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Two exact different solutions to the Telegraph equation in three-dimensionalspace are obtained in terms of Airy functions. We show that these solutionspropagate along the (characteristic) speed-cone-like coordinate of the system,producing effective Schr\"odinger-like equations that can be solved in terms ofAiry functions. This implies that these kind of solutions do not exist forone-dimensional spatial systems.

Exact solutions to the Telegraph equation in terms of Airy functions