Harmonic measures of sides of a slit perpendicular to the domain boundary

The article is devoted to the geometry of solutions to the chordal Lِwner equation which is based on the comparison of singular solutions and harmonic measures for the sides of a slit in domains generated by a driving term. It is proved that harmonic measures of two sides of a slit in the upper half-plane which is perpendicular to the real axis are asymptotically equal to each other.