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May 21st, 2015
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  1. [22:29] <lnovy> HMC_Alpha, naturalog: what was the name of the game you played agaiinst each other just before tauchain idea was put together?
  2. [22:36] <stoopkid> lnovy, there's a game now?
  3. [22:47] <olidstva> philosophical question: Zero is natural number or not ?
  4. [22:50] <naturalog> SquareOfTwo__: just relatively simple code to port
  5. [22:50] <naturalog> lnovy: what game? i dont recall any
  6. [22:51] <lnovy> you were in turns adding rules
  7. [22:51] <lnovy> proving that you and only you are the winner
  8. [22:51] <naturalog> olidstva: short answer: no, but. long answer: depends
  9. [22:51] <lnovy> or something like that
  10. [22:51] <naturalog> ah you mean botau, its just irc bot piped to tau current code
  11. [22:51] <lnovy> no
  12. [22:52] <naturalog> nomic?
  13. [22:52] <lnovy> you were introduced to high logic by hmc with this game
  14. [22:52] <lnovy> yes
  15. [22:52] <lnovy> nomic
  16. [22:52] <lnovy> thanks
  17. [22:53] <lnovy> when can I play nomic against taubot?:)
  18. [22:53] <naturalog> its already possible, simple reasoning works
  19. [22:53] <lnovy> excelent
  20. [22:54] <lnovy> the world will start to change soon
  21. [22:54] <naturalog> yeah
  22. [22:58] <olidstva> naturalog: why no ?
  23. [22:58] <naturalog> thats cnf
  24. [22:58] <naturalog> wrong win
  25. [22:58] <naturalog> sec
  26. [22:59] <naturalog> There is no universal agreement about whether to include zero in the set of natural numbers. Some authors begin the natural numbers with 0, corresponding to the non-negative integers 0, 1, 2, 3, ..., whereas others start with 1, corresponding to the positive integers 1, 2, 3, ....[7][8][9][10] This distinction is of no fundamental concern for the natural numbers (even when viewed via additional axioms as semigroup with respect to ad
  27. [22:59] <naturalog> http://en.wikipedia.org/wiki/Natural_number
  28. [22:59] <olidstva> naturalog: wikipedia really ?
  29. [23:00] <naturalog> didnt fake it
  30. [23:02] <naturalog> one cnf clause is (a|b|c)&(~a|~b~|c)
  31. [23:02] <naturalog> ww again
  32. [23:02] == Mrkva [[email protected]] has joined #zennet
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