[QUOTE=masser;513789]Congrats! :bow wave:[/QUOTE]

[QUOTE=gd_barnes;513797]Congrats on a HUGE find! :smile:[/QUOTE]

Thanks! :smile:

[QUOTE=wombatman;513861]Thanks! :smile:[/QUOTE]

And where that prime is reported?

[QUOTE=wombatman;513778]S468 is still going at n = 541325, but I am pleased to announce that it is now a 1-k base!

188*468^535963+1 is prime! (1431156 decimal digits) Time : 3141.073 sec.

I'm confirming now with an N-1 via PFGW, but I don't expect any surprises. :smile:[/QUOTE]


Wombatman,


You'll need to report that prime to the top-5000 site. It's generally a good idea to report it there before posting it anywhere else. Lest someone steal it from you.


One more thing: I take it from your status here that you are still searching k=97 and are now at n=541325 with it. Is that correct? I ask because I think you previously said that you had stopped k=97 at n=500K.

[QUOTE=gd_barnes;513909]Wombatman,


You'll need to report that prime to the top-5000 site. It's generally a good idea to report it there before posting it anywhere else. Lest someone steal it from you.


One more thing: I take it from your status here that you are still searching k=97 and are now at n=541325 with it. Is that correct? I ask because I think you previously said that you had stopped k=97 at n=500K.[/QUOTE]

Sorry, I looked at the site but wasn't sure which category it should go under. Also, yes, I was given a sieve file by pepi that I believe goes to n=1M. I can confirm tomorrow when I get to work and send you a PM.

I'll also take another look at the top-5000 site.

Edit: Ok, I see that I can just submit the number for the top-5000 list without a specialized category. Way out of practice. :smile:

Double Edit: Submitted here: [url]https://primes.utm.edu/primes/page.php?id=126418[/url]
The number should jump in at #131.

35*832^332073-1 found by Doug (969696 digits)

118*558^261698+1 found by CoolAtchOk (718791 digits)

[URL="https://primes.utm.edu/primes/page.php?id=126451"]55*552^227540-1[/URL]

16*140^251178+1 is prime! (539062 decimal digits)
[URL]https://primes.utm.edu/primes/page.php?id=126455[/URL]

[QUOTE=matzetoni;516658]16*140^251178+1 is prime! (539062 decimal digits)
[URL]https://primes.utm.edu/primes/page.php?id=126455[/URL][/QUOTE]


Very fast find!
congratulations! :party:

Thanks. My second T5K prime and also the largest prime I found so far :)

38*875^256892-1 found by whizbang (755780 digits)
38*875^316292-1 found by whizbang (930536 digits)