I think we should set a "goal" bit depth, like GIMPS trial factoring work. But I can't estimate the needed bit depth -- someone with knowledge should tell us.
A short-term task (at least, for myself): bring all "deep" exponents to 70 bits (only 5 left; need less than 24 hours for 1 exponent; see below) and start some more "deep" exponents.


M332193461 from 66 to 70 bits with mfactor. No factors found. 1117 minutes.

M332193721 has a factor: 535769736532113075991. Found with mfactor.

M332193751 from 64 to 70 bits with mfactor. No factors found. 1210 minutes.

M332192897 from 65 to 70 bits with mfactor. No factors found. 1201 minutes.

M332192957 from 66 to 70 bits with mfactor. No factors found. 1110 minutes.

M332193833 from 68 to 70 bits with mfactor. No factors found. 915 minutes.

M332193859 from 65 to 70 bits with mfactor. No factors found. 1186 minutes.

M332192897 from 70 to 71 bits with mfactor. No factors found. 1259 minutes.

M332192957 from 70 to 71 bits with mfactor. No factors found. 1175 minutes.

It seems this project is running along quite nicely. However there are some issues:

1) It could be nice if someone with mathematical knowledge could help us with f.ex. choosing the right bit depth and knowing how to process the results.
I am only coordinating who is doing what and updating the website! I have absolutely NONE of the math-knowledge to know more about the theories of the project.

2) I have many other things to do, so if the updates are not coming daily that is the reason. Help would be welcome, but not necessary (yet!)

OH

M332193539 from 65 to 71 bits with mfactor. No factors found. 1200 minutes.