Peter Flom wrote: > > I remember reading a quote which was attributed to one of the early 20th >century physicists (I forget which one), it was something along the lines of > "When we wish to understand the sentence 'one and one equals two' it is not >enough to understand 'one' and 'two'; we must also understand 'and' and >'equals'" but that's not it exactly. > > Any help appreciated > > Peter > i don't think this is your quote but i found a similar one... "2 is not equal to 3, not even for large values of 2." ~Grabel's Law `licia -- vi's qP: http://neptune.spaceports.com/~vi/