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. 2014 Jul 2;9(7):e101537. doi: 10.1371/journal.pone.0101537

Table 4. Linear regression models evaluating effect of HFE genotypes on the association between lead exposure and iron metabolism.

β SE Bcoff t value P-value1 R 2 F value P-value2
Variable BPb(µg/L)
Content 340.588 65.512 5.199 0.000
BIC −5.507 1.953 −0.119 −2.280 0.005
BIC×HH or HD DD −1.149 0.432 −0.099 −2.661 0.008 0.594 135.187 0.000
BIC(mg/kg)
Content 40.661 0.532 76.374 0.000
BPb×HH or HD DD −0.002 0.000 −0.284 −9.254 0.000 0.444 135.408 0.000
Tf(g/L)
Content 3.649 0.109 33.474 0.000
BPb −0.002 0.001 −0.538 −2.877 0.004
BPb×HH or HD DD 0.000 0.000 0.414 2.237 0.026 0.141 26.626 0.000

Abbreviations: BPb, blood lead; Tf, transferrin; BIC, body iron content; HH, wild-type; HD, H63D heterozygous variant; DD, H63D homozygous variant.

Linear models were adjusted stepwise for age (year), gender (male vs. female), education (lower than high school vs. higher than high school), marriage (yes vs. no), tobacco use (yes vs. no), alcohol consumption (yes vs. no), occupational lead exposure (unexposed, dissolved lead operations or electrolytic lead operations) and work years. H63D genotype (HH vs. HD or DD), iron metabolic index/BPb and the cross-product with the genotype and each iron metabolic index/BPb. While BPb was independent factor, each iron metabolic index and the cross-product with the genotype were put separately into the model.

1

P value for each statistic;

2

P value for each regression model.