Run MATRIX procedure: ************* PROCESS Procedure for SPSS Beta Release 050412 ************* Written by Andrew F. Hayes, Ph.D.

http://www.afhayes.com

************************************************************************** Model = 8 Y = Apprenti X = Quota_c M = Moy_AE W = Sexe_c Statistical Controls: CONTROL= Niveau Sample size 212 ************************************************************************** Outcome: Moy_AE Model Summary R ,3437

R-sq ,1182

F 6,9336

df1 4,0000

df2 207,0000

p ,0000

Model coeff 3,8201 -,4150 ,8044 ,1382 ,1346

constant Quota_c Sexe_c int_1 Niveau

se ,1945 ,1829 ,1822 ,3646 ,0722

t 19,6392 -2,2687 4,4156 ,3790 1,8651

p ,0000 ,0243 ,0000 ,7051 ,0636

Interactions: int_1

Quota_c

X

Sexe_c

************************************************************************** Outcome: Apprenti Model Summary R ,2972

R-sq ,0883

F 3,9922

df1 5,0000

df2 206,0000

p ,0018

Model constant Moy_AE Quota_c Sexe_c int_2 Niveau

coeff 20,0829 ,2722 -,4697 ,4701 1,2073 ,1148

se ,5130 ,1083 ,2886 ,2970 ,5685 ,1134

t 39,1487 2,5124 -1,6273 1,5829 2,1238 1,0119

p ,0000 ,0128 ,1052 ,1150 ,0349 ,3128

Interactions: int_2

Quota_c

X

Sexe_c

******************** DIRECT AND INDIRECT EFFECTS ************************* Conditional direct effect(s) of X on Y at values of the moderator(s) Sexe_c Effect SE t p -,5000 -1,0733 ,4771 -2,2496 ,0255 ,5000 ,1340 ,3171 ,4225 ,6731 Conditional indirect effect(s) of X on Y at values of the moderator(s) Mediator Page 1

Moy_AE Moy_AE

Sexe_c -,5000 ,5000

Effect -,1318 -,0941

Boot SE ,1020 ,0690

BootLLCI -,3612 -,2580

BootULCI ,0373 ,0069

************************************************************************** Indirect effect of highest order interaction Mediator Moy_AE

Effect ,0376

SE(Boot) ,1067

BootLLCI -,1826

BootULCI ,2541

******************** ANALYSIS NOTES AND WARNINGS ************************* Number of bootstrap samples for percentile bootstrap confidence intervals: 5000 Level of confidence for all confidence intervals in output: 95,00 ------ END MATRIX -----

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