Quantum Gravity (QG) initially focused on developing a quantum theory of spacetime geometry without incorporating particles. Over time, particularly around 2005, significant advancements were made to integrate particle physics into QG frameworks. Alain Connes' geometrical approach inspired researchers to combine the Standard Model with Loop Quantum Gravity (LQG), while Laurent Freidel's work suggested that LQG spinfoams could reveal particle physics in flat space as gravity is diminished. Additionally, Lee Smolin recognized that Bilson-Thompson's model of Standard Model particles could be represented through twists in LQG spin networks. This evolving understanding indicates that particles may fundamentally be manifestations of geometric structures.