Find and print n integers x1,x2,...,xn so that the sequence of their sines is strictly increasing:
One positive integer n (n≤104).
Print in one line the sequence of integers x1,x2,...,xn, satisfying the condition of the problem. Members of the sequence by absolute value must be no more than 231−1(∣xi∣<231).
For the given example, the inequality sin(−8)<sin(0)<sin(9)<sin(1) is valid since it is equivalent to −0.989<0<0.412<0.841.