Subjects judged whether two adjacent letters were identical or different. Different pairs were similar, for example HM, DO, VY, or dissimilar, for example DY, HV,MO. According to the noisyoperator theory, increasing the heterogeneity of difference (external noise) by intermixing similar and dissimilar different pairs ought to produce faster but less accurate responses on different trials. As predicted, the tendency to make more false-different responses (i.e., errors on same pairs) decreased when the similar and dissimilar different pairs were intermixed rather than presented in separate blocks. The fast-same effect did not change, however, seemingly due to criterion misadjustment. Proctor and Rao apparently found no effect of heterogeneity of difference on RT and errors because they used a less sensitive procedure (between-subjects design; different set of letters for more and less heterogeneous conditions). Consistent with the internal-noise principle, but not with the response-competition model of Eriksen, O'Hara, and Eriksen, the enhanced fastsame effect on blocks containing only similar (vs. dissimilar) different pairs was accompanied by an increased preponderance of false-different errors.When people judge whether two letters are identical or not, same judgments typically are faster than different judgments. According to the noisy-operator theory (Krueger, 1978), internal noise more often changes physical matches into spurious perceived mismatches than vice versa. As a result, different judgments are slower, owing to more rechecking of perceived mismatches, and subjects typically make more false-different responses (i.e., errors on same trials) than false-same ones.External noise also must be considered, however. Variability in the perceived difference count is the joint effect of variability within the subject (internal noise) and variability dependent on the investigator (external noise), who controls the number of differing features present (Krueger, 1978(Krueger, , 1979. While internal noise ought to produce faster but less accurate responses on same trials, external noise ought to produce faster but less accurate responses on different trials. When the different pairs vary in the degree of their featural overlap with the same pairs, then the similar different pairs would tend to be confused with same pairs and produce false-same errors, and the rechecking needed to eliminate such errors would slow down the same judgments. In effect, the similar different pairs would undermine the same distribution on the perceived difference count.