6319. re: halfneighbours
      But as the distance from the centre of a white square (say to the centre of the neighbouring black squares is 1, and the distaince to the neighbouring half
      Apr 22, 2002 @ 00:33 - Brendan Whyte ("Brendan Whyte" <b.whyte@...>)
6322. Re: halfneighbours
      i love all this loopy math first of all david each brick in a wall might have as many as 28 neighbors by the fullest application of your corner reckoning
      Apr 22, 2002 @ 15:50 - acroorca2002 ("acroorca2002" <orc@...>)
6327. Re: halfneighbours
      correction not 28 neighbors as originally claimed by me oops but ... m
      Apr 22, 2002 @ 17:09 - acroorca2002 ("acroorca2002" <orc@...>)