MathDB
cut an triangle into 2019 pieces (2020 Novosibirsk Oral Geo Oly 7.3)

Source:

April 27, 2021
geometrycombinatorial geometry

Problem Statement

Cut an arbitrary triangle into 20192019 pieces so that one of them turns out to be a triangle, one is a quadrilateral, ... one is a 20192019-gon and one is a 20202020-gon. Polygons do not have to be convex.