\[ \large \square\square \ - \ \square\square \ - \ \square\square \]

You are given that the numbers \(1,2,3,4,5,6\) are to be filled in the square boxes as shown above (without repetition) such that it represents a 2 digit integer subtracting two 2-digit integers.

Of all \(6!=720\) possible arrangements, find the **smallest positive** resultant number.

**Details and Assumptions**

As an explicit example, we can have \(56 - 34 - 12 = 10 \) as a resultant number.

See Part 2.

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