Almost sure central limit theorem on maxima and minima

We prove an almost sure central limit theorem on maxima and minimal: lim_{(n → ∞)} 1/ log n Σⁿ_k=1 1/k(l) (v_K <; m _K ≤ M _K ≤ μ_K) = e^(T+η) a.s. as the Stationary Gaussian sequence with covariance r_n under the condition 1/n Σ_(k=1) |r_k| log l exp {γ|r_k|log k } ≪ (log log n)^-(1+ε).