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We study Beltrami-type equations with two given complex characteristics.Under certain conditions on the complex coefficients, we obtained theorems onthe existence of homeomorphic $ ACL $ -solutions of this equation. In addition,for some relatively weak conditions, we obtained theorems on the existence ofthe corresponding continuous $ ACL $ -solutions that are loga -rith\-mi\-callyH\"{o}lder in a given domain.

On the existence of solutions of quasilinear Beltrami equations with two characteristics