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Question Id : 18015 | Context : JEE Main 2026 (23 January Evening Shift)
Consider two sets $A = {x \in \mathbb{Z} : |x - 3| - 3 \le 1}$ and $B = {x \in \mathbb{R} - {1,2} : \dfrac{(x-2)(x-4)}{x-1}\log_e(|x-2|) = 0}$ Then the number of onto functions $f : A \to B$ is equal to:


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