I like the school girls who set rates

Reverend Kirkman: Fifteen young ladies in a school walk out three abreast for seven days in succession: it is required to arrange them daily so that no two shall walk twice abreast.

Let's see, the one year rate jumps 30%, now at .32.  Higher rate, smaller the number of school girls.  Ten year rate drops 10%, more school girls per set.  Different index numbers, but they must obey omega set properties across the quant. Matilde, my VP science, and 1/12 owner of the bot,  is going to show us how using an information metric. Rates are 1/schoolgirl girl^2, at the term defined by the index.

Home builders plan to build  larger groups of houses. Grocery stores planning on smaller groups of shoppers. Look at the Skellam distribution, under the assumption the hyperbolics make Poisson. Grocery shopping make a large reduction in queue size, a narrow Skellam. So the grocer should get its Shannon profit more often. Grocers get liquidity boost in the short term.

Anyway, that my first guess. I like the metaphor of an immediate feed back loop that just sufficiently mixes up a sequence of school girls or a common set size.

How does government handle this?
Well, they are evidently planning to move smaller sets of school girls more often.  The betting is that DC fails and we crash.
How will government crash?
 California's plan to offer world wide health care will clash with the Swamp's ability to pay the premiums. The gears will jam, almost certainly, on Q1, 2016.

So, yea, this is real and the pros are on the trail. Hi Dannica!