  The conclusion of the original paper was wrong, due to the incorrect
assumption that the low-energy limit at the strongly-coupled point consists of
a single, coupled SCFT. By taking into account the fact that the low-energy
limit consists of multiple decoupled parts, it was later shown in
arXiv:1011.4568 that there is no violation of the a-theorem in this system.
Furthermore, the a-theorem itself was convincingly demonstrated in
arXiv:1107.3987, and the argument presented there has been further refined. The
rest of this paper is kept as it was, for some parts of the discussions might
still be of interest.
  Original abstract: We exhibit a renormalization group flow for a
four-dimensional gauge theory along which the conformal central charge 'a'
increases. The flow connects the maximally superconformal point of an N=2 gauge
theory with gauge group SU(N+1) and N_f=2N flavors in the ultraviolet, to a
strongly-coupled superconformal point of the SU(N) gauge theory with N_f=2N
massless flavors in the infrared. Our example does not contradict the proof of
the a-theorem via a-maximization, due to the presence of accidental symmetries
in the infrared limit. Nor does it contradict the holographic a-theorem,
because these gauge theories do not possess weakly-curved holographic duals.
