After reading the last istallment of this post, I stumbled upon more of same. I must be living in a surrealist world without noticing it unitl now. Can anyone make some sense of this; "instead of calculating formulas by the usual standard of near medium and far distance we have discovered that a fourth variable applies to the equation resulting in a considerable gain in accuracy." (... from a source known to all) We have a genius here, he knows how to CALCULATE FORMULAS !!! And I thought all along that one calculates results only. Formulas are the algorithm and procedure for achieving quantitative results as far as I know. And this genius can also solve four-variable equations (formulas)!!! Again, as far as I know, it is impossible to calculate a four variable equation without introducing an external assumption as to boundary conditions governing this equation. Case in point: St. Venant's principle, the principle of Energy balance and others of the sort... A four variable equation is termed as "non-determinate", therefore the use of this assumption. To attempt to solve this situation, an assumtion is used, the results become quite inaccurate because of the above. Boundary conditions and assumptions are in reality not isotropic and may not cover the range for which the variables of the equation are calculated. -- Resulting in a considerable gain in accuracy. This should be a patented Mathematical technique! "near, medium and far distance" and "fourth variable applies"; In reality, near, medium and far distance apply only to the same identical plane, defined by two variables, x and y. What is then the "fourth variable", a new dimension? If this fourth variable, (which is not a fourth, but a third, therefore nullifiying the case for quadrangulation), should be the z variable, belonging to a plane perpendicular to the other two variables. We have now three independent variables that define a plane of reference to which regular geometry can be applied. In brief, two points define a line. A line and an additional point define a plane. Trigonometry can be then used. It happens that the science of Trigonometry is a closed science, meaning that all aspects of this science are already known. But, in case that there is any doubt, another solution is possible for this "fourth variable", it is the fourth dimension. Equations can be stated as well in this fourth dimension. The state variables then become x,y,z and A. This A is used commonly in Electromagnetics as to calculate the Voltage Potential in an E-H field. The result is a four-vector with this added variable that indicates gradient and divergence as produced by this Voltage Potential A to parallel the effects of conservative fields at a point location. This leads to one to think about the possibility of a totally new property called: optical potential, as in electrical potential! Which leads me to conclude that the writer of the quote is living in the FOURTH DIMENSION !!!!!!! And last but not least, this quote is to the point, the very point. Please read carefully. "THE L45s NEW YORKER a design prototype for one of our MOMA submissions( museum of modern art) A tribute to the --- RED ---apple ,the city of dreams where the L45s was able to reach the zenith, the focusing wheels in the L45s represent the elevator wheels which made it possible for New york to become the greatest city in the world and ----SORE --- to new heights, they also represent the gear which is an universal symbol for synergy and the concept being the L45s technology . this prototype will be offered on ebay soon as an object D art which will also be fully operational as an utilitarian tool." IMHO: You got that right, baby ! Utilitarian object is usually mass produced, for the masses, that it. Best to all.