$\large \square\square\square \ \div \ \square\square$

You are given that the numbers $1,2,3,4$ and $5$ are to be filled in the square boxes as shown above (without repetition) such that the expression above represent a ratio between a 3-digit integer and a 2-digit integer. Let the resultant number be denoted as $N$. Find the sum of all possible integer value(s) of $N$.

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