A number has 2014 digits in decimal representation, and leaves a remainder 5 when divided by 11.

What is the remainder when the same number formed by *reversing* it's digits is divided by 11?

**Details and Assumptions**

\(\bullet\) Number formed by reversing digits of \(12345\) is \(54321\)

\(\bullet\) \(0123\) is a 3-digit number, not \(4\) digit.

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