Table III

Hierarchical regression analysis for ITP, ITP and ITA, according to control level

ITP (high control)ITP (low control)ITPa (high control)ITPa (low control)ITA (high control)ITA (low control)
VariableModel 1Model 2Model 1Model 2Model 1Model 2Model 1Model 2Model 1Model 2Model 1Model 2
Step 1     −0.18      
Age−0.4*−0.39**0.14−0.17−0.190.24−0.53**−0.60**−0.51**−0.51**−0.48*−0.56*
Gender0.210.24**0.150.130.21−0.19−0.07−0.130.27*0.28*−0.04−0.10
T.SUP−0.35*−0.33**−0.04−0.06−0.200.01−0.06−0.13−0.20−0.200.03−0.04
T.INS0.100.080.080.110.020.060.330.400.170.170.160.23
CNFL0.150.160.110.100.050.38−0.14−0.150.010.01−0.30−0.31
PROCU0.41**0.40**0.28**0.30**0.39*−0.20*−0.10−0.060.38*0.38*0.20**0.24*
FITO−0.26−0.23−0.38−0.37−0.22 −0.15−0.13−0.18−0.17−0.24−0.22
Step 2
TEL −0.14 0.09 −0.10 0.24* −0.05 0.24*
R20.380.400.320.320.240.250.150.190.350.350.300.35
Adjusted R20.290.290.240.240.140.130.060.100.260.240.230.27
F4.30**4.0**4.6**4.10**2.202.031.762.20*2.80**3.25**4.40**4.70**
df494872714948727149487271

Notes: Models with ITP and ITA as dependent variables were estimated with robust errors of Hubber and White to solve biases in heteroscedasticity values represent standarized coefficients. *p<0.05; **p<0.10

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