| Literature DB >> 25741214 |
K Ficek1, M Stepien-Slodkowska2, M Kaczmarczyk3, A Maciejewska-Karlowska4, M Sawczuk4, J Cholewinski5, A Leonska-Duniec2, A Zarebska6, P Cieszczyk2, P Zmijewski7.
Abstract
One of the most severe injuries sustained by athletes is rupture of the anterior cruciate ligament (ACL). Recent investigations suggest that a predisposition for ACL rupture may be the result of specific genetic sequence variants. In light of this, we decided to investigate whether the COL12A1 A9285G polymorphism was associated with ACL ruptures in Polish football players. We compared genotypic and allelic frequencies of the COL12A1 A9285G polymorphism in two groups of athletes: 91 male football players (23 ± 3 years) with surgically diagnosed primary ACL ruptures who qualified for ligament reconstruction (cases) and 143 apparently healthy, male football players of the same ethnicity, a similar age category, and a comparable level of exposure to ACL injury, who were without any self-reported history of ligament or tendon injury (controls). DNA samples extracted from the oral epithelial cells were genotyped by using a real-time polymerase chain reaction (Ri-Ti-PCR) method. The genotype distribution in the cases were not different from those in controls (p = 0.70). The frequency of the G allele was lower in the cases (18.1%) but not statistically significant (p = 0.40) when compared with controls (21.3%). Our results are in contradiction to the hypothesis that the COL12A1 A9285G polymorphism is associated with a predisposition for ACL injury. However, these conclusions should be supported with more experimental studies on COL12A1 polymorphisms.Entities:
Keywords: Anterior cruciate ligament (ACL) rupture; COL12A1 gene; Collagen; Polymorphism
Year: 2014 PMID: 25741214 PMCID: PMC4347476 DOI: 10.2478/bjmg-2014-0022
Source DB: PubMed Journal: Balkan J Med Genet ISSN: 1311-0160 Impact factor: 0.519
Genotype and allele frequencies of the A9285G COL12A1 gene.
| Cases ( | 1.0 | AA: 61 (67.0) | 0.701 | A (81.9) | 0.82 (0.50–1.34) | 0.400 |
| Controls ( | 0.808 | AA: 89 (62.2) | A (78.7) |
HWE: Hardy-Weinberg equilibrium.
χ2: p value.
pD and pR are two-sided Fisher’s exact test probabilities with dominant (GG+AG vs. AA) and recessive (GG vs. AG+AA) modes of inheritance of minor alleles (G), respectively.