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Well, well, another "unconventional" equation caught my eye today as I was reading news on the web. This one comes in two varieties, corresponding to two kinds of . . . let's say . . . specimen:The first is: ((S + C) x (B + F)/T) - V = ?where S = Overall Shape (“including tendency to droop”), C = Circularity, B = Bounce Factor (resilience to wobbling), F = Firmness (with perfect being “like a comfy bed”), T = Skin Texture and V = Vertical Ratio (the goal: “on the top-heavy side of symmetrical”). For unfortunate reasons which you'll be able to figure out when you find out what the equations are supposed to measure, the second isn't stated explicitly. But as far as I can tell, it should be this: ((S + M) x (L + F)/T) - O = ?where M = Muscularity, L = Leanness, and O = Overall Symmetry.Each variable gets a value on the scale of 1-4 or 1-5, which is in some cases a reverse scale, depending on the variable, yielding a total score of 0-80. But what does the score stand for? What are these equations supposed to measure?[P.S. Upon double-checking, I found a number of other versions of the equation on the web. The one above checks out to 0 with the "worst" values for the variables and to 80 with the "best" values. The others don't. I have my doubts whether it's otherwise accurate.]









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