Free energy perturbation (FEP) approaches with stratification see widespread and increasing use in computational studies of biologically relevant molecules. However, when the molecular system are characterized by a complex conformational free energy landscape, the assessment of convergence remains a concern for many practitioners. The sampling problem in FEP has been authoritatively addressed in a recent perspective paper [ D. Mobley, J. Comput. Aided Mol. Des., 26, 93 2012 ], incisively entitled "Let's get honest about sampling". Here, I return on the issue of sampling in the determination of the octanol-water partition coefficient for a synthetic precursor of Kinase inhibitors that has been included in the recent extension of the SAMPL6 blind challenge of LogP coefficients. I will show, that even for this simple compound, whose conformational space is essentially dictated by two sp 3 rotable bonds connecting rigid planar units, canonical sampling using standard techniques can be surprisingly hard to achieve. I will also show how the conformational sampling problem can be effectively bypassed using unidirectional and bidirectional non equilibrium work methods, reliably recovering the solvation energy with minimal methodological uncertainty. the simulation and exploiting, in an inexpensive post-processing stage, powerful bidirectional maximum likelihood estimators like the so-called Bennett Acceptance Ratio (BAR). 9Stratification is costly since one has to perform n equilibrium J o u r n a l N a me , [ y e a r ] , [ v o l . ] , 1-10 | 1