Request A Wellness Workshop!
Location: https://fairfield.campuslabs.com/engage/organization/counseling-psychological-services
Is you class, club, dorm or committee looking to learn a new skill, put on a floor program or need a service credit? Request a Wellness Workshop from FairfieldU Wellness and let us help you! Click on the link below or snap the QR code to fill out the request form. There are many options available and if you don't see what you are looking for just ask! Thank you.
![QR Code](data:image/png;base64,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)
Related Web Site : https://fairfield.campuslabs.com/engage/submitter/form/start/609668
For more information, contact Pam Paulmann / 2033391307 / ppaulmann@fairfield.edu