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For      X X       a metric continuum, and      p ∈  X p \in X      , we show that the Whitney levels in the relative hyperspace      C p ( X ) = { K ∈  C ( X ) | p ∈  K } {C_p}(X) = \{ K \in C(X)|p \in K\}       are absolute retracts.

Whitney levels in 𝐶_{𝑝}(𝑋) are ARs