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ofn-enclosing-circle
#19
The addition is really meant to include things that are already split over several paths (text, or the British Isles above, which is a couple hundred paths).

You can prove that the smallest circle is either:
  • defined by two of the given points and these two points are the end of a diameter
  • defined by three of the given points, and the circle is the circumcircle of the triangle
So if you have only a few pojnts, there are more direct ways (ofn-path-to-shape can draw the circle that goes through three points)
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Messages In This Thread
ofn-enclosing-circle - by Ofnuts - 01-04-2021, 11:48 PM
RE: ofn-enclosing-circle - by Ofnuts - 01-05-2021, 09:21 PM
RE: ofn-enclosing-circle - by Ofnuts - 01-06-2021, 04:37 PM
RE: ofn-enclosing-circle - by denzjos - 01-06-2021, 08:13 PM
RE: ofn-enclosing-circle - by Ofnuts - 01-06-2021, 08:45 PM
RE: ofn-enclosing-circle - by Ofnuts - 01-07-2021, 12:22 AM
RE: ofn-enclosing-circle - by Krikor - 01-07-2021, 12:27 AM
RE: ofn-enclosing-circle - by denzjos - 01-07-2021, 09:21 AM
RE: ofn-enclosing-circle - by Ofnuts - 01-07-2021, 01:00 PM
RE: ofn-enclosing-circle - by denzjos - 01-07-2021, 02:10 PM
RE: ofn-enclosing-circle - by Krikor - 01-07-2021, 04:21 PM
RE: ofn-enclosing-circle - by denzjos - 01-07-2021, 05:36 PM
RE: ofn-enclosing-circle - by Ofnuts - 01-12-2021, 09:07 AM
RE: ofn-enclosing-circle - by Kevin - 01-12-2021, 09:12 AM
RE: ofn-enclosing-circle - by Ofnuts - 01-12-2021, 11:02 AM
RE: ofn-enclosing-circle - by Ofnuts - 01-13-2021, 01:18 PM
RE: ofn-enclosing-circle - by Krikor - 01-13-2021, 02:44 PM
RE: ofn-enclosing-circle - by denzjos - 01-13-2021, 04:12 PM
RE: ofn-enclosing-circle - by Ofnuts - 01-13-2021, 09:08 PM
RE: ofn-enclosing-circle - by Ottia Tuota - 01-14-2021, 08:38 AM

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