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Reblova, K.

Publications and source records attributed to Reblova, K..

2 recordsLinked to original sources

Decoding pseudoexon activation by deep intronic variants using a high-throughput minigene assay in the NF1 gene

Deep intronic variants can cause aberrant splicing, often manifested as pseudoexon inclusion, which represents a significant challenge in clinical diagnostics. Pseudoexon activations have been repeatedly described in the NF1 gene, making it a promising genomic context for studying underlying mechanisms. Here, we developed a specialized minigene assay by combining high-throughput mutagenesis and next-generation sequencing to evaluate the splicing effect of 501 deep intronic variants within NF1 intron 3. We identified and validated eleven pseudoexon-activating variants, including seven novel ones, which clustered into four activation-prone hotspots. Additionally, we detected a rare, out-of-frame wild-type pseudoexon whose inclusion was significantly enhanced by three specific mutations. Using this experimentally validated dataset, we benchmarked SpliceAI performance and ESRseq scores to refine variant prioritization. This integrated high-throughput framework offers a robust starting point for the systematic functional prioritization of deep intronic variation, providing a scalable model for variant annotation in other disease-associated genes.

molecular biology↗

Mechanical Properties of DNA Double-Crossover Motif

The double-crossover (DX) motif is a key building block of DNA nanostructures. It connects two double helices by two closely spaced Holliday junctions. Despite its prominent importance, the structure and elasticity of the DX motif is not fully understood. Here we employ extensive all-atom molecular dynamics (MD) simulations of an antiparallel DNA DX motif with two full turns between crossovers to infer its global structure and deformability. We quantitatively reproduce the experimentally known two-fold increase of bending stiffness upon incorporation of a DNA duplex into the DX motif, and find out that its stretching and twisting stiffness are only slightly influenced. To further describe the motif, we define four effective rigid bodies, each involving several base pairs flanking the Holliday junctions from the outside, and consider internal coordinates capturing relative displacement and orientation of the bodies. Time series of the coordinates from MD then yield the global structure of the DX motif and its stiffness in the harmonic approximation.

biophysics↗