Correlations and intraclass consistency coefficients between performance measures within each OCB Cluster.

<p>*p ≤ .05,</p><p>**p ≤ .01,</p><p>***p ≤ .001. Degrees of freedom in parentheses.</p><p>^a n = 9;</p><p>^b n = 8. Pearson correlations in the lower triangle and intraclass correlations in the upper triangle of each matrix. High OCB cluster’s overall task performance consistency: ICC(3) = -.260; n.s.; N = 9. Not-so-high OCB cluster’s overall task performance consistency: ICC(3) = .614; p ≤ .05; N = 8. ICC’s were calculated with “irr” package within R, assuming a one-way model (row effects random), and an average unit of analysis.</p><p>Correlations and intraclass consistency coefficients between performance measures within each OCB Cluster.</p

Intraclass correlation coefficients between performance measures.

<p>***p ≤ .001;</p><p>^ad.f. = 17. Overall consistency for three raters in task performance measures: ICC (3) = .303; n.s.; N = 17. ICC’s were calculated with “irr” package within R, assuming a one-way model (row effects random), and an average unit of analysis.</p><p>Intraclass correlation coefficients between performance measures.</p

ANOVA tests of between job-families equality of means and Levene’s tests of homogeneity of variances.

<p>Independent variable: Job family.</p><p>** p ≤ .01;</p><p>*** p ≤ .001.</p><p>¹ Power was computed for α = .05.</p><p>ANOVA tests of between job-families equality of means and Levene’s tests of homogeneity of variances.</p