View the 2019 - 2021 Strategic Plan
![](data:image/png;base64,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)
Promote the growth and sustainability of the genetic counseling profession.
Success Statements
Strategies
- Positively influence reimbursement for genetic counselor services.
- Educate stakeholders about the role of genetic counselors in delivering optimal patient outcomes.
- Support standards and policy that promotes access to high-quality genetic counselor services
- Increase the awareness and engagement of members, policymakers and external stakeholders around the Access to Genetic Counselor Services Act to strengthen support and increase momentum for passage of the proposed legislation.
- Develop and refine a strategy for engaging health systems to advocate to payers for increased coverage and access to genetic counselor services.
- Provide resources and support to expand state licensure for genetic counselors and to help genetic counselors obtain individual licensure.
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)
Develop, implement and operationalize a sustainable organizational structure and culture that supports justice, equity, diversity and inclusion within NSGC
Success Statements
Strategies
- Operationalize structures, policies, and practices that support an organizational culture of justice, equity, diversity and inclusion within NSGC.
- Establish and support a culture of accountability around justice, equity, diversity and inclusion within the profession.
- Engage, retain and support a greater percentage of diverse identities within the genetic counseling profession.
- Develop and initiate implementation of NSGC’s organizational J.E.D.I. action plan.
- Establish and implement metrics for evaluation of efforts to increase justice, equity, diversity and inclusion within the organization over time.
- Work with genetic counseling partner organizations to ensure J.E.D.I. is woven throughout the profession.
- Work with our genetic counseling and genetics partner organizations to recruit and retain diversity into the profession.
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)
Create opportunities for professional growth for members and build their capacity to lead both within NSGC and in their professional environments.
Success Statements
Strategies
- Serve as the professional hub for genetic counseling education and best practices that support the delivery of quality care in diverse practice settings.
- Be the center of thought leadership, research, and innovation in genetic counseling.
- Support and augment a robust and diverse pipeline of aspiring association leaders who are qualified, motivated, and representative of the membership.
- Publish practice guidelines and resources and establish standards that support genetic counselors serving at the top of their practice.
- Develop policy statements that advance the standing of the genetic counseling profession, support integration of genetics throughout healthcare and promote competent, equitable care.
- Provide, and continually evaluate a robust, accessible education portfolio that addresses the breadth of needs of genetic counselors in various settings.
- Support and foster avenues for synthesis of genetic counseling research to increase the evidence base for genetic counselor services.
- Build an inclusive, supportive network and resources to support genetic counselors in attaining career advancement, professional recognition and career fulfillment.
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)
Build communities of collaboration, cohesion, and impact that reach across the organization and beyond to foster a culture of belonging and trust
Success Statements
Strategies
- Enhance the experience, engagement, satisfaction, and sense of belonging within NSGC, specifically supporting those who have been marginalized in the past.
- Improve access to quality genetic counselor services to serve underserved and underrepresented populations and communities.
- Deepen priority partnerships with genetics and genetic counseling organizations, to elevate the genetic counselor voice and influence the equitable delivery of genetic services.
- Improve existing and create new spaces within NSGC for communication, connection, and dialogue, with particular focus on engaging communities that have noted feeling least supported.
- Highlight and celebrate the contributions of genetic counselors from underrepresented communities, and celebrate the value our diverse members bring to our shared profession.
- Foster and fund research and evaluation of disparities in access to genetic counselors, to understand how genetic counselors can work to reduce genetic health disparities.
- Collaborate strategically with industry, healthcare professional and community partner organizations to achieve shared strategic goals, such as increasing diversity, equity and inclusion throughout the genetics community and delivering culturally humble, equitable care.