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Hello there!
I propose to try and assess the indicators constructed on the basis of recursive calculation. Mathematical basis here: http://dxdy.ru/post1247421.html#p1247421
https://www.mql5.com/ru/forum/224374#comment_6321215
This is the "Archimedes lever" for complex functions.
The indicator builds a moving line based on interpolation by a polynomial of 1-4 powers and/or a function consisting of a sum of 1-5 sine curves. Various combinations are possible, for example, a sum of three sine curves about a second order parabola. The resulting line can be extrapolated by any of the specified functions and for various distances both as a single point at each indicator step (unchangeable line), and as a specified (re-painted) function segment for visualization. More details
At the very least, this indicator is able to entertain you. It builds a moving line based on interpolation by a polynomial of 1-4 powers and/or a function consisting of a sum of 1-5 sine curves. Various combinations are possible, for example, a sum of three sine curves about a second order parabola. The resulting line can be extrapolated by any of the specified functions and for various distances both as a single point at each indicator step (unchangeable line), and as a specified (re-painted)