On a TV screen, each minute that passes, there is a number that flashes on the screen: first \(5\), then \(55\), then \(555\), and so on. Will any of these numbers be ever divisible by \(495\)? If so, which is the smallest? (You may take it as a fact that a number is divisible by \(9\) exactly when the sum of its digits is divisible by \(9\))