Two widely separated solid conducting spheres, Sphere 1 of radius \(R\) and Sphere 2 of radius \(2R\), are connected by a long, thin conducting wire so that both spheres reach the same electrostatic potential \(V_0\) relative to infinity. The distance between the spheres is very large compared to \(2R\), so mutual electrostatic induction between them is negligible. Let \(Q_1\), \(\sigma_1\), and \(E_1\) represent the net charge, the surface charge density, and the magnitude of the electric field just outside the surface of Sphere 1, respectively. Which of the following correctly compares the net charge \(Q_2\), the surface charge density \(\sigma_2\), and the electric field magnitude \(E_2\) just outside the surface of Sphere 2 to the corresponding quantities for Sphere 1?