Jason Huffman Agency

Boswell Schultz Sonnenberg & Arnett (BSSA CPA) is a reputable public accounting firm located in Jackson, MI, formed in January 2019 through the merger of Dove Hickey Boswell PLC and Schultz Sonnenberg PC. With a strong commitment to excellence and a focus on building partnerships with clients, the firm specializes in high-quality accounting and tax services tailored to meet the diverse needs of businesses and families in the surrounding communities. With a history rooted in superior service, BSSA CPA prides itself on delivering comprehensive financial solutions, including tax planning, audits, bookkeeping, payroll, and QuickBooks support. Led by experienced professionals like Joe Boswell and Allison Arnett, the firm continues to uphold its esteemed reputation while fostering long-lasting relationships and exploring new service opportunities for its clientele. Generated from the website

*Bos - Walters Auctioneers

Aig Valic Financial Advisors, situated in Jackson, MI, offers a range of financial services to assist individuals and businesses in enhancing their financial well-being. Specializing in tailored planning, investment advice, insurance solutions, and wealth management strategies, Aig Valic is dedicated to providing comprehensive support for their clients. By emphasizing personalized attention, professional expertise, and enduring relationships, this financial advisory firm helps guide clients through crucial decisions that address wealth preservation, risk management, retirement readiness, and personal financial objectives. At Aig Valic Financial Advisors, a team of seasoned professionals utilizes their industry knowledge and strategic insights to craft individualized financial plans that cater to each client's unique requirements and future aspirations. By fostering a collaborative environment and prioritizing client satisfaction, Aig Valic aims to empower individuals and businesses in achieving financial security and realizing their long-term financial goals. Generated using this brand's available information