How about this for a tight money management scheme (but takes a lot of folding time and therefore patience, still it is a high quality entry). It is not just the winning but also the quality of wins that come from perfect knowledge of markets and market timing. The point here is that knowledge of the concept is what would let you make the sort of early entry I made and which depends only on the properties of the space as described by the equation. So a bit advanced (maybe but really simple to me). But this also shows you, that a trader can develop their very own style or strategy or even use your current strategy timed to Orbit across 2 screens or computers. That allows some to gain good understanding of another application of Orbit the Tool. It is a market timing device so should work with any strategy by correcting the strategy when the strategy is wrong in timing. However, trading my chart though, or the ability to trade as I did in the screenshot, gives the trader a sense of awesome power. Control. But all you are doing to trade like that is to trace the up /down bijections (Semaphores) at low resolution. What we call the Finite Loop Equilibrium. This is where all trades or moves begin and end because it reflects the behaviour of price in a construct best described by this professor: Lori Gardi (http://www.butterflyeffect.ca): Close to the Edge – Event Horizons, Black Holes and the Mandelbrot Set. I thought about what the Mandelbrot Set was doing and what the professor described and then modelled it in market space and it fit exactly. She actually describes a process in which the points in the Mandelbrot Set fluctuate to collapse into a singularity. In other words, she described how a point comes to a stop (it is amazing what she did I never thought that way about price, but since Mandelbrot Set (the equation), behaves like the Market we replicated it in the model and it worked ) which is in a sense why we have a complete mapping of the next interval exactly correct. In the more interactive Cloud based version, we will implement the module that lets you make the same early entries without a need for knowing the math. We will include the specific call.

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