ACTION REQUESTED:
Title
Communication from the City Manager with a Request for the Following:
A. APPROVE the New EDA CARES ACT REVOLVING LOAN FUND Plan; and
B. ADOPT an ORDINANCE Amending the CITY OF PEORIA 2020-2021 BIENNIAL BUDGET Relating to a New Revolving Loan Fund Program through a Grant from the Economic Development Administration (EDA) Cares Act Recovery Assistance, in the Amount of $1,419,000.00, and the Corresponding Expenditures of $1,290,000.00 to Establish the Loan Fund and $129,000.00 for Administrative Costs.
Body
BACKGROUND: The City is planning to establish a new Revolving Loan Fund (RLF) Program through a grant from the Economic Development Administration (EDA). The EDA will award $1.419 million of CARES Act Recovery Assistance grant to the City of Peoria to a) capitalize a $1.29 million loan fund and b) provide $129,000 to administer the program. EDA will fund the grant 100% and will not require local matching funds from the City.
In order to receive EDA funds, the City must approve a new RLF Plan (attached) separate from its existing RLF Plan. The RLF Plan serves as an operating manual and specifies the following:
• Purpose - To preserve and create jobs by making capital more accessible through “gap financing,” in the form of debt, on projects determined to be financially viable.
• Strategy & Procedures - The parameters must be within the regulatory limits set by EDA and in accordance with “Prudent Lending Practices.” Such practices include loan processing, documentation, approvals, servicing, legal compliance, and administrative procedures.
• Loan Parameters - This includes maximum and minimum loan size, loan dollars per job ratio, owner equity requirements, and other parameters.
• Capital Deployment - EDA’s policy is for RLF operators to deploy capital similar to peer lenders, currently 62%. If the capital utilization is persistently low such funds may be subject to suspension or termination. If default rate exceeds 20%, corrective action is expected.
• Approval Requirements - Upon receiving a loan application, the loan is reviewed and underwritten by staff. Based on loan thresholds, the loan is presented to either staff and/or to City Council for approval. After a loan is approved, a loan agreement and closing documents are executed, funds are disbursed, and filings are made to perfect and maintain security interest in the pledged collateral.
Reporting is required every six months (June and December) to EDA showing loan activity and account balances. EDA also requires loan grant recipients to update their RLF Plans every five years. An overview of both the new and existing RLF Plans are described below with a table (attached) showing their similarities and differences.
NEW RLF - OVERVIEW
The goal of the new CARES ACT RLF Program, named the Peoria Business Recovery Loan Program, is to provide critical gap financing to small businesses and entrepreneurs adversely affected by the coronavirus pandemic within the City of Peoria. Funds provided for the new RLF came through EDA under the CARES Act. Key legislation was passed to allow RLF operators to deploy funds quickly and make capital more accessible. Over two years or until all funds are disbursed, EDA has waived the following administrative rules: a) a minimum interest rate, b) loan portfolio leveraging requirement, and c) credit elsewhere requirement. These waivers allow for interest rates as low as 0%, funding up to 100% of the project, and primary/sole-source lending.
In addition to providing individualized loans up to $250,000, staff has developed two standardized loan products (the Business Capacity Conversion (BCC) loan and the Business Two Landlord (B2L) Partnership Loan) to deploy funds strategically and quickly. Both these loan products have been designed and tailored for businesses dealing with critical financial issues under COVID-19. Businesses will be able to obtain attractive, competitive, and flexible financing with conversion features with varying interest rates, amortization periods, deferred payments based on the shape of the recovery and their capacity to generate revenue.
The BCC and B2LP loan instruments can be used separately or together for a given project and layered with other financing provided the funding used for a given loan is not duplicated with other financing instruments. The BCC loan is geared towards business needing working capital and the B2L Partnership Loan is geared for businesses and landlords partnering via their leasing agreement to encourage repayment, reinstatement, forbearance, and/or modification of their lease. Below and attached is a table summarizing the parameters of both standardized loan products:
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EXISTING RLF - OVERVIEW
The City’s existing RLF Program was initially capitalized in 1988 with $769,232 - $500,000 from the EDA and $269,232 in matching funds from the City. The most recent report submitted by the City is provided in the attached. As of June 30, 2020, the capital base has grown to $1.28 million through net income ($946,634.79) minus losses ($436,444.33). In total, the RLF Program has loaned over $4.8 million to 47 different projects in the industrial, commercial, and service industries and has assisted with the creation/attraction of 2,118 jobs. City loans of $4.8 million were leveraged with $59.4 million of other funds and has resulted in an overall investment of $64.2 million. On average an RLF loan project represents an investment of $1.3 million, 45 jobs, and a City loan of $103,000. For every $1.00 loaned by the City an additional $12.35 was leveraged.
Over the past five years the City’s deployment of its RLF Funds went from 23% to 82%, which outpaces the average deployment of peer RLFs at 62%.
The City’s existing RLF Plan was approved by Council on March of 2016. Given the required five-year update, staff will bring to Council an update of the existing RLF in February 2021 and report on the efficacy of the new CARES ACT RLF and propose changes as needed.
NEW VS EXISTING RLF PLANS
A table comparing the existing and new RLF Plans is attached and below is a brief description of key differences.
The new RLF will have EDA administrative waivers allowing the City to provide accessible, attractive, flexible, sole-source financing during the disbursement period. The disbursement period ends when all funds are deployed or two years, whichever comes first.
In addition to individualized loans, the new RLF is designed with standardized loan products to meet specific needs and allowing for strategic and quick deployment. Thus the approval process for standardized loans have been streamlined for the following reasons: a) the City will primarily be the sole lender and not rely on the approval of other lenders, b) most loans will be small ($50,000 or less) but higher in volume with 50 or more closings within a year, c) technology will be used to speed up and automate some processes, and d) loans $50,000 and under would be administratively approved rather than requiring Council approval which will shorten the approval time by three weeks.
FINANCIAL IMPACT: There is direct financial benefit of $129,000 the City will receive for administering the program. The deployment of $1.29 million to business will provide much needed funds to sustain business operations.
NEIGHBORHOOD CONCERNS: The Loan Review Panel reviewed and supported the use of the Business Capacity Conversion (BCC) loan and the Business Two Landlord (B2L) Partnership Loan as part of the new RLF Plan.
IMPACT IF APPROVED: More capital in the form of gap financing will be available for businesses adversely affected by COVID-19. The City would also have a greater capacity to support social and economically disadvantaged business enterprises. EDA has provided preliminary approval of the suggested changes but will need official approval of the RLF Plan from City Council.
IMPACT IF DENIED: The capacity to grow jobs and drive investment would be reduced.
ALTERNATIVES: No alternatives are recommended.
EEO CERTIFICATION NUMBER: Not Applicable