ORDINANCE NO. _____, SERIES 2019
TITLE
AN ORDINANCE AUTHORIZING YEAR-END OPERATING BUDGET TRANSFERS BETWEEN VARIOUS AGENCIES FOR FISCAL YEAR 2018-2019 AND TO PROVIDE VARIOUS TRANSFERS AS DETAILED HEREIN AND AMENDING ORDINANCE NO. 081, SERIES 2019 RELATING TO THE 2019-2020 OPERATING BUDGET FOR THE LOUISVILLE/JEFFERSON COUNTY METRO GOVERNMENT.
BODY
SPONSORED BY: COUNCIL PRESIDENT JAMES AND COUNCIL MEMBERS HOLLANDER AND KRAMER
BE IT ORDAINED BY THE LEGISLATIVE COUNCIL OF THE LOUISVILLE/JEFFERSON COUNTY METRO GOVERNMENT (“METRO COUNCIL”) AS FOLLOWS:
SECTION I: The following year-end General Fund budget transfers are hereby authorized within the Fiscal Year 2018-2019 Operating Budget:
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)
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)
SECTION II: The sum of $633,768.01 is hereby transferred from the General Fund to the Special Revenue Fund related to the following amounts:
A. $182,604.04 to Resilience and Community Services
B. $28,627.53 to Parks & Recreation
C. $2,389.14 to Public Health and Wellness
D. $311,687.82 to Public Works & Assets
E. $108,459.48 to the Office of Management & Budget
SECTION III: The sum of $529,658.03 is hereby authorized from the General Fund to the Capital Cumulative Reserve Fund as it relates to interest and surplus property sales in excess of the appropriated funding level for Fiscal Year 2018-2019:
A. Actual earned interest of $607,282.87 in Fiscal Year 2018-2019 relative to the budgeted interest of $500,000, creating a surplus of $107,282.87.
B. Actual surplus property sales of $160,559.10 in Fiscal Year 2018-2019 relative to the budgeted sales of $797,500, creating a deficit of $636,940.90.
C. The net deficit after this adjustment is $529,658.03.
SECTION IV: The sum of $2,700,000 is hereby committed to establish a pension mitigation fund to address future pension obligations with the intentions of accessing $900,000 per year for the fiscal year 2021 through the fiscal year 2023 budgets.
SECTION V: Part I. Revenues and Funding Sources, of Ordinance 081, Series 2019 is hereby amended as follows:
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)
SECTION VI: Part I. B. Deputy Mayor/Chief of Staff, of Ordinance 081, Series 2019 is hereby amended as follows:
1. LOUISVILLE METRO POLICE DEPARTMENT
a. General Operations
General Fund 178,723,400 179,023,400
Agency and Other Receipts 11,104,600
Total - Louisville Metro Police Department 189,828,000 190,128,000
Included in Section VI.1.a. above is $300,000 to the Louisville Metro Police Department to begin a recruit class in May 2020 instead of June 2020.
SECTION VII: The Metro Council has determined that the funds requested in this Ordinance will be expended for a public purpose.
SECTION VIII: This Ordinance shall take effect upon its passage and approval.
_______________________________ H. Stephen Ott Metro Council Clerk |
_____________________________ David James President of the Council |
_______________________________ Greg Fischer Mayor |
_____________________________ Approval Date |
APPROVED AS TO FORM AND LEGALITY:
Michael J. O’Connell
Jefferson County Attorney
BY: ____________________________
FILE ID# O-390-19 FY19 Year End Adjusting Ordinance