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. 2020 Oct 7;24(14):4537–4545. doi: 10.1017/S1368980020003936

Table 1.

Metabolic syndrome score* according to plasma vitamins B6 and B12, erythrocyte folate and plasma homocysteine concentrations among school-aged children from Mesoamerica

Biomarker quartile (median) n Mean sd Unadjusted difference 95 % CI Adjusted difference 95 % CI
Model 1 Model 2§
Plasma PLP (nmol/l)
 Q1 (36) 50 0·02 0·21 Reference Reference Reference
 Q2 (49) 52 –0·04 0·20 –0·05 –0·13, 0·02 –0·05 –0·12, 0·02 –0·07 –0·14, 0·00
 Q3 (65) 67 0·03 0·24 0·01 –0·07, 0·09 0·02 –0·05, 0·09 0·00 –0·07, 0·07
 Q4 (107) 60 0·01 0·24 0·00 –0·09, 0·08 –0·01 –0·09, 0·06 –0·02 –0·10, 0·06
 P trend 0·69 0·88 0·87
Plasma vitamin B12 (pmol/l)
 Q1 (191) 58 0·10 0·24 Reference Reference Reference
 Q2 (297) 58 –0·02 0·23 –0·12 –0·20, –0·03 –0·10 –0·18, –0·02 –0·07 –0·15, 0·01
 Q3 (404) 60 –0·03 0·21 –0·13 –0·21, –0·05 –0·14 –0·22, –0·06 –0·12 –0·20, –0·05
 Q4 (719) 59 –0·03 0·20 –0·12 –0·20, –0·04 –0·14 –0·22, –0·05 –0·13 –0·21, –0·04
 P trend 0·02 0·01 0·008
Erythrocyte folate (nmol/l)
 Q1 (531) 58 0·02 0·23 Reference Reference Reference
 Q2 (735) 59 –0·01 0·22 –0·03 –0·11, 0·06 –0·03 –0·11, 0·04 0·01 –0·07, 0·08
 Q3 (858) 59 –0·02 0·19 –0·03 –0·11, 0·04 0·00 –0·08, 0·07 0·04 –0·02, 0·11
 Q4 (1169) 59 0·03 0·26 0·01 –0·08, 0·10 0·04 –0·05, 0·14 0·11 0·01, 0·20
 P trend 0·75 0·21 0·02
Plasma Hcys (µmol/l)
 Q1 (3·8) 57 0·00 0·26 Reference Reference Reference
 Q2 (5·5) 60 0·02 0·23 0·02 –0·07, 0·11 0·05 –0·03, 0·13 0·02 –0·06, 0·10
 Q3 (7·5) 59 –0·02 0·19 –0·03 –0·11, 0·05 0·05 –0·03, 0·14 0·03 –0·05, 0·12
 Q4 (10·5) 59 0·02 0·23 0·01 –0·08, 0·10 0·07 –0·02, 0·17 0·06 –0·04, 0·16
 P trend 0·99 0·18 0·22

PLP, pyridoxal phosphate; Hcys, homocysteine.

*

Component scores (waist circumference, homoeostatic model assessment for insulin resistance, mean arterial pressure, serum HDL-cholesterol and serum TAG) were computed by regressing each log-transformed component on sex and log-transformed age in linear regression models to obtain standardised residuals. After the HDL-cholesterol score was multiplied by −1, the overall score was calculated as the average of the five component scores.

n may be less than 237 due to missing values.

From linear regression models adjusted for height-for-age Z score, maternal height, highest parental education level, household food security, number of household assets and country of origin. Estimates for the vitamins were adjusted for each other but not for Hcys; estimates for Hcys were adjusted for all vitamins.

§

Adjusted for covariates in model 1 plus log-transformed total energy intake and intake of dairy, meat, fish and green leafy vegetables.

From linear regression models with the metabolic score as the outcome and a variable representing medians of ordinal categories of the predictor introduced as a continuous covariate. Robust estimates of variance were specified in all models.