The sequence $$\text{KANGAROOKANGAROOKANG}\cdots$$ repeats every $$8$$ letters. Since $$2017=8\times252+1$$, the $$2017\text{th}$$ letter in the sequence is the first of the repeating sequence and hence is $$\text{K}$$. 
In the sequence of letters $$\text{KANGAROOKANGAROOKANG}\cdots$$ the word $$\text{KANGAROO}$$ is repeated indefinitely. What is the $$2017\text{th}$$ letter in this sequence? 
[A] $$\text{K}$$ 
[B] $$\text{N}$$ 
[C] $$\text{G}$$ 
[D] $$\text{R}$$ 
[E] $$\text{O}$$ 