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$(n - 5) (n - 10) - 3(n - 2)\leq0$=> $ n^2 - 15n + 50 - 3n + 6 \leq 0$=> $n^2 - 18n + 56 \leq 0$=> $(n - 4)(n - 14) \leq 0$=> Thus, n can take values from 4 to 14. Hence, the required number of values are 14 - 4 + 1 = 11.