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A new model for Polyatomic Gases with an arbitrary but fixed number of moments has been recently proposed and investigated\udin the framework of Extended Thermodynamics; the arbitrariness of the number of moments is linked to a number  and the\udresulting model is called an -Model. This model has been elaborated in order to take into account the entropy principle, the\udGalilean relativity principle, and some symmetry conditions. It has been proved that the solution for all these conditions exists, but\udit has not been written explicitly because hard notation is necessary; it has only been shown how the theory is self-generating in\udthe sense that if we know the closure of the -Model, then we will be able to find that of ( + 1)-Model. Up to now only a single\udparticular solution has been found in this regard. Instead of this, we find here a numberable set of exact solutions which hold for\udevery fixed number

A Numberable Set of Exact Solutions for the Macroscopic Approach to Extended Thermodynamics of Polyatomic Gases with Many Moments