Ted admitted that this figure may be a little to complicated. At least the pc scan looked ok! “This here is the same as what is the case of your masculine genital length. Molecules appear to have a rather common velocity at a certain temperature. Sure few of them deviate from this predominant velocity (shown on the what the math guys call the x-axis) but as the altitude of the line representing the graph decreases this also implies that the occurrence of the velocities of these molecules is less. See, it’s all that simple. Now imagine the same graph for the distribution of your penis lengths. The most occurring one being sixteen cm is the maximum of this mountain shaped line. The descent on the right is less than on the left meaning on the average more penises on the larger than on the smaller side. Or even better: the area under the curve gives you the amount of penises (some cutting off in the rounding is also one of the options) meaning there could as well be the same amount of smaller and larger penises than the average but the smaller penises are more centralized among fewer variables (lengths).” “Wow there mister Einstein himself. So what your saying is that with the lengths that deviate more their occurrence drops sharp.. even exponentially!” “I am proud of you!” Ted wept away a tear. “The Boltzmann distribution is indeed an exponential of some sort. Let’s do some maths.”