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We consider the structure and fractal dimension of aggregates formed by cluster-cluster diffusional encounters. Both the fractal dimensions and symmetry properties of these aggregates are found to differ significantly from those found in the case of a single aggregating cluster. We find for the fractal dimension D(d)=d(4d+3)(9d-2) for d<dc=8 and D(d)=d/2 for d>dc.
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Hentschel et al. (1984) studied this question.
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