The Bureau of Dreams to be Continued by Edward Drobinski - HTML preview

The Bureau of Dreams to be Continued

Page 367

Compatible Integration

The efficacy of compatible integration (CI), like most things, can be easily reduced to a programmable construct, insofar as reductive algorithms are construed as something tangible; actually a side issue, though in the case of CI this general imposition has acquired more of its own tangents, most laughable or the result of an agenda the perp thinks adequately hidden.

The potential solver is burdened with the constraint that it is necessary to compatibly integrate P6 into the existing compatible grouping of P1-P5; that “compatibility” a measure of commonly shared beliefs and values, often erroneously, but in workable simplicity referred to a truths, referred to as such for the remainder of herein. It is given that P6 has already passed whatever tests science and academe has deemed necessary to establish its “truth.” The next step is to introduce P6 to the P1-P5 grouping.

There are at least two possibilities, the gradations between ignored for the sake of simplicity, inviting further more sophisticated study. One is that P6 is totally compatible with P’s 1-5, and in that case we can all say “Cheerio” and we can all leave and do something more interesting.