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. 2016 May 20;13(5):516. doi: 10.3390/ijerph13050516

Table 3.

Logistic regression analyses of the influence of BMI on hyperlipidemia prevalence.

Model BMI B c S.E. d Wald p OR (95% CI)
Univariate <18.5 −0.792 0.078 104.196 <0.001 0.453 (0.389–0.527)
18.5~ 1.000
24.0~ 1.008 0.031 1025.644 <0.001 2.741 (2.577–2.916)
30.0~ 1.233 0.063 379.395 <0.001 3.430 (3.030–3.883)
p value for trend p < 0.001
Model I a <18.5 −0.695 0.081 73.860 <0.001 0.499 (0.426–0.585)
18.5~ 1.000
24.0~ 0.951 0.032 865.523 <0.001 2.587 (2.428–2.756)
30.0~ 1.285 0.065 393.025 <0.001 3.614 (3.183–4.104)
p value for trend p < 0.001
Model II b <18.5 −0.316 0.086 13.337 <0.001 0.729 (0.616–0.864)
18.5~ 1.000
24.0~ 0.501 0.042 142.217 <0.001 1.651 (1.520–1.793)
30.0~ 0.539 0.083 42.235 <0.001 1.714 (1.457–2.017)
p value for trend p < 0.001

a Adjusted age and gender; b Adjusted age, gender, region, district, ethnicity, education, marital status, main occupation, monthly family income per capita, smoking, drinking, exercise, central obesity, waist, hip; c B represents the logistics regression coefficient; d S.E. represents the standard error.