The discussion centers on the relationship between electron orbitals and mass, questioning whether differing energy levels, like those of 2s and 3d orbitals, affect electron mass according to E=mc^2. It clarifies that while the mass of an atom can differ from the sum of its free subatomic particles, the mass of the electron itself remains constant. The mass difference in atoms, such as hydrogen, is attributed to the energy released when particles combine, not to changes in individual particle masses. It emphasizes that the masses of subatomic particles cannot be determined while they are bound in an atom. Overall, the conversation highlights the complexity of mass in atomic structures and the importance of energy interactions.