Inverse tang


RE: Inverse tang
#6
(2025-07-24, 14:25)GeraldĀ Lasser Wrote: The case you have shown above can be done with an 1-4ering

The ering leaves 5 points on the outside and 9 points (from the tang) on the inside. That would allow the use of alternating triangles and quads, which could work without generating long narrow triangles. I'll test that.
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Messages In This Thread
Inverse tang - by Peter Blomberg - 2025-07-24, 5:38
RE: Inverse tang - by Philippe Hurbain - 2025-07-24, 11:14
RE: Inverse tang - by Peter Blomberg - 2025-07-24, 11:44
RE: Inverse tang - by Gerald Lasser - 2025-07-24, 14:25
RE: Inverse tang - by Peter Blomberg - Yesterday, 1:14
RE: Inverse tang - by Rene Rechthaler - 2025-07-24, 16:46

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