Calculate Discounted Price

You are given the original price of a product and information on whether the customer is special. Your task is to calculate the new price after applying one or two discounts based on the following rules:

• If \( p > 500 \): multiply the price by 0.8, i.e., \( new\_price = p \times 0.8 \).
• If \( 200 \le p \le 500 \): multiply the price by 0.9, i.e., \( new\_price = p \times 0.9 \).
• If \( p < 200 \): multiply the price by 0.95, i.e., \( new\_price = p \times 0.95 \).

After the above discount, if the customer is special, an additional discount of 5% is applied. That is:

[ new_price = new_price \times 0.95 ]

Output the final discounted price for each test case.

inputFormat

The input begins with an integer \(T\) denoting the number of test cases. Each test case is described in a separate line containing two values:

• A floating point number \(p\) representing the original price.
• A boolean value (either True or False) indicating whether the customer is special.

Values are space-separated.

outputFormat

For each test case, print the final discounted price on a new line.

## sample

2
600 False
150 True

480.0
135.375

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