The angles of triangle $ABC$ satisfy $\angle A < \angle B < \angle C$. The difference between $\angle B$ and $\angle A$ is equal

The angles of triangle $ABC$ satisfy $\angle A < \angle B < \angle C$. The difference between $\angle B$ and $\angle A$ is equal to the difference between $\angle C$ and $\angle B$. If $\angle A = 23^\circ$, then what is $\angle C$, in degrees?