On distortion theorems for typically real functions

The author's investigation in the class $T$ of typically real functions $f(z)$ in the disk $|z|<1$ are prolonged. The region of values of $f'(z_1)$ in the class of functions $f\in T$ with fixed values $f(z_1)$ and $f(r_j)$ $(j=1,2)$ is determined. Here $|z_1|<1$, $\operatorname{Im}z_1\ne0$, $0<r_j<1$ $(j=1,2)$. Bibl. – 4 titles.