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convex_mosers_worm_problem
Specification
**Convex Moser's Worm Problem** What is the minimal area (or greatest lower bound on the area) of a *convex* shape that can cover every unit-length curve?
Lean 4 Statement
theorem convex_mosers_worm_problem :
IsGLB {v | ∃ X ∈ WormCovers, Convex ℝ X ∧ volume X = v} answer(sorry)
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