i'm not sure if this fits - but since it's a thread on Antibody ID, i figured i'd ask. i read in the AABB technical manual that Fisher's Rule of Three doesn't necessarily apply to all approaches in ensuring an identification with minimal statistical error (P<0.05), and that sometimes other methods are applicable (i.e. 2 negatives, 3 positives or 1 postive and 7 negatives and such...) we had a case where a cord blood was DAT positive, but since we had barely any cord red cells, we recovered a very small amount of eluate that, if pipetted as per manufacturer's recommendations, we would only have enough eluate to last 9 cells in one panel by gel. the mom's screen was anti-D, possible due to RhIg. if the panel's pattern matches anti-D up to cell 9 (which it did) - would the alternate approaches (non-Fisher's) be enough to confirm that the eluate demonstrated anti-D? the reason why i'm asking is because, even though i suggested this information on alternate "rules", our BB techs have been hesitant in just ruling out anti-K with 1 heterozygous cell, regardless of its phenotypic frequency. instead, they have to find 2 additional selected cells at most to make sure it reacts negatively with the patient's serum or eluate. also, we usually would need 2 additional selected cells treated with ficin to rule out anti-C and anti-E by gel because there are no homozygous expression for those antigens with the D antigen being negative. i was always taught that you use a combination of rule-outs with homozygous cells and the statistical "Rule of Three" if a pattern in reactivity matches that of an antibody in the cell lines. but it seems like at my institution, we're doing endless repeat selected cells trying to rule out anti-K, C, and E just because of the "Rule of Three", even if the reactivity pattern fits and at least one or two of the alternate "rules" apply. thanks!