StatLab
Jeannie Garmon is a seasoned payroll and benefits specialist with extensive experience in payroll management across various industries. Currently serving as a Payroll Benefits Specialist at StatLab since June 2023, Jeannie previously held the title of Payroll Supervisor at Foxworth-Galbraith Lumber Company, where responsibilities included processing multi-state payroll for over 1,500 associates and ensuring compliance with state and federal wage laws. Earlier roles included Payroll Administrator at Classic of Texoma and various positions at Foxworth-Galbraith, where Jeannie showcased expertise in payroll processing, employee support, and regulatory compliance. Additional experience includes roles in office management and patient access, underpinned by a solid educational background in business management and medical administration.
StatLab
StatLab is a leading specialty supplier exclusively focused on providing histology, cytology and immunohistochemistry consumable supplies to more than 3,000 anatomic pathology laboratories throughout the United States. Our foundation is rooted in customer service excellence and we recognize that product cost is but one aspect of the total value stream. Being able to offer consistent, reliable, and error-free service minimizes the total cost of doing business with StatLab and requires prioritization of service excellence throughout the organization. Continuous improvement efforts have resulted in a 98.1% same day fill rate, a 99.8% order accuracy rate, and an average “on-hold” wait time of less than 10 seconds when calling our customer service department. These are just some of the reasons we are the fastest growing histology consumable provider in the industry. Our purpose reflects the role we think we play: To enable our customers to provide cost-effective patient care. We take pride in the fact that we help our customers help patients by providing them with (1) high-quality products (consistent, reliable, and predictable), (2) delivered on time and (3) at a fair price. 1+2+3 = “cost-effective”.