Comparison of barcode microarray hybridization and Bar-seq data on identical samples. A pool of 953 strains was created that contains four subpools of approximately 250 yeast deletion strains each. The strains in this pool were selected to contain two well-characterized drug targets and an additional 951 control heterozygote strains. These were mixed together in a constant pool (Pool-constant) at a ratio of 1:1:1:1 and in a variable pool (Pool-variable) at a ratio of 0.25:0.5:1.0:2.0. Log2 signals for each strain were determined, and the relative abundance across subpools was assessed. For tag-array analysis, the signal refers to the raw intensities corrected for saturation effects as described previously (), whereas for sequencing analysis, the signal refers to the sequencing counts. Data were filtered to remove strains with signal below an arbitrary background level (signal of 40 for sequencing data, 200 for hybridization data). (A) Scatterplot of the log2 ratio of the signal for each strain in the variable pool (0.25:0.5:1.0:2.0) over the signal in the constant pool (1:1:1:1). The subpools are shown in different colors: red, green, blue, and yellow correspond to ratios within Pool-variable of 0.25:0.5:1.0:2.0, respectively. The red, green, blue, and yellow lines indicate the expected log2 ratios. The data for this panel were scale-normalized using the green group, which is at equal concentration in both pools. (B) The distribution of the log2 ratios between variable (0.25:0.5:1.0:2.0) and constant (1:1:1:1) pools is shown for each subpool. The mean of each distribution is shown, with error bars representing one standard deviation. The y-axis is the log2 intensity or counts for each subpool present in the variable pool over the constant pool. The red numbers are the ratio of each subpool's mean over the mean of the 2 subgroup; in brackets is the expected ratio. All subgroups are statistically different in both the barcode microarray and Bar-seq data sets with P-values <10−6.