  The azimuthal anisotropy due to path-length dependent jet energy loss is
studied in a simple jet absorption model that include event by event
fluctuating Glauber geometry. Significant anisotropy coefficients v_n are
observed for n=1,2 and 3, but they are very small for n>3. These coefficients
are expected to result in a "ridge" for correlations between two independently
produced jets. The correlations between the orientation of the n^{th}-order
anisotropy induced by jet absorption (\Phi_n^{QP}) and the n^{th}-order
participant plane (\Phi_n^{PP}) responsible for harmonic flow are studied.
Tight correlations are observed for n=2 in mid-central collisions, but they
weaken significantly for n\neq2. The correlations are positive for n>=3, but
become negative in central collisions for n>3. The dispersion between
\Phi_n^{QP} and \Phi_n^{PP} is expect to break the factorization of the Fourier
coefficients from two-particle correlation v_{n,n} into the single particle
v_n, and has important implications for the high-pT ridge phenomena.
