P5315 Avatar Upload

One day, out of boredom, you register on a boring website. The first step after registration is naturally to upload an avatar. You find that this website allows you to upload a total of $n$ avatars. Each avatar must be a square, and its side length must be at least $L \times L$. Before an image is uploaded, the system processes it as follows: if any side length of the image exceeds $G$, the system will repeatedly halve both the width and height at the same time (rounding down) until both side lengths are $\leq G$. Now you have found $n$ images that can be uploaded. The $i$-th image has size $W_i \times H_i$. If any side of the image is less than $L$, output "Too Young". If the image meets the size requirement but is not a square, output "Too Simple". If the image meets the size requirement and is a square, output "Sometimes Naive". All the above strings should be printed without quotes.

One line contains three integers $n, L, G$, with the meanings as described in the statement. Each of the next lines contains two integers $W_i, H_i$, representing the width and height of the image.

Output $n$ lines in total, each line containing one string, with the meanings as described in the statement.

For $30\%$ of the testdata, $n = 1$. For $100\%$ of the testdata, $n \leq 2000$ and $W_i, H_i, G \leq 10000$. Translated by ChatGPT 5