deletions | additions       diff --git a/Monotonicity_TSP_We_seek_to__.md b/Monotonicity_TSP_We_seek_to__.md  index 1c6e9b9..3a61475 100644  --- a/Monotonicity_TSP_We_seek_to__.md  +++ b/Monotonicity_TSP_We_seek_to__.md 
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We seek to demonstrate that \(|TSP(S)|\geq |TSP(S'\subseteq S)|\).  Tr By the triangle inequality $c \leq a + b$. Therefore $|TSP(S)| = L+a+b \leq L + c = |TSP(S_{/p})|$.  For all points  ## MST