Lower semicontinuity of mappings with bounded $(\theta,1)$-weighted $(p,q)$-distortion

We prove that, under some extra conditions, the locally uniform limit of mappings with bounded $(\theta,1)$-weighted $(p,q)$-distortion is a mapping of bounded $(\theta,1)$-weighted $(p,q)$-distortion too. Moreover, we obtain the lower semicontinuity of the distortion coefficients.