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. 2012 Nov 19;109(49):19949–19952. doi: 10.1073/pnas.1212592109

Table 2.

Well-being regression equations for the total sample (N = 508) with sample by age interactions and without sample by age interactions

With or without sample b SE t P
With sample
 Intercept 55.764 1.400 39.835 <0.001
 Sample A 0.921 2.180 0.423 0.673
 Sample B −5.132 1.732 −2.963 0.003
 Male 1.301 0.421 3.091 0.002
 Age −0.491 0.132 −3.714 <0.001
 Age2 0.008 0.003 3.065 0.002
 Sample A × Age −0.232 0.205 −1.134 0.258
 Sample B × Age 0.118 0.169 0.696 0.487
 Sample A × Age2 0.004 0.004 1.015 0.311
 Sample B × Age2 −0.001 0.004 −0.395 0.693
Without sample
 Intercept 55.215 1.316 41.962 <0.001
 Sample A −1.502 0.598 −2.510 0.012
 Sample B −3.514 0.582 −6.037 <0.001
 Male 1.260 0.418 3.017 0.003
 Age −0.447 0.125 −3.574 <0.001
 Age2 0.007 0.003 2.920 0.004

The b coefficients for “Male,” “Sample A,” and “Sample B” indicate the deviation of well-being of these groups from the unweighted grand mean of well-being. The b coefficients for interaction terms indicate the deviation of Age and Age2 effects for sample A and sample B from the unweighted grand mean of the Age and Age2 effects.