Squares and Circles

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You are given $N$ squares and $N$ circles of some sizes. When a square or circle is placed upon other, they may overlap with each other. You have to find out how many distinct squares and circles are given to you? ### Input - First line contains a single integer $N$. - The second line contains $N$ integers - the size of each square. - The second line contains $N$ integers - the size of each ci

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solution.cppC++17

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