Explore the latest developments in BifurcationKit.jl through this 31-minute conference talk from JuliaCon Local Paris 2025. Learn about the powerful and flexible Julia package designed for numerical study of bifurcations in nonlinear systems. Discover practical applications for analyzing dynamical systems, including techniques for studying fixed points, creating bifurcation diagrams, continuing solutions, and examining codimension-1 bifurcations. Follow along with interactive coding examples that demonstrate how to apply the package to both low- and high-dimensional systems. Gain insights into the computational tools that power continuation and stability analysis in modern dynamical systems research. Master the implementation of BifurcationKit.jl for your own research and development projects in nonlinear dynamics and bifurcation theory.