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Common tangents in a symmetric triple well function
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Dear Sir/Madam,
I have a problem about finding the common tangents of two local minima of a symmetric triple well function. The function is shown below:

The function is:
The following figures shows the common tangents I want to find out (drawn in the red line). I want to find out the common tangents near the specifc two local minima. Does anyone have any good idea?

PS: I also found a similar question about finding the common tangents and applied my function using that code, but that code only gives me other common tangents and cannot find out the common tangents I wanted here. The similar question link is here for your references:
How can I revise this code to find out the common tangents I wanted here?
Thank you very much.
Best regards,
Haiying
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