Table 1. Mixed-Effects Logistic Regression Model for Likelihood of Selecting a Gap Pair.
| Variables | Estimate | SE | z-value | p-value |
|---|---|---|---|---|
| Fixed Effects | ||||
| Intercept | -11.83 | .45 | -26.05 | .0001 |
| Age 12 | 1.35 | .44 | 3.07 | .002 |
| Age 14 | .44 | .48 | .92 | .36 |
| Rolling Gap Pair | 3.06 | .37 | 8.26 | .0001 |
| Near Gap Size | .75 | .03 | 25.15 | .0001 |
| Far Gap Size | 1.03 | .07 | 15.21 | .0001 |
| Age 12 × Rolling Gap Pair | -.65 | .17 | -3.86 | .0001 |
| Age 14 × Rolling Gap Pair | -.64 | .17 | -3.68 | .0001 |
| Age 12 × Far Gap Size | -.21 | .07 | -2.96 | .003 |
| Age 14 × Far Gap Size | -.10 | .08 | -1.29 | .198 |
| Rolling Gap Pair × Far Gap Size | -.39 | .06 | -6.31 | .0001 |
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| Random Effects | Variance | SD | ||
| Subject | .18 | .43 | ||