Функциональная центральная предельная теорема в бесконечной урновой схеме для распределений со сверхтяжелыми хвостами

We study a vector process of a number of urns with fixed quantities of balls in an infinite urn scheme. We assume that probabilities of entering an urn change regularly with exponent minus one. We prove a multidimensional functional central limit theorem for this process.