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Find the final path/track map for a given set of points
I have a set of 23 points (for example in the top left corner).
Is there any way to find the final path (using TikZ or any other tool) that should be drawn along these points?
I'm looking for the red path, not the yellow track.
This question is specific to the case of a single vector polygon. I want a general path option, that can handle any set of points in a good way.
A:
You can use the plotrawpackage
\documentclassarticle
\usepackagetikz
\usetikzlibraryplot
\usepackageplotraw
\begindocument
\begintikzpicture[scale=1.5]
\draw plotraw
(0,0) circle (1.2cm);
(1.1,0) -- (1.1,0.4) node[right]$x$;
(1.1,0.4) circle (0.2cm);
(2,0) -- (2,0.4) node[above]$y$;
(2,0.4) circle (0.2cm);
\endtikzpicture
\enddocument
A:
Here is a possible solution:
A path for visualization:
\documentclass[border=3pt]standalone
\usepackagetikz
\usetikzlibrarycalc
\begindocument
\begintikzpicture
\path
(0,0) coordinate (A)
(2,0) coordinate (B)
(4,0) coordinate (C)
(6,0) coordinate (D)
(8,0) coordinate (
7befd28711