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A Brain Teaser (or, Observations on My Professional Life) — 1 Comment

  1. This is an easy one. While it may at first appear to be random, upon deeper inspection you can see it is an inversion of a common Mersenne sequence. So let’s break it down into a numerical problem.

    First we need to assign values to each of the letters. I’ve assigned a value based on the alphabetical occurrence of each letter with relation to placement within the sequence. Doing so creates an obvious pattern of peaks and valleys from which we can extrapolate our result.

    lml kml mmk lm K
    232 132 331 23 1
    7 6 7 6

    M is a constant, and as such, we can extrapolate that your next assignment will be a “K”. Of course, I’ve not factored in the variables for continuum fluctuation, resource expenditure, and/or spatial incongruities, but I’m confident that the results will remain consistent.