Let $a, b, c, d, e$ be real numbers such that $a + b < c + d$,$b + c < d + e$,$c + d < e + a$,and $d + e < a + b$. Then,

  • A
    the largest is $a$ and the smallest is $b$.
  • B
    the largest is $a$ and the smallest is $c$.
  • C
    the largest is $c$ and the smallest is $e$.
  • D
    the largest is $c$ and the smallest is $b$.

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