  We prove that the Palm measure of the Ginibre process is obtained by removing
a Gaussian distributed point from the process and adding the origin. We obtain
also precise formulas describing the law of the typical cell of
Ginibre--Voronoi tessellation. We show that near the germs of the cells a more
important part of the area is captured in the Ginibre--Voronoi tessellation
than in the Poisson--Voronoi tessellation. Moment areas of corresponding
subdomains of the cells are explicitly evaluated.
