Session Description
CHD7 pathogenic variants cause more than 90% of CHARGE syndrome cases. Approximately 10% have no known genetic cause. We report the case of a patient with clinical features of CHARGE syndrome who lacked molecular confirmation despite a lengthy and comprehensive genetic evaluation.
After enrollment in the Undiagnosed Diseases Network, genome-wide methylation analysis revealed an abnormal methylation pattern consistent with the CHD7-associated epigenetic signature. Genome sequencing with focused bioinformatic analysis of CHD7 and removal of all variant filters detected a de novo 15 bp deletion in intron 4 of CHD7. RNA studies confirmed that this deletion causes disruption of the canonical 3’ splice site, and introduction of a premature stop codon.
In conclusion, integrating genomic, epigenomic, and transcriptomic methods may increase the diagnostic yield for CHARGE and other genetic syndromes.
Learning Objectives
At the conclusion of the series, participants should be able to:
- Describe the clinical utility of whole exome/whole genome sequencing tests
- Identify clinical indications for whole exome/whole genome sequencing
- List determinants used to assess the probability of a variant’s pathogenicity
- Elaborate on the importance of pre-test counseling and consent
Session Learning Objectives
At the conclusion of this session, participants should be able to:
- Recognize the clinical features of CHARGE syndrome.
- Identify some of the limitations of current clinical genetic testing in patients with CHARGE syndrome.
- Integrate various and newer genetic techniques (methylation, transcription, and genomic analysis) in the evaluation of a patient with CHARGE syndrome.
Faculty:
Jorge Luis Granadillo De Luque, MD
Instructor in Pediatrics, Genetics and Genomic Medicine, Washington University in St. Louis
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)
Daniel Wegner, MS
Department of Pediatrics, Washington University in St. Louis
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)
Tomi Toler, MS, CGC
Genetic Counselor, Washington University in St. Louis
This course does not offer educational credits