“…Here, λ k represents the average number of cells per microdroplet for the corresponding cell type, for k = 1,2,···. Because we use flow-focusing microfluidic devices to produce co-encapsulated populations of cells, the distribution of cell counts for each strain within the emulsion of microdroplets is assumed to follow a Poisson distribution. , The probability of a microdroplet containing n 1 Producers, n 2 Non-Producers, and n 3 Receivers can be calculated as follows: p ( n 1 , n 2 , n 3 ) = ∏ 3 k = 1 normale − λ k · λ k n k n k ! We expect that ∼90% of the microdroplets will contain only Receivers, see eq S3. Since Receivers are tagged with sfGFP , if AHL does not diffuse between the microdroplets, we expect that a strong sfGFP signal will be present in that 90% microdroplet subpopulation.…”