TOWN OF HINGHAM SOBER LIVING SCHOLARSHIP APPLICATION
New Sober Living Scholarship Opportunity. Sponsored by the town of Hingham.​
Recovery scholarship opportunities are available to those in treatment to provide financial and emotional support for those motivated to continue to heal their lives after treatment.
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Approved candidates are given a chance to get back on their feet and transition into their new sober life or continue their work in recovery in a safe and successful way without the immediate financial burden of paying rent right after treatment. Our goal is to support and empower individuals as they transition out of drug or alcohol addiction treatment and into recovery to help them establish a new, healthy lifestyle or continue to grow in the environment that they are currently in.
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Scholarship Details
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Financial assistance for rent at a vetted sober house for up to 8 weeks.
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Applicant must understand that scholarships will be awarded on a case by case basis.
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Must obtain a recovery coach for the entirety of the scholarship. Town of Hingham Social Worker, Elizabeth Miller, can be of assistance with this.
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Due to program funding, not all applications can be approved. Candidates are eligible to receive funding once every two years.
Qualities of Potential Candidates
Candidates must be motivated to live in a structured, vetted sober house and be willing to obtain and work with a recovery coach.
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Be a resident of Hingham or have a parent/guardian who resides in the Town of Hingham
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Have a strong after-care plan in place
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Develop a recovery plan
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Motivated for a life in recovery​
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Application Process
Candidates must be in an addiction treatment program and be referred by a case manager or counselor or actively living in a sober home and able to provide a reference from a recovery coach or sober home manager.
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All candidates and case managers will be required to submit personal statements as to why they and their client deserve a scholarship, and how it will support their recovery goals. Applications that do not include these statements will not be considered.