This PRP Cofactor Assignment (why factor is similar to p)

[Uncwilly]

Originally Posted by tuckerkao

But nobody tried to find more factors after you certified my very first PRP test last year -M103374133

That is mangos and melons. Again, you are proving the old adage.

[Uncwilly]

Originally Posted by tuckerkao

11180011 11196881

You haven't figured out that if you allow your machine to generate the proper files that the second PRP-CF run could be avoided.

[tuckerkao]

Originally Posted by Uncwilly

You haven't figured out that if you allow your machine to generate the proper files that the second PRP-CF run could be avoided.

I wasn't aware there could be the proof file for this, I was asking about the proof file for LL tests early on.

Where can I find the PP1 test?

[firejuggler]

New features in Version 30.6 of prime95.exe
-------------------------------------------

1) P+1 factoring.  A worktodo.txt entry looks like this:
    Pplus1=k,b,n,c,B1,B2,nth_run[,how_far_factored][,"known_factors"]

[tuckerkao]

Originally Posted by Uncwilly

You haven't figured out that if you allow your machine to generate the proper files that the second PRP-CF run could be avoided.

I'm running Prime95 30.3 version 6, I'll download 30.6

Is there a specific file I need to tweak to allow PRP-CF to generate the proof file?

[Uncwilly]

Originally Posted by tuckerkao

I wasn't aware there could be the proof file for this, I was asking about the proof file for LL tests early on.

Where can I find the PP1 test?

There is no such thing as an LL proof file.

Originally Posted by tuckerkao

Is there a specific file I need to tweak to allow PRP-CF to generate the proof file?

Read the Fine Manual

https://quoteinvestigator.com/2010/0...erse-einstein/

[tuckerkao]

Originally Posted by firejuggler

New features in Version 30.6 of prime95.exe
-------------------------------------------

1) P+1 factoring.  A worktodo.txt entry looks like this:
    Pplus1=k,b,n,c,B1,B2,nth_run[,how_far_factored][,"known_factors"]

Finished my first P+1 factoring on M12350671.

Originally Posted by Uncwilly

There is no such thing as an LL proof file.
Read the Fine Manual

https://quoteinvestigator.com/2010/0...erse-einstein/

I was glad that you told me the step by step instructions to setup mfaktc including the "Manual Result Submission Form" back in Jan 2021, thus I already produced around 18,000 GHz days of trial factoring works.

I only need to know which file I have to change a line to allow the proof file to be generated for PRP-CF.

[tuckerkao]

I already re-downloaded Prime95 v 30.6 build 4, finished P+1 factoring for M12350671, but the proof file of PRP-CF is still missing.

Originally Posted by Uncwilly

You haven't figured out that if you allow your machine to generate the proper files that the second PRP-CF run could be avoided.

But how? The proof should be generated by default with Prime95.

[tuckerkao]

Looks like other users have hard time to generate the proof files for the PRP-CF too -M11109569

[ATH]

Originally Posted by tuckerkao

Looks like other users have hard time to generate the proof files for the PRP-CF too -M11109569

It finished in mprime on an EC2 instance just 2.5 hours ago. It has not uploaded yet, even after killing and restarting mprime, not sure why.
The PRP-CF test before that one uploaded fine. If it is not uploaded in a few hours, I'll run it again on my own computer.

[tuckerkao]

Originally Posted by ATH

It finished in mprime on an EC2 instance just 2.5 hours ago. It has not uploaded yet, even after killing and restarting mprime, not sure why.
The PRP-CF test before that one uploaded fine. If it is not uploaded in a few hours, I'll run it again on my own computer.

I didn't know why my Prime95 wouldn't generate the PRP-CF proof file after I installed the newest version 30.6 build 4. The regular PRPs for Mersenne numbers are fine.

It seems pretty hard for UncWilly to tell curtisc to turn up the Stage 2 memories to at least 4 GBs instead of the default 0.3 GB under Options -> Resource Limits, thus curtisc still only be able to finish the Stage 1 of P-1 factoring on all of his own exponents.