Another thing that strikes me is tat Greening does not explicitly tell how he computes the collapse time, if you assume free fall between two floors (not taking into account the merging of mass that looses energy a factor n/[1+n] each time, this gives a time difference of 0 in a valid theoretical model) but the fact that the energy to break a floor takes time. In general energy conservation equations say nothing about the time, it's like a ball that you drop, if you know an amount of energy E is lost then you can calculate the speed after that, that is simply
v -> sqrt(v^2+2(gh-E/m))
but what is the time it takes ? If you assume the force working on it is constant than it is different then only a force that is in fact a kind of delta function (working at one moment in time but infinitely strong, sounds absurd but is valid in physics and even in mathematics), in the last case you lose some energy and the time is in fact the same time as in free fall, and that is what the guy (forgot his name) used in his script and probably Greening in his excel sheet, if you use a more realistic model, maybe a force that goes with F=kx (like a spring) it will influence the collapse time.