005-11-08 23:41

hello slash dude,

what a nice comeback, with 14 new primes :shock: :cool: :w00t:

lsoule 2005-11-09 06:21

Very impressive SlashDude! :w00t:

One more from the RPS team project:
2022381375 218104

SlashDude 2005-11-09 18:40

Thank you Kosmaj and Isoule :smile:

I'm happy to be back!

Here is one more:
325282815*2^333867-1

Flatlander 2005-11-10 12:49

From the 'drive' thread:

804003525 216915 is prime.

amphoria 2005-11-10 21:57

869688105 277530 (83554 digits)

Dave M (L139)

Kosmaj 2005-11-11 01:40

Dave
 
Congrats on your new prime, and thanks for joining us :cool:

grobie 2005-11-11 23:41

My first prime :banana: :banana: :banana:

1952775825 224003 (67439 digets I think lol)

what now :unsure:

Kosmaj 2005-11-12 00:19

grobie
 
Congrats on your first prime :geek: It has 67441 digits.

Here is how to report it to Top-5000. I assume you have no account there.

Go to [URL=http://primes.utm.edu/bios/submission.php]the submission page[/URL] and

1) Create a new account giving your real name, e-mail address (you can select that the address is not published, or published "munged" like "grobie (at) abc (dot) com" if you want), and user-id (your family name, or whatever else you like). After this you will receive the confirmation mail and your password.

2) Create a new prover's code: Select "LLR" as the program you used to prove primality. In the "other persons/projects" field enter "RPS", that's the user-name of our project, short of "Riesel Prime Search".

3) Report the prime using the code created in step 2. Enter the primes as
1952775825*2^224003-1

That's all! When reporting new primes later just go straight to Step 3.

grobie 2005-11-12 00:25

done, I hope I did it right.


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