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. 2016 Jun 24;11(6):e0158087. doi: 10.1371/journal.pone.0158087

Table 3. Intervention effects on the flanker task and academic performance.

Intervention Control
Outcome n = Baseline Follow-up Within-group change n = Baseline Follow-up Within-group change Adjusted difference in changea 95% CI p-value ConditionalICC
Flanker task
Accuracy (%)
Congruent trials 180 94.8 (6.1) 96.7 (5.2) 1.8 (5.2) 404 94.9 (6.2) 96.9 (4.3) 2.0 (5.5) -0.3 -1.0–0.4 0.36 NA
incongruent trials 180 80.9 (11.9) 86.6 (10.1) 5.7 (9.3) 404 83.2 (11.9) 87.0 (10.4) 3.8 (10.3) 0.8 -0.7–2.3 0.31 NA
Interference score 180 14.0 (9.5) 10.1 (7.6) -3.9 (7.9) 404 11.8 (9.2) 10.0 (8.6) -1.8 (9.1) -1.0 -2.3–0.3 0.13 NA
Reaction time (ms)
Congruent trials 180 470.2 (74.6) 458.9 (61.7) -11.3 (42.7) 404 461.9 (64.1) 449.8 (61.2) -12.1 (50.2) 2 -5–10 0.57 NA
incongruent trials 180 557.4 (92.4) 534.4 (70.8) -23.0 (54.9) 404 541.2 (81.5) 516.6 (70.3) -24.7 (59.1) 6 -2–15 0.16 NA
Interference score 180 87.2 (41.7) 75.4 (31.1) -11.7 (34.0) 404 79.3 (35.3) 66.7 (28.3) -12.6 (32.5) 5 0–9 0.03 NA
Academic performance
Mathematics skillsb 191 19.5 (10.2) 22.1 (10.9) 2.6 (5.4) 419 20.3 (9.9) 22.8 (11.1) 2.4 (4.9) -0.2 -1.6–1.1 0.73 0.08 (class)

Baseline, follow-up and within-group changes are unadjusted values while between-group comparisons are adjusted. Values are mean (SD) unless stated otherwise. Mathematics performance can range from 0–50 points. RT: reaction time, CI: confidence interval, ICC: Intraclass correlation coefficient conditional on covariables. NA: not applicable. NOTE: A negative difference in change for accuracy means worse performance by intervention schools (smaller increase in accuracy from baseline to post-intervention). A positive difference in change for RT means worse performance by interventions schools (smaller decrease in response speed from baseline to post-intervention). A positive difference in change in interference scores means worse performance by intervention schools (smaller decrease in interference score).

a Estimates are the unstandardized beta-coefficients (control coded as zero, intervention coded as 1) from linear mixed models with the change in outcome adjusted for baseline value of outcome, gender and grade level. If a random effect did not improve the model fit, ordinary least squares regression was used.

b Between-group difference in change is further adjusted for class cluster as a random effect.