  In this article, we continue to study the geometry of bisections of certain
rational elliptic surfaces. As an application, we give examples of Zariski N +
1-plets of degree 2N + 4 whose irreducible components are an irreducible
quartic curve with 2 nodes and N smooth conics. Furthermore, by considering the
case of N = 2 and combining with known results, a new Zariski 5-plet for
reduced plane curves of degree 8 is given.
