What is the ones digit of $1^{2009} + 2^{2009} + 3^{2009} + \cdots + 2009^{2009}?$

1^2009 + 2^2009 + 3^2009 +...........+ 2009^2009 mod 10^10 =.........3945778985 - These are the last 10 digits.