Original articleParent-of-origin differences of mutant HTT CAG repeat instability in Huntington’s disease
Introduction
Huntington’s disease (HD) is a progressive autosomal dominant neurodegenerative disorder characterized by motor disturbances, cognitive decline and behavioural problems [1]. The disease is caused by an expanded trinucleotide (CAG) repeat in the first exon of the HD gene (HTT) [2]. Normal HTT alleles contain 35 or less CAG repeats while mutant alleles are associated with 36 or more CAG repeats, although alleles with 36 to 39 repeats are considered to have reduced-penetrance. The length of the CAG repeat sequence in the mutant gene is inversely related to both age of onset, accounting for up to 73% of the variance [3], and disease progression [4], [5]. Except rare instances, CAG repeats in the normal range are stably inherited [6]. However, CAG repeats in the mutant range are generally unstable during intergenerational inheritance and can either contract or expand in up to 80% of all cases [7], [8], [9], [10].
The mechanisms underlying intergenerational CAG repeat instability are largely unknown. However, elucidating these mechanisms is of great importance as this could lead to better genetic counseling strategies, possible therapeutic interventions to counteract CAG repeat expansion and induce contraction, and a better understanding of the mechanisms that may also be responsible for somatic CAG repeat instability, which is associated with germ line repeat instability and is thought to be involved in HD pathogenesis [11], [12], [13], [14]. We recently demonstrated that the size of the CAG tract in the normal HTT allele also influences both age of onset and disease progression in HD patients [5]. However, it is still unclear whether normal CAG repeat size could also influence the intergenerational instability of the mutant CAG repeat tract. Therefore, in this study we aimed to identify factors that are associated with CAG repeat instability upon intergenerational transmission of the mutant allele, especially focusing on the role of the CAG tract size in the normal allele. In addition, as seasonal variations have been reported in germ cell quality of both men and women [15], [16], [17], we also sought to investigate whether day of birth of the offspring could influence CAG repeat instability.
Section snippets
Samples
From the archives of the department of Clinical Genetics of the Leiden University Medical Centre DNA samples from all parent-offspring pairs involving 36 CAG repeats or more in both generations were selected, concerning a total of 572 individual HD mutation carriers. To minimize procedural variability, CAG repeat lengths in both mutant and normal HTT were reassessed using the same standardized protocol and, in addition, all parent-offspring pairs were assessed in the same run. We excluded two
Results
In total, 337 transmissions of mutant HTT alleles from 190 different families were analyzed (Table 1). Mean ΔCAG was +1.76 in paternal transmissions and -0.07 in maternal transmissions (t = 5.12; p < 0.001). Moreover, paternal and maternal transmissions differed significantly for percent contractions versus expansions (χ2 = 40.78; p < 0.001) (Fig. 1). As in one case the gender of the offspring was unknown, mutation inheritance split by the gender of both parent and offspring resulted in a total of 336
Discussion
The degree of intergenerational CAG repeat instability in our cohort of Dutch HD patients is comparable to that described in other HD populations [6], [7], [8], [9], [10]. In line with previous reports both the gender of the affected parent as well as the size of the CAG repeat mutation appeared to be major determinants of repeat instability [6], [7], [8], [9], [10]. However, age of the affected parent at the time of offspring’s birth was not associated with intergenerational CAG repeat
Acknowledgments
We would like to thank M. Losekoot, PhD, and E.K. Bijlsma, MD, PhD, for their critical comments and suggestions. N.A.Aziz was supported by The Netherlands Organization for Scientific Research (grant #017.003.098).
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