Given the curves $y=x^5$ and $x=y(y-1)^2,$ find all points of intersection $(x, y)$correct to one decimal place. In entering your answer, list the points starting with the smallest value of $x$. If two or more points share the same value of $x$, list those points starting with the smallest value of $y$. If any blanks are unused, type an upper-case "N" in them.

Intersection point 1: $(x, y) =$ (,)

Intersection point 2: $(x, y) =$ (,)

Intersection point 3: $(x, y) =$ (,)