  Motivated by the recent research of congruences and $q$-congruences, we
provide two different $q$-analogues of the (G.2) supercongruence of Van Hamme
through the `creative microscoping' method, which was devised by Guo and
Zudilin. It is a remarkable fact that this is the first time to give direct
$q$-analogues of (G.2). In addition, we propose a conjecture related to
Swisher's Dwork-type supercongruence (G.3).
