Taco Number Conversion Representations

You are given m integers. For each integer, you need to compute its binary, octal, and hexadecimal representations. In each representation, do not include the language-specific prefix (for example, in Python the prefix 0b for binary should be removed).

For an integer \( n \), its binary representation is given by \( bin(n) = \sum_{i=0}^{k} b_i \times 2^i \) (when viewed from right-to-left), the octal and hexadecimal representations correspond similarly.

Your program should read the data from standard input and print the output to standard output. For each number, output 4 lines:

• The number itself.
• A line in the format: Binary: [binary representation]
• A line in the format: Octal: [octal representation]
• A line in the format: Hexadecimal: [hexadecimal representation]

Separate the output for different numbers with a blank line (i.e. an empty line).

inputFormat

The first line contains an integer \( m \), representing the number of integers to process. This is followed by \( m \) lines, each containing one integer \( n \).

outputFormat

For each integer, print four lines:

1. The original integer.
2. A line: Binary: [binary representation]
3. A line: Octal: [octal representation]
4. A line: Hexadecimal: [hexadecimal representation]

Separate the output for different integers with a blank line.

## sample

3
10
255
1024

10
Binary: 1010
Octal: 12
Hexadecimal: a
255
Binary: 11111111
Octal: 377
Hexadecimal: ff
1024
Binary: 10000000000
Octal: 2000
Hexadecimal: 400

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