A world without pythons would be so simple

Abstract We show that bulk operators lying between the outermost extremal surface and asymptotic boundary admit a simple reconstruction in classical limit. This is converse of Python’s lunch conjecture, which proposes with support minimal (quantum) surfaces—e.g. interior Hawking partners—are highly complex. Our procedure for reconstructing this ‘simple wedge’ based on HKLL construction, but uses causal propagation perturbed conditions Lorentzian timefolds to expand wedge as far surface. As corollary, we establish Simple Entropy proposal holographic dual area marginally trapped well similar find particular coarse-grained CFT state, obtained via averaging over all possible lunches. An efficient quantum circuit converts state into state’ indistinguishable finite time from local modular Hamiltonian. Under certain circumstances, Hamiltonian generates an exactly flow; interpret result black hole uniqueness.