# Inequality Chain

Algebra Level 2

Let $a, b, c, d,$ and $e$ be real numbers such that

$a+b

$b+c

$c+d

$d+e.

Which among $a,b,c,d,e$ is the largest and smallest?

Put your answer in the form (largest, smallest). For example, if you think the largest is $c$ and the smallest is $e$, then your answer should be $(c, e)$.

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