Flatness

[Michael G. Koopman]

jwhorton has here penned a learnt bit a chatter in discursive lecture,
this gets a green light in being a tuned to ways strung in lossless
harmonization.  I so more if this immediately breaks tumbling diced
theories into place with squaring quartz or other cuboidal regimes:

> This is something that might already be obvious to you if you are 
> studying harmonic motion, (I haven't) but I understand there is such 
> a thing as an Eigenvalue (as in the psychodontist) Number or Eigenvalue 
> Equation which has to do with the oscillation of crystals.

Inside of rocks can be metric, in a warped sense, if mappings to avoid
singular zones are appropriated, poly want a clinic schisms from place
to place is regularized over periods, where lossless models might come
niegh close to apropriate use.  VVerther regions might break arcs here
abouts somewhat differently, apart from the original region, but still
aptly modeled with lossless models of such simplicity under apropos
mappings until we screech across edges at nodal velocities.  Lumbering
models of oscillation of crystals so trepidly is only practical when
behaviors are limited to designs manufactured for appropriate
properties, and such properties are readily subject to failures for an
uncountably large number of reasons.  Your synthesizer sounds just
like an air guitar, anyway, huh, you state Searley China, we only want
boxes that taste good.

Crystal turquoise wannabees should consider polymorphic mappings
arrived at through, or proscribing, dynamic systems.  Quasi modal
poles of static energy pool densities of nil flux are attractive, but
may define destructive interlocuity in pairings and other moo-moo
skirt calculi of pointed topos (with or without tassles).  Twinging
acoustical replicons operate under controlled chaos when poles and
pathways probabilities (which may exceed zero!) are addressed in a
Reimmanian space modeling energies that may be mapped to Cartesian
space-time by "avoiding" all large objects (other maps are certainly
cliff hangers, but rarely apropos).  Well, well charband spectrum is
absorbed in cusps, how quaint, such ruminations upon dynamic islands,
metaphoragastically, of course.  But what we wouldn't due for a guinea
or a pick at the big wheel of statistical creative plays.  Such plays
include co-bead algebras that permit those zero regions to be zeroed
out, well maybe, if someone can prove it, that is - hey pi sons there
is an answer, flatly and robust, nyick, nyick.

Mike Koopman internet: koopman at ctc.com phone: +1-814-269-2637