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ACG <br /> Economic . . Advisors <br /> Menno <br /> To: Ramsey EDA <br /> From: Mike Mulrooney, Economic Development Consultant <br /> CC: Patrick Brama <br /> Date: January 5, 2017 <br /> Re: American Print & Digital Request for Exception to RLF Policy <br /> The City of Ramsey has been approached by American Print & Digital regarding <br /> the Ramsey Revolving Loan Fund. American Print & Digital is a local Ramsey <br /> business who is interested in purchasing an existing building located at 6320 US <br /> Highway10. <br /> The company has been exploring financing options to acquire the property. The <br /> financing option of choice appears to be the SBA 504 Loan Program. The 504 <br /> Loan Program provides growing businesses with long-term, fixed-rate financing for <br /> major fixed assets such as land, buildings, machinery and equipment. A typical 504 <br /> project includes a loan secured with a senior lien from a private-sector lender <br /> covering up to 50 percent of the project cost, a loan secured with a junior lien from <br /> a Certified Development Company (backed by a 100 percent SBA-guaranteed <br /> debenture) covering up to 40 percent of the cost, and an equity injection of at least <br /> 10 percent from the small business. <br /> American Print & Digital has determined that while the SBA 504 program provides <br /> excellent financial leverage it will be difficult for them to inject 10% into the financing <br /> structure without potentially jeopardizing the company's working capital position. <br /> Therefore, additional financing options are being explored including the Ramsey <br /> Revolving Loan Fund to fill a perceived equity gap. <br /> The current policy for the Ramsey Revolving Loan Fund also calls for an equity <br /> injection of 10% by the borrower. The company is requesting that the Ramsey EDA <br /> consider an "exception to policy" that would allow the Ramsey Revolving Loan <br /> Fund to inject 5% into the project financing structure over and above the SBA 504 <br /> Loan structure thereby achieving 95% leverage. This would amount to $70,000 of <br />