“…k q values >10 9 M −1 s −1 indicate that the processes are almost diffusion-controlled; (ii) Evaluation of the 1 PI/additive electron transfer quantum yields (˚e T ): they can be calculated according to ˚e T = k q 0 [additive]/(1 + k q 0 [additive]), and the higher ˚e T values indicate the higher PI/additives reactivity; (iii) The free energy changes ( G) for the electron transfer between PI and the additive: G can be calculated from the classical Rehm-Weller equation [26] [ G = E ox − E red − E S (or E T ) + C; where E ox , E red , E S (or E T ), and C are the oxidation potentials of the electron donors, the reduction potential of the electron acceptors, the excited singlet (or triplet) state energies of PI, and the electrostatic interaction energy for the initially formed ion pair, generally considered as [25,27]: the evolution of the functional groups of the monomers -conversion C (%) -is determined by measuring the peak area A of the corresponding characteristic bands (e.g., the epoxy group content of EPOX, the double bond content of TMPTA, the double bond content of DVE-3 and the thiol (S-H) content of Trithiol at about 790 cm −1 , 1630 cm −1 , 1620 cm −1 and 2580 cm −1 , respectively) at each time: C (%) = (A 0 − A t )/A 0 × 100 where C is the conversion at t time, A 0 the initial peak area before irradiation and A t the peak area of the functional groups at t time.…”