Every regular Lagrangian torus fiber of the F4(0) degeneration of CP^2 is either Hamiltonian isotopic to an explicitly identified standard toric fiber, or lies on a wall where no two fibers are Hamiltonian isotopic.
Low-dimensional and symplectic topology, Proc
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Explicit Hamiltonian Classification in the $F_4(0)$ Toric Degeneration of $CP^2$
Every regular Lagrangian torus fiber of the F4(0) degeneration of CP^2 is either Hamiltonian isotopic to an explicitly identified standard toric fiber, or lies on a wall where no two fibers are Hamiltonian isotopic.