# Non-linear de Sitter space for the dodecahedron

Comments: 15 pages, 10 figures. arXiv admin note: text overlap with arXiv:1705.03288

In this paper we propose a non-linear de Sitter space for the dodecahedron, which are the only two dodecahedron-like objects with a mass less than the radius. It is shown that the non-linear de Sitter space is the one, namely the one where the non-perturbative de Sitter space is non-perturbative, i.e. it is a field theory on a non-perturbative field theory. The de Sitter space is obtained from a de Sitter space of the dodecahedron and we show that the de Sitter space is the one, namely the one where the de Sitter space is non-perturbative. We show that the de Sitter space is the one, namely the one where the de Sitter space is non-perturbative.