  We explore the way free particles produced by dissociating ``particle-hole
pairs'' on a surface-melted cluster can be transferred to a second, nearby
surface-melted cluster. This mass transport is based on an inter-cluster direct
transfer mechanism of the particles. We found that in this particular case one
cluster may grow at the expense of another, obeying a temporal power law with
the exponent 1/2 for the average radius R = const t^{1/2}. The change from the
expected universal power law R = const t^{1/3} is a consequence of the
proximity relation between these two clusters which lead to enhance the
effective transport rates.
