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)
Why Join Us
Are you looking for a new opportunity to make an impact in the lives of students? Join us at SESI Schools, where we are proving what is possible for students with unique needs. We offer a generous benefits package including:
- Competitive salary $60,000-$70,000
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Comprehensive healthcare benefits including medical, dental, and vision
- Employer-paid life insurance
- 401(k) plan with employer matching
- Tuition reimbursement of up to $2,625 and additional reimbursement for continuing education units (CEU)
- Other great benefits like Flexible Spending Account, Employee Assistance Program (EAP), Mental Health Support, and Pet Insurance
- Continued training, mentorship, and opportunities for growth
About Us
Sierra School of Sacramento is a nonpublic, special education school that serves students from K – 12th grade (ages 5-22). We utilize unique education models, an effective positive behavior management system, and multiple mental health techniques to increase academic awareness, develop social skills and cultivate proper classroom behavior in each of our students. Our goal is to work along side the student to improve academic and social success so that the student can return to a least restrictive setting. Our dedicated staff and teachers are committed to the growth and safety of each student.
The Opportunity
The Associate Marriage Family Therapist will be responsible for providing social-emotional services for students who require additional support to thrive in school. They will deliver high-quality services as provided by SESI and collaborate with both school personnel and families as an integrated member of the multi-disciplinary team. Every child deserves to reach their full potential and we’re looking to hire an exceptional team member who will play an essential role in fueling student success.
Essential Duties and Responsibilities
Include the following. Other duties as assigned.
- Provide individual, group, or push in counseling services to students in accordance with their Individualized Education Plan (IEP) or Behavior Plan
- Collaborate in the creation of IEPs, including but not limited to creating social-emotional IEP goals, participating in IEP meetings, etc.
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Complete social-emotional and behavior assessments and analyze data as needed to determine a student’s particular strengths and weaknesses, as well as develop Functional Behavior Assessments (FBA), Behavior Intervention Plan (BIP), and other transition plans as needed
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Utilize a variety of therapeutic interventions, preventative de-escalation, and crisis intervention strategies to address needs and work with a diverse group of students from varying developmental, cultural, ethnic, racial, and socio-economic backgrounds
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Support social emotional learning skill development through targeted curriculum, assessments, and more intensive behavior support as needed
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Provide in-service training to team members as appropriate, and in conjunction with any other teams including expressive therapy team and/or clinical teams
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Collaborate with external partners and providers to provide support to students, families, and staff
- Documents in students’ files according to requirements of regulatory agencies
- Light lifting, walking, and/or climbing stairs may be required
The Qualifications
- Master’s degree in social work or human services related field (mental health, psychology, counseling)
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Professional licensure including LPC or LCPC, LCSW or LMSW, and MFT, AMFT, ACSW
Specialized Education Services, Inc. (SESI), a division of FullBloom, is an equal opportunity employer and does not discriminate on the basis of race, color, religion, sex, age, national origin, veteran status, disability, sexual orientation/gender identity, or any other characteristic protected by applicable law. sesi.crt.CA.24.AT