I'm doing results report pages now. It is not completed yet, but here is some of results.
Currently biggest prime pairs found are:
- 105360097319 and 105360097321
- 105360097499 and 105360097501
- 105360098117 and 105360098119
- 105360098537 and 105360098539
- 105360100271 and 105360100273
- 105360101921 and 105360101923
- 105360103241 and 105360103243
- 105360104219 and 105360104221
- 105360104819 and 105360104821
- 105360105239 and 105360105241
You can check them with wolfram alpha: https://www.wolframalpha.com/input/?i=105360105239
Also you can download list for 2019-07-09 here (Warning: 732 Megabytes gzipped, 2.7 Gb ungzipped): https://netbook.arikado.ru/microgrid/20190709_prime_pairs_results.txt.gz
File contains only first number from pair, one number per line. You can calculate second number by youself. I.e. pair for number N is N+2.
Some intervals in file are missed. It happens if workunit was not completed yet. In that case you can see string 'Missed results from 108985108987 to 108986108987'.
Links
- Microgrid https://netbook.arikado.ru/microgrid/
- Microgrid github https://github.com/sau412/microgrid
What would you think of adding a Collatz conjecture project? The current Collatz BOINC project is only analyzing numbers one-by-one consecutively. But you could make a Collatz project on microgrid which jumps ahead and analyzes really really large numbers. Kind of a moonshot just for fun! I'd consider donating some GRC to help fund it.
It's possible, but there is only one user active now (me). Computational resources is needed more than coins.
hmm... really? It seems so easy to run, not sure why more people wouldn't try it out.
I'll have to suggest it to my friends. I also made an account earlier today for myself and ran for a bit.