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PL-OM 1997 Problem 1

    Liczby całkowite dodatnie x1x_1, x2x_2, x3x_3, x4x_4, x5x_5, x6x_6, x7x_7 spełniają warunki: x6=144orazxn+3=xn+2(xn+1+xn)dlan=1,2,3,4.x_6 = 144 \quad \text{oraz} \quad x_{n+3} = x_{n+2}(x_{n+1} + x_n) \quad \text{dla} \quad n = 1, 2, 3, 4. Wyznaczyć x7x_7.

    Official text Polish Mathematical Olympiad 1997 official paper, page 1. Quoted with source.

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