spo16 mutants in yeast were reported to have reduced map lengths, a high frequency of nondisjunction in the first meiotic division, and essentially unchanged coefficients of coincidence. Were all crossing over in yeast subject to interference, such data would suggest that the ''designation'' of recombination events to become crossovers is separable from the ''implementation'' of that crossing over. In the presence of coexisting interference and noninterference phases of crossing over, however, lack of change in the coefficient of coincidence may show only that spo16 reduces crossing over in the two phases by a similar factor.Be careful. Coefficient of coincidence is a slippery concept.A. H. Sturtevant to a young geneticist Because Shinohara et al. (2008) detected no appreciable change in the indicators of interference accompanying the spo16-induced reduction in linkage distances, they concluded that spo16 affects the ''implementation'' of crossing over and, in so doing, eliminates any hypothetical ''assurance'' of at least one crossover, without disturbing the ''designation'' of sites that, in wild type, would have received a crossover. They point out that their observation is compatible with a ''stress'' model for interference. This assertion caught our interest because of the implied possibility that the observation might be incompatible with a counting model for interference (e.g., Foss et al. 1993).In this note we first indicate a version of a counting model (aka chi-square, gamma, or Erlang model) that, too, is compatible with the observation of Shinohara et al. (2008), and we then discuss the possibility that their observation has little bearing on models for interference or on issues of designation and implementation.The expectations for spo16 under a counting model: The counting model proposed by Foss et al. (1993) hypothesized that double-strand breaks (DSBs) occur independently of each other and that there will (ordinarily) be a fixed number of noncrossovers between adjacent crossovers. In one development of the model, counting is achieved by ''sweeping'' adjacent DSBs, or precursor structures, into clusters of fixed size, with one particular position in the cluster designated to yield a crossover (Stahl 1993;Stahl et al. 2004). Below, we show that the lack of a spo16-induced phenotype with respect to indicators of interference is as expected of such a system, as long as the spo16-induced reduction in linkage distances represents random loss of designated crossovers.For simplicity, our indicator of interference in this section is the factor by which the presence of a crossover in interval 1 reduces the map length of adjacent interval 2 from its value in the total population, i.e., (crossover frequency in interval 2 among crossovers in interval 1)/ (crossover frequency in interval 2 in the total population). (Since, in the spo16 mutant, DSBs are not diminished and appear to be repaired, we presume that a fraction of the DSBs that, in wild type, would have been repaired as crossovers will, in th...