In this study, 80 people as a patient group and 80 people as the title of the control group was included in the study. Mean age of patients was 44.32 and healthy subjects was 35.42 years old. 46 healthy women (57. 5%), 34 healthy men (42.5%), 37 sick women (46.3%) and 43 male patients (53.7%) were included in the study with a difference of two the groups were not significant in terms of gender. (Table 2).
Table 2
Distribution of demographic variables and biochemical profiles in the study groups.
Characteristics | Control (N = 80) | Case (N = 80) p-value |
Male (%) | 34.46 | 43.37 NS |
Age(years) | 35.42 ± 8.5 | 6 NS.9 ± 33.44 |
(Kg/M2) BMI | 61.23 ± 9.2 | 28.74 ± 4.6 P < 0.0001 |
(Mg/Dl) FPG | 8.03 ± 92.08 | 91.98 ± 13.8 P < 0.0001 |
Cholesterol (Mg / DL) | 105.68 ± 25.01 | 152.01 ± 69.9 NS |
Triglyceride (Mg / DL) | 97.5 ± 42.9 | 170.30 ± 43.2 P < 0.0001 |
Mg /DL)) LDL | 89.06 ± 22.5 | 94.16 ± 30.6 NS |
HDL (Mg/ DL) | 48.42 ± 12.1 | 35.15 ± 12.6 P < 0.0001 |
(IU/ L) AST | 16.55 ± 4.4 | 26.44 ± 8.3 P < 0.0001 |
( IU/ L) ALT | 17.91 ± 7.8 | 35.33 ± 17.2 P < 0.0001 |
(Mm/L) Insulin | 11.57 ± 11.4 | 22.45 ± 33 NS |
Adiponectin (Mm/L) | 71.43 ± 30.4 | 53.89 ± 25.6 P < 0.0001 |
Dystolic Pressure(mmHg) | 7.95 ± 0.35 | 8.09 ± 0.67 P < 0.0001 |
Systolic Pressure(mmHg) | 11.48 ± 1.3 | 12.2 ± 1.8 NS |
BMI Body mass index, lipoprotein, LDL low-density lipoprotein, HDL higher -density lipoprotein,
FPG fasting plasma glucose AST aspartate aminotransferase ALT alanine aminotransferase.
Result of electrophoresis of PCR products of rs17300539, rs266729 and rs1501299 polymorphism was performed using RFLP technique which is shown in Fig. 1,2&3. In rs17300539 polymorphism, GA genotype consists of three bands with lengths of 296, 167 and 129 bp, GG genotype consists of two bands with lengths of 129 and 167 bp and AA genotype contains one fragment with a length of 296 bp which was not observed in the present study (Fig. 1).
The frequency of GG genotype in rs17300539 polymorphism in healthy and sick individuals was 96.3% and 90% respectively, and the frequency of GA genotype was 3.8% and 10%, respectively. Regression analysis in rs17300539 showed no relationship between GG and GA genotypes and Non-alcoholic fatty liver disease. The frequency of G allele in the healthy and diseased groups was 98% and 95%, respectively. Regression analysis of G allele showed that there was no significant difference in frequency of G allele between healthy and patient groups (P > 0.05). The relationship between GG and GA genotypes of rs17300539 of adiponectin gene polymorphism with biochemical and anthropometric variables was investigated in both healthy and sick groups. The results showed that the body mass index and diastolic blood pressure in patients carrying the GA genotype are higher than those carrying the GG genotype. In the healthy group, no significant relationship was observed between biochemical and anthropometric variables with GG and GA genotypes (Table 4). The level of triglyceride and AST enzyme in women with GA genotype is higher than women with GG (P < 0.05). Sick men who carriers GA genotype had higher diastolic pressure than carriers of GG genotype (Table 5).
Table 5 does not provide information about rs1501300 polymorphism due to the lack of significant differences between genotypes in the amount of parameters.
In rs266729 polymorphism, CG genotype consists of three bands with lengths of 296, 183 and 113 bp, GG genotype consists of two bands with lengths of 183 and 113 bp and CC genotype consists of one fragment with length of 296 bp (Fig. 2).
Regression analysis on rs266729 indicated that there was no association between CC and CG genotypes with Non-alcoholic fatty liver disease. The frequency of C allele in healthy and patient groups was 96.95% and 95.35%, respectively. C-allele regression analysis showed that there was no significant difference between C-allele frequency in healthy and patient groups (P < 0.05) (Table 3).
Table 3
Regression analysis of polymorphism genotypes rs1501299, rs266729, rs17300539
Polymorphism | Genotype | Control (N = 80) | Case (N = 80) | OR(CI=%95) | P- value Insulin -sensitive Insulin resistant OR (95%CI) p-value |
rs17300539 | GG GA G A | 72(%90) 8(%10) 152(%95) 8(%0.5) | 77(%96.3) 3(%3.8) 157(%98) 3(%2) | 2.85(0.2–23.4) 0.35(0.09–1.37) 2.75(0.72–10.58) 0.36(0.09–1.39) | NS 87(96.7) 62(88.6) 0.27(0.07–1.05) 0.058 NS 3(3.3) 8(11.4) 0.27(0.07–1.05) 0.058 NS NS |
rs266729 | CC CG GG G C | 50(%62.5) 30(37.5) 0(0) 30(%3.15) 130(%96.95) | 48(%60.0) 30(37.5) 2(2.5) 34(%4.65) 126(%95.35) | 0.90(0.48–1.70) 1.0(0.53–1.90) 1.73(0.4–1.3) 2.86(0.64–19.58) | NS 52(57.8) 46 (65.7) 1.40 (0.73–2.67) 0.3.7 NS 36(40) 24(34.3) 0.78(0.41–1.50) 0.459 NS 2(2.2) 0 (0) - - NS NS |
rs1501299 | TT GT GG T G | 3(%3.8) 40(%50) 37(%46.2) 38(%47.5) 20(%36) | 1(%1.3) 54(%69.2) 23(%29.5) 34(%30) 29 (%52) | 0.33(0.03–3.28) 2.25(1.17–4.31) 0.49(0.25–0.94) 0.47(0.25–0.91) 0.47(0.25–0.88) | 2(2.9) 1.33(0.18–9.71) 0.459 2(2.2) NS . 0001 54(60) 40(58.8) 0.95(0.50–1.81) 0.881 0/>P 0001 34(37.8) 26 (38.2) 1.02(0.53–1.95) 0.953 /0 > P 0001 /0 > P 0001 /0 > P |
The relationship of CG, GG and CC genotypes of ADIPOQ gene of rs266729 with biochemical and anthropometric variables was investigated in both healthy and patient groups. CG genotypes of ADIPOQ gene rs266729 showed a decrease in adiponectin level in women (P < 0.05). There was a relationship between rs266729 polymorphism and AST in men (P < 0.05) (Table 5). In rs1501299 polymorphism, GT genotype with three bands with lengths of 196bp 148bp, 48bp and GG genotype with two bands with lengths of 148bp, 48bp and TT genotype with one band with 196bp length are identified (Fig. 3).
The frequency of GG genotype in rs1501299 polymorphism in healthy and sick individuals was 50% and 69.5%, respectively, and the frequency of GT genotype in patients was 29.5% and healthy individuals was 49.2%. Regression analysis in rs1501299 indicated that there was association between TG and GG genotypes with Non-alcoholic fatty liver disease. The frequency of G allele in the healthy and diseased groups was 74.1% and 84%, respectively. Regression analysis of G allele showed that there is a significant difference between the frequency of G allele in healthy and patient groups (P < 0.05) (Table 3). In the regression analysis performed between sick and healthy individuals, the results were as follows: the number of carriers of GT genotype was higher in patients and the number of carriers of GG genotype was higher in healthy individuals (Table 3, Table 4). In a study conducted on rs1501299 polymorphism, a significant difference was observed in BMI level between patients who carried GG and GT genotypes. The level of BMI was reported to be higher in patients who carried GT genotype than GG genotype (P < 0.05) (Table 4).
Table 4: Relationship between rs1501299, rs266729 and rs17300539 polymorphisms with Biochemical and Anthropometric variables
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)
Table 4 does not mention TT, CC and AA genotypes due to their small number
Serum triglyceride levels, fasting blood sugar, HDL, AST, ALT and diastolic blood pressure were higher in patients than in healthy individuals. Adiponectin levels in patients were lower than healthy individuals and body mass index (BMI) was higher in patients (P < 0.05) (Table 2).
Table 5 Investigation of biochemical parameters and body mass index in rs17300539 and rs266729 polymorphisms according to gender
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)
There was no difference in haplotype frequencies from ADIPQ SNPs (rs17300539, rs266729, rs1501299) so the table was omitted (Table 2). We investigated the distribution of ADIPOQ gene polymorphisms among insulin-resistant (HOMA-IR < 2.6) and non-insulin-resistant subjects (HOMA-IR ≥ 2.6). Results showed that there was no significant difference in the distribution of allele and genotype frequencies between the insulin-resistant and non-insulin-resistant groups (Table 3).