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. 2022 Mar 4;129(3):343–351. doi: 10.1007/s00702-022-02459-8

Table 2.

5-HTTLPR/rs25531 genotype and inertia regarding negative affect, results of multilevel regression [with t affect scale as response variable and t−1 affect scale, dummy-coded genotype information, and their interaction as predictors]

Random intercept model Random slope model
b 95% CI b 95% CI
Intercept negative affect
 Value 16.463 12.351 20.574 16.526 12.413 20.639
 Genotype 0.485 − 0.708 1.678 0.492 − 0.702 1.686
 Age − 0.030 − 0.253 0.193 − 0.033 − 0.256 0.190
 Female 2.130 1.064 3.197 2.138 1.072 3.204
 Weekend − 0.661 − 0.939 − 0.383 − 0.721 − 0.982 − 0.460
Slope negative affect
 Value 0.367 0.166 0.569 0.241 0.094 0.388
 Genotype 0.000 − 0.050 0.050 0.009 − 0.033 0.051
 Age − 0.003 − 0.014 0.007 0.002 − 0.006 0.010
 Female 0.082 0.030 0.134 0.058 0.016 0.101

Week/weekend is included as level 1 covariate, age and sex are included as level 2 covariates. The Intercept sections show the main effect of covariates on affect scores, which is the effect of the covariate if all other covariates were held at zero. The Slope sections show the effect of the covariate on the slope of the t−1 affect score, i.e. the regression coefficients of the interaction between covariate and person mean-centered t−1 affect score in predicting t affect score

b regression coefficient, CI confidence interval