If a Two-Dimensional Saddle Shaped Universe Has a Negative Curvature $\pi$

If a two-dimensional saddle shaped universe has a negative curvature,

A) the area of a circle will be less than $\pi$ r².
B) the area of a circle will be equal to $\pi$ r².
C) the universe is infinite.
D) the universe is finite but bounded.
E) the universe will have a center.