Two additional correlation contrasts were tested to provide an indirect measure of the influence of one language over the other and vice versa. These contrasts are represented by the second and the third contrast in Figure 3A. These contrasts assume that the correlations between monolinguals in one language and bilinguals in the other language are equal to the correlation of monolinguals in both languages (a). This pattern is predicted by the two-pattern hypothesis and poses that there is no influence between a bilingual’s both languages. Both the second and the third contrast were found to be statistically significant. The original study reported t = 9.39, p < 0.0005 and t = 8.54, p < 0.0005 for the second and third contrast, respectively. We replicated this finding with t = 43.95, p < 0.0005 and t = 15.96, p < 0.0005 for, respectively, the second and the third contrast. Both study results reject the two-pattern hypothesis and comply with the one-pattern hypothesis. We thus confirm that the correlations between the monolingual groups with the other language of the bilingual group are significantly higher than the correlations between both monolingual language groups (a). This reflects the assumptions made by the strong one-pattern hypothesis and assumes direct or indirect interactions between the two languages of a bilingual. However, like the original data, these results also suggest that the strong version of the one-pattern hypothesis has to be refined since the correlation of the bilingual naming patterns does not equal 1.