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We investigate a modified version of the $AB$ random sequential adsorptionmodel. Specifically, this model involves the deposition of two distinct typesof particles onto a lattice, with the constraint that different types cannotoccupy neighboring sites. By restricting the deposition attempts to only oneper site, we derive an analytical expression for the average densities ofparticles of types $A$ and $B$, at all time instances, for all depositionprobabilities of each particle type.

One-dimensional $AB$ random sequential adsorption with one deposition per site