Arieh Ben-Naim in his recent book ''A farewell to Entropy: Statistical Thermodynamics based on Information'' [622] comments:''It is interesting to note that Landsberg (1978) not only contended that disorder is an ill-defined concept, but actually made the assertion that 'it is reasonable to expect 'disorder' to be an intensive variable'''. Ben-Naim also states: ''In my view, it does not make any difference if you refer to information or to disorder, as subjective or objective. What matters is that order and disorder are not well-defined scientific concepts. On the other hand, information is a well-defined scientific quantity, as much as a point or a line are scientific in geometry, or mass or charge of a particle are scientific in physics.'' However, in a manuscript entitled ''Can Entropy and 'order' increase together ?'' Landberg defines (in an attempt to decouple the notions of order and entropy), for a thermodynamical system that can be on N states the 'disorder' D(N) to be the Normalized Entropy (which is a function of N) divided by Boltzmann's constant [623] . 'Disorder' then is an intensive magnitude bounded by 0 and 1, and 'order' is defined as 1-D(N) .