What does $2^{n} - 1 - n - {n \choose 2}$ count?
     
(a)
 The number of subsets of a set of size $n$ that have size at least two.
   
(b)
 The number of subsets of a set of size $n$ that have size at least three.
   
(c)
 The number of bitstrings of length $n$ that have at least two 1's.
   
(d)
 The number of bitstrings of length $n$ that have at most two 1's.