The Man
Unbanned zombie poster
For The Man and other posters:
A = (that has no predecessor) AND (that has no successor)
B = (that has no successor) AND (that has no predecessor)
((A AND B) is the same as (B AND A)) is unordered.
((A AND B) is different than (B AND A)) is ordered.
For what? To simply show that you still have no comprehension of ordering? I don’t think anyone here has any doubts of that, but thanks for clearly demonstrating it again.
Oh, and you should probably look up the commutative property of “AND”.
http://en.wikipedia.org/wiki/Logical_conjunction#Properties
http://en.wikipedia.org/wiki/Commutativity
To try to put it more succinctly for you Doron…
“(A AND B)” is a different ordering than “(B AND A)” but since “AND” has the property of Commutativity such changes in ordering do not change the results so “(A AND B)” gives the same results as “(B AND A)”. The orderings are different but the results are not.