Determine the polar coordinates of the two points at which the polar curves $r=3\sin(\theta)$ and $r=3\cos(\theta)$ intersect. Restrict your answers to $r \ge 0$ and $0 \le \theta < 2\pi.$

To input answers, list the two points in order of increasing values of $r.$ If both points have the same value of $r,$, list them in order of increasing values of $\theta.$ If one of the intersection points is the pole, type "pole" in lower-case letters in both blanks for the first point.

Intersection point 1: $(r,\theta) =$ (,)

Intersection point 2: $(r,\theta) =$ (,)