The low temperature exciton transport in Cu 2 O shows a transition from a diffusive to sonic ballistic regime with increase of excitation power or decrease of temperature, and also well pronounced nonlinearities under two-pulse and under pulse plus cw excitation. These features have been interpreted by the authors of the experiments as a proof of Bose-Einstein condensation (BEC) in the exciton system and its superfluidity. However, we have shown previously that most of these transport phenomena in Cu 2 O can be quantitatively explained within the nonequilibrium phononassisted (phonon wind) model, whereas the superfluid interpretation meets multiple inconsistencies. In the present paper we show that the recent experiments by the same group with spatially separated and/or time delayed two-pulse excitation are as well fully explained by the phonon wind picture.Introduction The low temperature exciton transport in Cu 2 O shows a great number interesting features [1 to 4], which have been interpreted by the authors of the experiments as a proof of Bose-Einstein condensate (BEC) arising in the exciton system and its superfluidity. However, we have shown in a series of papers [5 to 8] that most of these striking transport phenomena in Cu 2 O can be quantitatively explained within the nonequilibrium phonon-assisted (phonon wind) model, whereas the superfluid interpretation demonstrates multiple inconsistencies. Since then the results of a new experiment with spatially separated and/or time delayed two-pulse excitation have been published by the same group [9].We modify the phonon wind model in order to model the spatially separated excitation pulses and afterwards show that the new experiments are also fully explained within the phonon wind model. In Ref.[9], the authors have agreed that the phonon±exciton interaction is responsible for the nondiffusive sonic transport. However, they insist that the Bose-type correlations are important for the explanation of the discovered nonlinearities. They use Ref.[10] as a theoretical background. It has been shown in Ref.[10] that, under definite conditions, BEC of excitons can propagate through a semiconductor without damping, with nearly sonic velocity and in a form of bright exciton solitons. However, simple estimates in our Discussion show that the duration of such exciton solitons is at least five orders of magnitude shorter than measured in the experiment. Thus, this model cannot be used for explanation of the anomalous exciton transport in Cu 2 O.