On the diagram below the line \(BD\)
is the bisector of the angle \(\angle
ABC\) in the triangle \(ABC\). A
line through the vertex \(C\) parallel
to the line \(BD\) intersects the
continuation of the side \(AB\) at the
point \(E\). Find the angles of the
triangle \(BCE\) triangle if \(\angle ABC = 110^{\circ}\).