  Jin and Lee proved the following: Suppose that $D_1, \dots, D_n$ are link
diagrams. Given a link $L$ which is partitioned into sublinks $L_1, \dots, L_n$
admitting diagrams $D_1, \dots, D_n$ respectively, there is a diagram $D$ of
$L$ whose restrictions to $L_1, \dots, L_n$ are isotopic to $D_1, \dots, D_n$,
respectively. In this paper we show that a similar result does hold for welded
links and does not for virtual links.
