Table 2. Experiment 1 Linear Mixed Models for Self-Report Dependent Variables.
Estimated Marginal Means (SE) | |||||
Model Variables | 1 | 2 | df | F | p |
PANAS-X Joviality | |||||
Mode | 4.795 (0.125) | 5.004 (0.123) | 1,129.863 | 3.033 | 0.084 |
Gender | 4.885 (0.133) | 4.914 (0.172) | 1,59.348 | 0.019 | 0.892 |
Mode×Gender | 4.612 (0.153) | 5.158 (0.151) | 1,129.863 | 7.946 | 0.006 |
4.979 (0.198) | 4.850 (0.195) | ||||
PANAS-X Hostility | |||||
Mode | 1.752 (0.110) | 1.765 (0.109) | 1,123.946 | 0.016 | 0.899 |
Gender | 1.695 (0.118) | 1.822 (0.152) | 1,53.679 | 0.435 | 0.512 |
Mode×Gender | 1.678 (0.135) | 1.711 (0.133) | 1,123.946 | 0.034 | 0.853 |
1.825 (0.174) | 1.819 (0.172) | ||||
PANAS-X Fear | |||||
Mode | 2.175 (0.100) | 2.389 (0.099) | 1,123.779 | 6.436 | 0.012 |
Gender | 2.367 (0.110) | 2.197 (0.142) | 1,52.106 | 0.896 | 0.348 |
Mode×Gender | 2.224 (0.123) | 2.510 (0.121) | 1,123.779 | 0.714 | 0.4 |
2.125 (0.158) | 2.268 (0.156) | ||||
PANAS-X Serenity | |||||
Mode | 3.927 (0.129) | 3.526 (0.127) | 1,125.7 | 13.884 | <.001 |
Gender | 4.029 (0.143) | 3.424 (0.184) | 1,53.587 | 6.736 | 0.012 |
Mode×Gender | 4.292 (0.158) | 3.765 (0.156) | 1,125.7 | 1.374 | 0.243 |
3.561 (0.204) | 3.286 (0.201) | ||||
PANAS-X Sadness | |||||
Mode | 3.733 (0.071) | 3.527 (0.070) | 1,127.737 | 10.637 | 0.001 |
Gender | 3.683 (0.078) | 3.577 (0.100) | 1,56.358 | 0.692 | 0.409 |
Mode×Gender | 3.799 (0.087) | 3.566 (0.086) | 1,127.737 | 0.181 | 0.671 |
3.666 (0.113) | 3.488 (0.111) | ||||
SAM Valence | |||||
Mode | 7.086 (0.147) | 7.270 (0.145) | 1,128.246 | 1.316 | 0.253 |
Gender | 7.225 (0.153) | 7.131 (0.190) | 1,59.363 | 0.148 | 0.701 |
Mode×Gender | 6.903 (0.184) | 7.547 (0.181) | 1,128.246 | 8.166 | 0.005 |
7.269 (0.230) | 6.994 (0.226) | ||||
SAM Arousal | |||||
Mode | 6.188 (0.154) | 6.366 (0.152) | 1,124.389 | 1.282 | 0.26 |
Gender | 6.386 (0.164) | 6.168 (0.205) | 1,55.956 | 0.69 | 0.41 |
Mode×Gender | 6.050 (0.193) | 6.722 (0.190) | 1,124.389 | 9.798 | 0.002 |
6.326 (0.241) | 6.011 (0.237) |
Note. Intercept is left out as uninformative from all models. Means 1 and 2 correspond Cooperative and Competitive for Mode, and Male and Female for Gender, respectively. For Mode×Gender interactions, the rows denote Male and Female, and columns denote Cooperative and Competitive, in that order. The p-values significant after controlling the false discovery rate are bolded.