First time users: You will need to check your degree as you created an ACMG account. The system designates educational credits according to your degree. Be sure you are logged in (do you see your name on the top right under the ACMG Genetics Academy logo?). If not, login before proceeding.
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fV9svO6/wDWKXsds9H0t/6an9FR7LVdwMLGvvfbb0y/Jec7I/XBbWKxtyrQx+x+XXdsx9u3+jf4P9H6i2R0XCbi4eM3e0dPLHYtocfUaWDZ/OfnNtr3VXMd/O1vQ29BpZa6yrKyq2utdcamXEV7nvORYPT/AHH2Pd7EhjIrQGvJHCXJxsm/EGYyxzn4vUr85lLiZ9LJrtyGtob/AMFl0Vb6v9Hk1Wf9yak/R8Gjqu5vUN99eLjYldDC97Wt30MussDa3N/Tve/+f/nVtWdHwrcC/p9jXOx8l9ljwXHcH22OyXPY/wDM2XP31f6NCs6BhuLHVWX41jamUOfRa6svrrEVtu2+17mbvbb/AD3/AAiXtmxsQOhTwnTq5eTgU/tZ+PbiZPVm4+HjBjvVYHtmzM91z78jE9R9u1vv/SP/AEX6VEyuku9aqyzpz8zAGPXXThC5osxnje639HZc3Gusfvrb9o+1erX6P6L2K+76vYQcx2PbfiBlTKA2i1zAWVmx9e/6Tnv3X2/pH+9PZ0HHc5tjMnKpvFbabL67SH2Mbu2evO5lj273/ptnrf8ACJe2dfT+X/eq4U/SLKLOnUux7LbK4LQcgk3Atc5j6rzZ7/Vpe30X7/f7FbQsXFx8PHZjYzPTprENbJPmS5ztz3vc73Pe/wB70VSx2Fp6P//S9USXyskih+qUl8rJJKfqlJfKySSn6pSXyskkp+qUl8rJJKfqlJfKySSn6pSXyskkp+qUl8rJJKfqlJfKySSn6pSXyskkp//Z/+ER8mh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS4xLjIiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyIgeG1sbnM6eG1wTU09Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9tbS8iIHhtbG5zOnN0UmVmPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VSZWYjIiB4bWxuczpzdEV2dD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL3NUeXBlL1Jlc291cmNlRXZlbnQjIiB4bWxuczppbGx1c3RyYXRvcj0iaHR0cDovL25zLmFkb2JlLmNvbS9pbGx1c3RyYXRvci8xLjAvIiB4bWxuczpwZGY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vcGRmLzEuMy8iIHhtbG5zOnBob3Rvc2hvcD0iaHR0cDovL25zLmFkb2JlLmNvbS9waG90b3Nob3AvMS4wLyIgZGM6Zm9ybWF0PSJpbWFnZS9qcGVnIiB4bXA6TWV0YWRhdGFEYXRlPSIyMDE0LTEwLTI0VDEwOjMwOjE0LTA0OjAwIiB4bXA6TW9kaWZ5RGF0ZT0iMjAxNC0xMC0yNFQxMDozMDoxNC0wNDowMCIgeG1wOkNyZWF0ZURhdGU9IjIwMTQtMTAtMjRUMDk6NDY6MDctMDQ6MDAiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENTNiAoTWFjaW50b3NoKSIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDowNDgwMTE3NDA3MjA2ODExODIyQTg3QkE5NkY1N0RCMCIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDowMzgwMTE3NDA3MjA2ODExODIyQUQxMjU4MzhBNjRCRSIgeG1wTU06T3JpZ2luYWxEb2N1bWVudElEPSJ1dWlkOjVEMjA4OTI0OTNCRkRCMTE5MTRBODU5MEQzMTUwOEM4IiB4bXBNTTpSZW5kaXRpb25DbGFzcz0icHJvb2Y6cGRmIiBpbGx1c3RyYXRvcjpTdGFydHVwUHJvZmlsZT0iUHJpbnQiIHBkZjpQcm9kdWNlcj0iQWRvYmUgUERGIGxpYnJhcnkgMTAuMDEiIHBob3Rvc2hvcDpDb2xvck1vZGU9IjMiPiA8ZGM6dGl0bGU+IDxyZGY6QWx0PiA8cmRmOmxpIHhtbDpsYW5nPSJ4LWRlZmF1bHQiPlByaW50PC9yZGY6bGk+IDwvcmRmOkFsdD4gPC9kYzp0aXRsZT4gPHhtcE1NOkRlcml2ZWRGcm9tIHN0UmVmOmluc3RhbmNlSUQ9InhtcC5paWQ6MDE4MDExNzQwNzIwNjgxMTgyMkFEMTI1ODM4QTY0QkUiIHN0UmVmOmRvY3VtZW50SUQ9InhtcC5kaWQ6MDE4MDExNzQwNzIwNjgxMTgyMkFEMTI1ODM4QTY0QkUiIHN0UmVmOm9yaWdpbmFsRG9jdW1lbnRJRD0idXVpZDo1RDIwODkyNDkzQkZEQjExOTE0QTg1OTBEMzE1MDhDOCIgc3RSZWY6cmVuZGl0aW9uQ2xhc3M9InByb29mOnBkZiIvPiA8eG1wTU06SGlzdG9yeT4gPHJkZjpTZXE+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJzYXZlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDowNTgwMTE3NDA3MjA2ODExODIyQTlGMjVFNEUzQjMyRCIgc3RFdnQ6d2hlbj0iMjAxNC0xMC0wOFQxNDoyMDoxOC0wNDowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgSWxsdXN0cmF0b3IgQ1M2IChNYWNpbnRvc2gpIiBzdEV2dDpjaGFuZ2VkPSIvIi8+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJzYXZlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDowMTgwMTE3NDA3MjA2ODExODIyQUQxMjU4MzhBNjRCRSIgc3RFdnQ6d2hlbj0iMjAxNC0xMC0yNFQwOTozOTo1My0wNDowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgSWxsdXN0cmF0b3IgQ1M2IChNYWNpbnRvc2gpIiBzdEV2dDpjaGFuZ2VkPSIvIi8+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJjb252ZXJ0ZWQiIHN0RXZ0OnBhcmFtZXRlcnM9ImZyb20gYXBwbGljYXRpb24vcG9zdHNjcmlwdCB0byBhcHBsaWNhdGlvbi92bmQuYWRvYmUuaWxsdXN0cmF0b3IiLz4gPHJkZjpsaSBzdEV2dDphY3Rpb249InNhdmVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjAzODAxMTc0MDcyMDY4MTE4MjJBRDEyNTgzOEE2NEJFIiBzdEV2dDp3aGVuPSIyMDE0LTEwLTI0VDA5OjQ2OjA3LTA0OjAwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBJbGx1c3RyYXRvciBDUzYgKE1hY2ludG9zaCkiIHN0RXZ0OmNoYW5nZWQ9Ii8iLz4gPHJkZjpsaSBzdEV2dDphY3Rpb249InNhdmVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjA0ODAxMTc0MDcyMDY4MTE4MjJBODdCQTk2RjU3REIwIiBzdEV2dDp3aGVuPSIyMDE0LTEwLTI0VDEwOjMwOjE0LTA0OjAwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgQ1M2IChNYWNpbnRvc2gpIiBzdEV2dDpjaGFuZ2VkPSIvIi8+IDwvcmRmOlNlcT4gPC94bXBNTTpIaXN0b3J5PiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI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Diagnostic Utility of RNA-Seq in Neurodevelopmental Disorders
Presented by: Baylor College of Medicine, Undiagnosed Diseases Network (UDN)
Date of Release: December 21, 2020
CME expiration date: December 21, 2023
Estimate time of completion: 1 hour
Course must be completed by the expiration date
www.acmgeducation.net
Session Description
Genome-wide testing technologies (including chromosomal microarrays, exome sequencing, and genome sequencing) have provided advances in diagnosis of genetic disorders. This is particularly true for neurodevelopmental disorders, where sometimes nonspecific clinical presentations benefit from the more agnostic testing approach of a genome-wide technology. However, these tests alone do not provide diagnoses for a majority of individuals undergoing the testing. Utilizing three case examples from the Undiagnosed Diseases Network, we demonstrate how incorporation of RNA-seq analysis into the evaluation of individuals with neurodevelopmental disorders and previously nondiagnostic genomic evaluations has enabled the identification of their disease etiologies. RNA-seq can aid in diagnosis through provision of evidence of functional impact of variants identified through other testing technologies or through identification of variants that were unable to be detected by standard testing technologies. Furthermore, through the use of an RNA-seq-directed approach to genomic data analysis, diagnosis may become more efficient by allowing identification of variants with significant impacts on gene expression and/or splicing.
Target Audience
- Clinical geneticists; genetic counselors; pediatric, obstetric, and maternal-fetal specialists; and all medical practitioners who are providing comprehensive diagnostic, management, and counseling services for patients with, or at risk for, genetically influenced health problems.
- Laboratory directors and technicians who conduct genetic testing, researchers involved in the discovery of genetic disorders and treatments and any healthcare and public health professionals who have an in interest medical and clinical genetics and genomics.
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
Session Learning Objectives
At the conclusion of this session, participants should be able to:
- Describe the clinical and diagnostic utility of RNA-seq in the evaluation of neurodevelopmental disorders
- Explain how an RNA-seq-directed approach to analysis of genomic data may be beneficial for the diagnosis of neurodevelopmental disorders
- Recognize the limitations of exome sequencing, genome sequencing, and chromosomal microarray testing
- Compare and contrast genomic variant identification and interpretation with and without RNA-seq
Presenters
![](data:image/jpeg;base64,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)
David Murdock, MD, FACMG
Assistant Lab Director of CAP/CLIA-certified Human Genome Sequencing Center Clinical Lab
Baylor College of Medicine
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)
Carlos Bacino, MD, FACMG
Medical Director Cytogenetics Laboratory, Baylor Genetics Laboratories
Vice Chair Clinical Affairs, Department of Molecular and Human Genetics Baylor College of Medicine
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)
Hsiao-Tuan Chao, MD, PhD
Assistant Professor of Pediatrics-Neurology, Molecular and Human Genetics, and Neuroscience,
Baylor College of Medicine
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD//gA7Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2ODApLCBxdWFsaXR5ID0gODAK/9sAQwAGBAUGBQQGBgUGBwcGCAoQCgoJCQoUDg8MEBcUGBgXFBYWGh0lHxobIxwWFiAsICMmJykqKRkfLTAtKDAlKCko/9sAQwEHBwcKCAoTCgoTKBoWGigoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgo/8AAEQgAyADIAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A+efMy2aRn5qIdKK4bH1lyxbH94M+teieGj+5Fed2wwy59a9D8NjEQ+lc9fYmq7wK/ihS6tiuJ8srKK9E1yINE2a4e8UJJgU6WxOHdkJF0rW03gCsuEZFa1nwoqcQ/dPRwOtQsXcnynmubvXJfitq9b5TWba2zTzknoOlYYdW1O/HVNLFNUbGW49q3vDnyszZ9qcukSSYSFWZj6Ctmw0pbGHNxIN/90HOPqegrolVjHc8qdWKiZ2vy70RPU1VtoC0Zx2rRv2RjlYzgdCWxVOO5KEgqP51KnzbGUMdGmrWKkkLLIAR1NdXZDy7L04rDjIuJRuAUrzz3rYhnRrdoxwyjnNcuKg5JWOynjKdVqNzJcFpmPvURFW9uN2e5qtNxnFKKPZi1YrNl3AqXysAnFNt1/e5Pap5j8oHqa6VsY3vKxd0pcc+ppmty5J/KrWnoFjB9qx9Xkyx9zXMlzVDob5YtlvQ1y8efXNdKn3vwzWBoYG5fZa31OPyor61Yo86LvdkVkc3sme1FZiXgj1CQZorSS1NqdNyimebDgGlUcUMOKUcYr0T59MswjlfrXfeHf8AViuEg5da7vw+P3Vc9bYifwjvENwEiPNcJPL5sxrqfFbEKwzXHW4y5p0di6MVa5pwD5a1LfgCs+3T5RWnboScDvWWIZ6GCfLJtkU0TynagJJ44rR0yxS2jBfBanSMluoQEbu4Hc+n09TVO81iPTYGdVE1zjjd91ff2+lZQU2rROPHY1Sk7bI6ZIzsHmP5KHpj7x+g/wA/jTZFVCBFCQf70nJ/XgVxGl63d6pKYZXXzHJKylfu/T0rQe2yyb7yR2kBxzxu/wA/zFKVCUZWkzz41lJXRa1CeNpSJp4Fx2ZiTj6DA/Wsq6vLOAcSSEHoUjQD88k1KlpHd2cixzN5ychG+vIrHsYkEk0V2v7xeVI6EetdNOCS9DCcnclN2C6tFcSjJ4J5FdJpNwLi2KXaAP0WRf4vrXO20cMVzNEyFl+/Hn9RW9azJb21v5YO1xsbPY9jTqq6sgpuzuwnWaB325aPPQ+lHlM8W8KcHn6Vc0++86KVLk5AYp05bFE9jPbSht7xI3zBV6/j7VlBJu0tGd9LH1aC913j2M1PlZuPalw0s6qozWjJDBOAIZAJjzsP8X0qTRYUSZ2lHzH17U6i5VY9rC4qFdc8SVP3Nsd3HFc1fPvuABXSa7KgARD061ymd05PpWNBXk5HdVm/Zo6HQVLMcfSugCEh+KpeHLMi18w9+a2LNQ0Tkjqayb5q9+xwSqcsWcJcBv7VlPbNFauoWojuJJB60V1N3Oug+aCZwbR4AzUDjDAVYnbBFVWO5xXafOp6Fy3PzrXd+H3AhrhIlwVNdjob7YBXNV2FPYp+K5fvCuYsxkj3NbXih8uRWPYD96PSqpr3TaCtE37WD5FPerhkFqnYyt90envRaFRGSeNo71m6vP5Fs8i5Msvyr7Vnye0kZV8S6UXGO7Kd5fspkcEkJwPc/wCeazDBPexFpXO0ckdBn3Pr7U/VR9ktIYnyGB3Oe+7g/wBaLOKWez8+UFYl+4n8Kj1PqTXbCKiro8WbbdmRWoNpMjxkeapyFz1/Kty5uTMDtXajEsv+yTzj8xUuiaFPer8sLFW5xkf0FdlD4Pu2t0Bt2YDowHP41nUmk7mlODscIss5nEwJ3/x47++fWrElubphMgG8dcDqPevQNP8AAdxIeVZQf9muk03wEyN+8Qkeo61zyrJbHRCl3PIYbGQujbSSh79cVrwaXKyoojJAJyvtnIr2qy+H8X3wOT1JFai+DoYV/wBXzWbrS7FqlE8Cn057K9SXGUUZBxxmqeqajdTv5UZ+UthjyST6fqPzr3XWPCEc0ZwnbHSvNvEPhC6sUaWFTnkkYq6ck/iWpNSDXwnOWVrbwoJ7mcLKedxbB9a05baWWLz41wep4xketcPL5kN35l2GTadwU5yTXSaJrpvNQRWZyfu4xxW1Sm5RFhcS8PU5olXU5cZB7Vjxt83uTW/4ttfs94dgwrjd9KxNNiMt7GnvXPT9yNz62dVVYqS2O/0ZjFpo3elM1TUFsrCRl6gcVYZRHaxxjvXLeK3KwLHn7xrnwq5m5M4WubTuU4tTe7l2tnGcmis/SxiaiuqSsz0KSSjZGK/ztTFU+YKtpbyf3aelrLvB210uSPnRduAK6jReY+PSuee2l44rp9ChZI/mFYVGmiJyMPxHHmWqFlF8wI5rd8QQMXJUZqhpts7fLtPr6AU4y5Ym0ZpomuLkQ2pyeWOOKqzxvcapp0bjam7cR6Ac0uqKr3NnDHglmP5DrVud0i1GN15Cx4+hJ5/lWkFZXR5laXNN3MXXQJ5Yml+6Msf8/lXY/DfwzLrsglukVrVD8iOfl+uPWuNUG+glkUbiJP0A/wD11758E7dJNCR4sY3dTzVzbS5TOmuZ8x2Ph7wna2ij92gHoowK6+10iCJPkUAemKdbIFAGK0o144rn5Te6K0dhEOML9KnFrCBnaAamVcHpQ64pqmJyIcBOFHSopOec5xUzgAVUkYZIFS4FKQoiD4yM1T1bQ4ry2bKDOPSr8TcAVqQYaMA1UYCnOx8o/FXwkthMt55LMgOG2jpXHacIY9QjWMqGJ4XBBGO3vX1l428NxavplzCVBLKccd6+VP7Olt/Fq2cwKvHMCPpjn9QauLdmmZTV2pI1/FyMyW5bJYIMmsbw9D/pxcjp0rsvEFm03lSwjcRxgdwe1ZFlp01u5zEc56gda5KztBo97D106Sjc2Yh504HZVrjvGDbr9Ix0UZrqLO4ki84mM5JxXKarBcXOpSS+UxXPFPDx5IHReKqavRFSxXbIKKnggnSQExN1orSW5106sOXVio8PtViJ4M87a85OqXI6E0f2tc+prqeGZ8U8Wz00PASPu1saf5ezjFePRatdb15PWvQvDN1JNEC57VjVoOCuXCu5mzqMUZzkA1kJD8z7R8g61cvpdpeR2wqjiufuNSfy1jQ/f4Y1hZvRHRGVldlaSaM6tGxyNqnB9qq3lyxiuJvYqnuSajku4Gnd3+ZhwOvH61l6hfmVgkZC7eSfSu+nF6I46kramlpd8unt5ZG5GXyj/vHBz+mPxr6R+A9uE8MFsD/WNt+ma+WZF/0ZXye4Re59TX158KNNk0jwfpsM+RO8YkcdwW5xRWWqZWHd00ehRR8irsY+UZNV7fLAGripxntWaNGBIFMdyRTXcDrUbuD09Kq4WIpWO7OaqvncasZDE5qOUAdMVDVzRMSBvmFa1sfl9KyI5FDdavQ3aKBuIAqVoTNXNEIHBBr5o+Lmnw6P8RSwUqZ4xNGfXOQw/wDHSa+hl1q0WUpJIF5xntXh/wC1BbeZ/YeqWbjchZd6+oII/rTspEK8dzAspkLq7HfGzDOPyrolitivO2vMvDer+aAoUlhw0Y6ke3uP1FXvE9/e2Onm8s2aWEdwO3r7Y71n7PmfKxyk0ro7l7SzJPK1GbOxA/hzXh7ePb3PWmHx7en+I1t9Vkc/1nzPaZ7Ky7baK8WTxzeM6gt1NFH1aSD6z5lK80nacBcGn2OiCRNziur1yNI3yABUFpMiRgGs3WlbQ9+eEpQV2jDl0ZItrAAc11WhQCODj0rKvbkO6qvStfTpdkG49MVEpSktSK1GmqfNEqa+55B+6Otc9f5Ft5kfbacn61r39ybnfg9AcflWNcEmIRck4AOfrW1OB5VSWljA1CQi4cR5NRQoindIGBrq9K8Ca1raPcWyRKuSQJGwW+lYt/pN5p2oGzvYxHKMd+CPWuuM42smcs6U1rJHoHwp8KQ69q0N7eKWtoGDCPsSOma+mrTCJnoq9683+EenR2nhuAxjluSfWvQ5YDNabMZBPIPeuWTcmdsEoxLDeJrO2YJ5isB1IPSpU8baSRt+0cj/AGTWQ+jwXClXUK2Mb161SvPCtnKg3SSrj/nm22p5ZFNxZvyeLNLkfal2hNSpq0Uigq+Qa4A+HdPtrgt5z5PHztmtvT7eNAFifcOlNNj0OnF8D82eO1VbjUyo4GTUUlkWiXGc4qBrUpGS4OB3NGuwabnPal4hvkkK26HdmsdZPEupzN5k7RxZ4OdoH9TWprOuafpMEk8zIijgerGuStPiXDPrh0yDTbl7pTyhGD+RI9alUnLzJlUUd9D0XQNHukKGeZrhPc8k1H8aNDN78P2dEO62lWQD0HQ/zq9omvvDeLa3lnLBcbQ3lNH/AA+uVLCuxkhj1jRLu0cZSVGXB9xVpJKxnJt69D4hs5Y0nJVzFMp5HcEfzrtdJ1OHV7eWzugolK7XHZv8+tc9450NNMudQGSk8c4wMfwn/A1gaFNM9+p3FZANpI7inZSXMLWHusyPEunfYNSngAb5WONw5+lYpBFeheK4ZLmIebEHmTG2VR1Hof8AOK5Cawk/u4FddOaa1OSpQle6RnRf61PqKKsx2cvnKApPzCiqckQqU+x3ev3ReZcHiqKSnb1qO/k3uKiDcV5qjofT4xvlSJGfMgz610umfvIdvtXKjJlArpbWT7PZNJxkDgUpEzf7pIo3EYimfaPlBIqoFR7sMOm9V/Mj/Crd3IsPDnOeSPc1z11dSQhduNyyeYce3QVpTvLY8udo6s9s+HmZpik7v5StwinAp3xN8H+feW97aozxDI56jv8AiP8AGpvhhJFd+Vdw4KFPN/HuPzrvIIf7a1SWR/mSGMjnoKzTs9NzqqRUtXsRfDuHGg242BTjpjpXcJEDDjocVznhxVt1MJG0A5ArrIF3R4rSPcxklY5PU31OGQpYwhyf4icVw/iiTVXgj+06pcWzHeJYbaP7jcbfm5JB5547cV7E8BVsjms68tlmP7yESY6ZUGri+V3epnUjzKy0Pmnw3Z30kLy6tdXSzAuVO8lv9kccZ69K9N+Hd3dXTgXO/KdGbqwrrrzw99rP+qSNfp/Sr+h6Bb2DlsZfpuqZyvK5VOHLC17nRWmwwndjpVXULdZ7OVI8B8ZqYMBLgdAMUtu2Zyh4DDrWMp+8aqn7p4PrOg30fiKWW5eOW2aMxpFIhIUH7xznrVrQ/Als2u/2v9qm+2vjfJhSTgAevtzXres6fHMCWQEg88VmWulW4fIQxk/3SRVKrKOiZPsIzV2tTW8NaZBaSPM5eSZ/vSStlmrqtPhCO237prE0u0jTbsyfcnNdLaIFUYq4PmMaq5T4r+NO+Xx7rccZ/dxXTLx0rl/Dduzag2P4Nor2D46eH4dNea/eIC61DUXy2f4ckg/pXDeEbFSt3KeCzgD/AL5FHO1FlyipSjYmnRfs8m/ABHyAj0rkbuMCUnbjnGPSuw1tWXcoXlOOPSuakxNc47E81kptanu4WjCUCfTdORlVmWityziEcKg0V5068nJ6nt/VaUIpWOIuuuaamWOKfejHSlsl3SV6y2PmMU9CWKE7we/atgIRFEpPGc/WoIotvJqa6k3GLjGAP1NZT3M5z/dpFbU9qCZmxkYI9q5e5y8TdeWre198CXByzMo57YFYDhkDHPqa3oqyPNrO7PSfgbr4tL1tLuSArktCT3z95f617jZ2tzpcV9eWki3Nu4BMY4NfH9hdz2dwkkLtHJGwdXU4II5r6F8FfFvSGsBHrUwtbnaA5Kkqx9R6UVab5uZGtCsuTkkeokfJbXSgqsqhsEcjIrotOl3xjuc4rirLxZo+vWu3TNRtrqSPDbY3G4D3HWul0mXC5zSWg3qdEFBHIqN4QfamRXAI9xUryrjg5NU1cE7FKdQntTEmhjB3sM1m61frCHIYZqlpG8kXU4JUnn2FZNam2ltTbklDKDHkgml3hSrMRuFZx1e0juCgO7ByQO1Vb3Vomn/dcjoM1jKm3qaRklodFqhn/stpraESyAE7O59q5PSNchvgDHkc8g9q6CDXjDDHHHGHOOSTxXFpZva6jNKqgLK5c44GSc1o4bGUJ2vc9E0yRCAR3rorYgIa4LS7sqyrmuvtp90YreCsjlrO58nfGrxPc6x4/uNLZClvYXUiAZzuIJ+aquklbSy643c/pVL4nR48d67cRqpdr2V8L1ID9/yqpLebEtgrfK4yvsc5x+RrOotNCqbad2at9MGZpV5xyQfTuK5hVA1N1X7ueK6C5hK7ZIz8snBWsRYHh1ORT1Bxn2rnb91nvYJ/vFbY3Q+FUfSio1PSivPse7Vbujkr3qKdYL+8NRXL5p9q+xx717VtD5St7xv21us3EmQue3f2qtqBKzewOR+FWIFYQhwcBag1BT9nDn754xXO37xlNe4ZbQS3sUrgHejFz7jPP5VkRFWvVVwShyv+FdDBOUt12DEm/YcHrXNbjHqOeNqP+ldMHzNo4ZrlSZJDYGW7kgBCypzg9/erF7awDyyybJF+/juKr6u08N7BPbFhIeFZe9Xvta6lCsrACVB8w9a010l0M9NY9R2iXD+GfENnfRPkK43Y7oev6V9f+HZlurWCRDlZEDCvjvWwgkECcMAGX345r6R+Ces/2h4Osd7ZltwYW+q8fyxUtN2bNINJuKPTipRuOlNlkcK2ByatxFWQZxTZkBjJAyQDVFXOWubfz7tUb5m6la2BGI4NgwMCudh1eWzF7MbC4u5EkIYQ4JxjjGSOMUuk+KhrUUjWdjIkiP5bxTEK6nGckZ6e4rLdXRtqtzRmwc7lGemcVhzRIJWxkGteeDVZrWWUQQxhW2EbiT/Ksq803V4LoRFITkkZDZxx9KTQ4uL3Ze0pN7gHkCt+9t7dLMzTvHGijLO5AAFYUWny2ttLLd3Sp5cBm+XgZGeOfpXMt4buvF3iF7y9muTodmdsUDudkrAk78euMD8KqKRDtLZ6G3od4tzqM0UT+ZbhvkfuOvT24/Wu8e4FlpbXE5CxwoZHb2UZNcb4c0/yNQZQuFB4x2xVL48+IP7E8CPawvtur9hCvrs6ufywPxpQvYzq20sfON/qD6nrN1dE5MjSSMfU56frT7LbqVrlRs2Zx7EVm2qtbqzNjBkIXPp1IrZimi+y3DWqYj2ZGPUsM/ypSWgodzX00tJbosygMDtB7ZqleBZL1XxglcH6jg0afcPIsgzlVTB9yDwaluADOOMNt3H69DXLNWTPay6X7xIYDyPrRTfT60VxpHv1nZo4xzk1PB1qNoTxipY1ZCcjtXsSPllNXN60kElqi5+ZTyKdcoJSc9e31qrp8bNEGUYOf0q2zeWW87qp4GPSudrUmbtdGdcwLaxs4IMjHCj+ZrnL+1KlZ1J5OHU1tanMS6mbkP8Apz/+uop4TJajI5HX6YreneLucVT3lYjt4xLbK7H/AFSHBJqlYQ+SjTlgY5clT6HuKJ5CNNxyu9tpxU1oUfSfIwdrDIz1z61eqRmrN2F1mA/u7vqqjOR+Yr0z4C6r9mknty+I5iJFB7GvPdBvLe802XT737y/6t/WtDwjdHSdWjAYbM4yPrSlJpOPVFQinJSWzPrywut8ajNXBL27Vw2gakZbaOQNuUgZrrLW5EyDnmiMlJFuLQyG2FveySLjEnUVS1jw9bzyLeWRe3uFIbdGcHNbgAdRx0pspMfPrwaS00Li3ujz+80vXAl2i6zeGC6YtIm4YPGOOMr0H3SOlF5qWqXt1G8kwieFt5ZRjccEHPsdxrqdTRHUkAjPpXOvaJvJOfxpSRvGUPtRHWMK6jfpNdsZZFATPbAOcfqa9IjESaeI4lCjHQVw+lwCN1MYAHrXZ2g3Kg/GmmooyrS52rKyIdNsvKd3I618zfHbxKNe8Wyw2z7rWwYWyejMG+c/nx+Fe8/F/wAWJ4N8FXVzE4W/nHkWo7+YR978Bk/gPWvjW1nediGJaTIbJ6k5zTS6nK5XZvLMn2VS4BCFm59av6PE8tlOgwBIpbI7Vm6Zbx3UrQyHG/51Hoa2dKtpLawuCScmTH4VjN2N4K4tr5disUTnljyc9BV7VMG486PG1l7Vz+oWtwJd7ElJH2KR6YFbMsymFUA4Rdo/Disaq9256+AjarEizkrj1oqMn7n1orjie1iHZo42G+Qkc1djuFfPSuTjjffgEgVpWNzLGcIuOeGYc17k6a6HwkZy6nbacTbqrt93GQPWi+mS53FPvDBNJYqZstI4KsowwpbdYklkVsKSa4L2dz0N1YrapCstrDhSGA596z4JZTbyIyk7DjNad3MCDwdiDgHvzzVSZgrkBQAV59/8irjJ2M5RVzGt0M5e3IBJ5UE45NWrhBCsUW0pNnBUjpiklZIWEir83mZz9Kv30TXAS4Ay4HBPp/8AWrdvW5glpZbmLpdopbDna4OcVZkBs7gyNlcnIU1DoBa5v0VwSS+D9MHFWddEk1wgxwc5xTlfnsyY2ULo9i+G3iFJIEilbtxXpMd41uRJCcr3Wvlvwtqk1hqPlg/KORXuPh/W/tNuoZuSKwacGdKkpq56Zp+rRzEYIB7jNbJdZo+Oa80DDeHRijeoro9H1KWIBZjuX+8K0UubcnY2pYMgris/7HGJMsuTWqLyGRAzMM461WmuYk5EgNJpm8ZIjgURyDgYroNPbLg9QBXKzXiE8yD6CsLx349tvCfhqeWKQHU7hTHaxZyS2Pvkeg6/kO9KKbZNZpK55D+0J4nHiHxxLZ2777LTAbdMHgyf8tD+eF/4DXn+lQRiVWI4Pf0qopaaQtI5LuxJY9ST3rRsE2QxgckvwfUVtJaWOOGjubog+y3Ks6Eoy/Kw7VrG4QWiNgbZHAb/AB/Os/UZCYbKNT84PP0qW2lWaae1JyAP1GK5WrnVHyLzxxmON4yDCzjKnsapajbm2l25yG5BqazQrHdIzfKAHz71NcgT6ejdWRcgnvzWVT4dD0cDPkqpv0MhzhkHvRUTNmVB3zRWEVoexiZe8cR5BLZWrtiLlX2iRimOVbkGljGBWppqKwHGSa9SpNpHgRpQaLtrCl3bwoCYpxnHOM+1LLDKJDDcbkkB5arSWyl4yHjR+ilz0q5fwyJEMPHK6jGVOfwrm5jGcEtis2nGa0k3zRRygYGeVYeoNZCxSruDru2oScc5OKdcQ3J53YcchVNN0+KR5DiTaeNxI6CnayvczTuzLaGWKNTIpZ1YsR9atT3DwaYVzuYjAHfFak0OwyOiM3qx/rXPanHLIwCLuY/3RzWsJe03M5w9nsQaFei21CNlU7cgEHmuxlignt5LiDa4VDjnofT9K4hlNnE0zr+8Jwg9/Wl0m7ngd0LMEkBGa2nT5veRhCpy+6y3bxSpifaVbdtGeOc9K9F8K6juRBzuHUVwMU/ypHdbvlbOV6/Wup0N1Z90LjcDx7/Wsqmu5rS00PWdPuhIoB4rUiuCnAOK5jRJ/NQHHzd1Pf6VuOuVyGIPcEVimaSNRLlj0kIpcSyAkTgfVf8A69ZkLMDhj+VTT3HlQMSccVopE3aOZ8ZeJZ9Fs52gKPKqnDMOM/SvBdQ1O91e+kvdSuJLicj7zHoPQDsPYV6B8Rr7fG6ZyW7V5vbxExyVtS2uYVm20i/bRhwpJ4NXrKVfMUc4QY+lZmmuctE38PIrRt4j9ncRctu69xRIIal23uZHeWR/m252D0q3piSQLLPIDvb5j7VHZWvlwSSBNzKe/rW9FEr6OpMbb3BzzzmsX2R0QdndkUcx/s+RieZdq59AKktJ1bdFkH5MAVDHZubEDccKAwHf3qtE5R2dv7u1cVhUVkelhVzpW3uiCVcXS46bqKV+bhD6misEeviF7xya528fzrR02QoAR1oor0KmqPDiXXlfzAdokGcgHqDWqs3lQbQQ0pGSo5xRRUwipNJnPXbhG6ILeV88qHcZyB1FRCWOFGbGMEBsd8UUUnFc/KYxk+VMz9R1Frx1QMYlY4wD2plpGbkeXAAluOpbuf5miiqklCOhMZOctRv9mNJcCKNYmiz83mNhT/hT7/QfssIeGVXjbIwTnY3pkdveiis3VkpJGypRlFtmYGdAqzZ2k7WX0rodLmFps2kMGwQTRRW89UYU9JHpnhmcHYWA54NdPczwRRLukGXHyjqT+FFFcyNpFA3IcBkYHPf1qjfXbeWQx+UUUVZJ5F4tujd6jJ/cX5RWHEmG4HbmiiumOxhLcZZgiaRvUGtjSHCzosuQGb8hRRSmENDqHQRQABflLkk+vpWnp80M0PlAYYDGDRRXJfQ6ralDz/MuDaOCpByjjt61PeacsSAgZOM5oordwUnZ9SKNaVOScehhycXKfWiiiuBI+lxEm2n5H//Z)
Jill Mokry, MS, CGC
Assistant Professor, Baylor College of Medicine
Financial Disclosures
Disclosure Statement
It is the policy of the American College of Medical Genetics and Genomics to plan and implement all of its educational activities in accordance with the ACCME Essentials and Areas and ACCME® Policies to ensure balance, independence, objectivity and scientific rigor. In accordance with the ACCME® Standards for Commercial Support, everyone (speakers, moderators, committee members and staff) who is in a position to control the content of an educational activity certified for AMA PRA Category 1 Credit™ is required to disclose all financial relationships with any commercial interests (see definition below) within the past 12 months that creates a real or apparent conflict of interest. Disclosure must include financial relationships of the individual and those of their spouse/partner. Individuals who do not disclose will be disqualified from participating in a CME activity.
This disclosure pertains to relationships with ACCME-defined commercial interests whose products or services may be related to the subject matter of the presentation topic. Any real or apparent conflicts of interest related to the content of the presentations must be managed prior to the educational activity. ACMG will identify, review and resolve all conflicts of interests prior to an educational activity being delivered to learners.
NOTE:
- ACMG will follow the ACCME’s expectation that no employees or owners of commercial interests will be involved as planners/faculty/presenters of a CME accredited activity.
- The ACCME definition of a commercial interest is any entity producing, marketing, re-selling, or distributing health care goods or services consumed by, or used on, patients.
- The ACCME does not consider providers of clinical service directly to patients to be commercial interests - unless the provider of clinical service is owned, or controlled by, an ACCME-defined commercial interest.
- Diagnostic laboratories are not considered commercial interests unless they are owned by or have a sister organization which is a commercial interest.
Staff - American College of Medical Genetics and Genomics
The following have nothing to disclose.
Jane Radford, MHA, CHCP
Claudia Barnett
Maximilian Muenke, MD, FACMG
David Murdock, MD, FACMG
Has no relevant financial relationships to disclose.
Carlos Bacino, MD, FACMG
Dr. Bacino has disclosed that he receives clinical research support from BioMarin and Ascendis, royalties from UpToDate, and consulting fees from Best Doctors.
Hsiao-Tuan Chao, MD, PhD
Has no relevant financial relationships to disclose.
Jill Mokry, MS, CGC
Ms. Mokry has disclosed that she receives a salary from Baylor Genetics Laboratories
Educational Credit
Accreditation Statement
The American College of Medical Genetics and Genomics is accredited by the Accreditation Council for Continuing Medical Education (ACCME) to provide continuing medical education for physicians.
Designation Statement
The American College of Medical Genetics and Genomics designates this enduring activity for a maximum of 1 AMA PRA Category 1 Credits™. Physicians should claim only the credit commensurate with the extent of their participation in the activity.
Claiming your Educational Credits
Pass a post-test with a score of 80% or better. Complete the activity evaluation form.
HIPAA Compliance
The ACMG supports medical information privacy. While the ACMG is not a “covered entity” under HIPAA 1996 and therefore is not required to meet these standards, ACMG wishes to take reasonable steps to ensure that the presentation of individually identifiable health information at ACMG-sponsored events has been properly authorized. All presenters have completed a form indicating whether they intend to present any form of individually identifiable healthcare information. If so, they were asked either to attest that a HIPAA-compliant consent form is on file at their institution, or to send ACMG a copy of the ACMG HIPAA compliance form. This information is on record at the ACMG Administrative Office and will be made available on request.
Content Validation
ACMG follows the ACCME policy on Content Validation for CME activities, which requires:
Content Validation and Fair Balance
- ACMG follows the ACCME policy on Content Validation for CME activities, which requires:
- All recommendations involving clinical medicine must be based on evidence that is accepted within the profession of medicine as adequate justification for their indications and contraindications in the care of patients.
- All scientific research referred to, reported or used in CME in support or justification of patient care recommendations must conform to the generally accepted standards of experimental design, data collection and analysis.
- Activities that fall outside the definition of CME/CE; “Educational activities that serve to maintain, develop, or increase the knowledge, skills, and professional performance and relationships that a physician uses to provide services for patients, the public, or the profession” (source: ACCME and AMA) will not be certified for credit. CME activities that promote recommendations, treatment, or manners of practicing medicine or pharmacy that are not within the definition of CME/CE or, are known to have risks or dangers that outweigh the benefits or, are known to be ineffective in the treatment of patients.
- Presentations and CME/CE activity materials must give a balanced view of therapeutic options; use of generic names will contribute to this impartiality. If the CME/CE educational materials or content includes trade names, where available, trade names from several companies must be used.
Off-label Uses of Products
When an off-label use of a product, or an investigational use not yet approved for any purpose, is discussed during an educational activity, the accredited sponsor shall require the speaker to disclose that the product is not labeled for the use under discussion, or that the product is still investigational. Discussions of such uses shall focus on those uses that have been subject of objective investigation.
Disclaimer
The ACMG does not endorse, or recommend the use of this educational program to make patient diagnoses, particular by individuals not trained in medical genetics. Adherence to the information provided in these programs does not necessarily ensure a successful diagnostic outcome. The program should not be considered inclusive of all proper procedures and tests or exclusive of other procedures and tests that are reasonably directed at obtaining the same results. In determining the propriety of any specific procedure or test, a healthcare provider should apply his or her own professional judgment to the specific clinical circumstances presented by the individual patient or specimen.