Table 1. A linear nested model was used to test whether the Integrator (IT) combined both of his/her target cues.
Participant | Fast |
Slow |
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---|---|---|---|---|---|---|---|---|
F2L vs F2L + F2R |
F2R vs F2R + F2L |
F2L vs F2L + F2R |
F2R vs F2R + F2L |
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F-val | p < 0.01 | Fval | p < 0.01 | F-val | p < 0.01 | Fval | p < 0.01 | |
1 | 87.34 | Yes | 243.97 | Yes | 58.00 | Yes | 111.53 | Yes |
2 | 50.64 | Yes | 288.47 | Yes | 29.69 | Yes | 155.28 | Yes |
3 | 50.41 | Yes | 24.72 | Yes | 76.69 | Yes | 28.21 | Yes |
4 | 147.37 | Yes | 9.30 | Yes | 58.19 | Yes | 67.78 | Yes |
5 | 246.59 | Yes | 422.76 | Yes | 115.22 | Yes | 110.54 | Yes |
6 | 52.30 | Yes | 106.39 | Yes | 165.81 | Yes | 66.78 | Yes |
IT’s IMIs were regressed against the IMIs from just a single side (F2L or F2R; Reduced model) and then the IMIs of both F2R and F2L (Full model). The F-statistics and p-values from the difference in sum squared errors of the residuals for each participant in slow and fast interval durations are presented. The results show that the full model better predicts each the IT IMIs for every participant.