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Pregeometry in physics means the previous form of geometry: a structure from which geometry has just derived. Where geometry could describe the properties of a known surface, pregeometry allows you to work with deeper basic principles of physics, not so strongly dependent on simplified classical assumptions about space properties.

It is from this original, pregeometric perspective that two objects are analyzed. Representing those understood as opposing categories of nature and culture, these elements, subjected to water for a long time, are transformed. Being in the same environment together imprints their material and representational aspect. Moved to three-dimensional models, the objects are finally saved as point clouds registered using 3d scanning techniques, and thus as sets, again of objects – this time, however, dimensionless and devoid of materiality. Points can only be determined by position relative to each other.

Shown as a collection of the most primitive and irreducible elements, objects lose their autono- my, increasingly reacting with each other and creating new qualities. At the same time, the con- tinuous circulation of points and their mutual exchange over time undermines the belonging of ob- jects to their own primary categories, finally denying the division into what is natural and ar- tificial (belonging to culture).