Re: Factorization of Wolstenholme numbers

    Date: Mon, 3 Aug 1998 12:28:36 -0400
    From: Igor Schein (igor@txc.com)
      To: kc2h-msm@asahi-net.or.jp


On Sun, Aug 02, 1998 at 10:04:38PM +0900, mishima wrote:
> 
> And I want to know how did you get my page.
> 

I followed the link from ECMNET.

Here's a summary of complete factorizations so far:

233:    353*641*6496433*27458038716240493*5508830810264225322647389897*1737803937836056311722133013826734965295114211
235:    269*14390921*232452923*15896552153*P74
241:    2181419*1388224259263*217581883898723*40672921630505520329701040992869941*835112283537401521203068429787677415451
244:    35449*160146987703*689857062499673*1228747057230731492492015307785621*41942384183336556600858366915274833750139339
247:    P108
250:    251^2*P103
251:    3478039*54518459826609567410863*P81
252:    P110
261:    15923497*3026741563*P96

Please verify them before you update your page to eliminate any errors. 
I use standard notation to denote large primes by letter P followed
by the number of decimal digits in it

Thank you.

Igor 

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