To: Board of Supervisors
From: County Administrative Office
Agenda Section: Time Certain Matter
SUBJECT:
title
10 AM - Adopt Appropriation Limits for Fiscal Year 2019-20, 2020-21 and 2021-22
end
RECOMMENDATION(S):
Recommendation
That the Board of Supervisors:
1. Approve the attached resolution establishing the Fiscal Year (FY) 2019-20 Appropriation Limit in accordance with Article XIII B of the California Constitution and Division 9 of Title 1 of the California Government Code.
2. Approve the attached resolution establishing the FY 2020-21 Appropriation Limit in accordance with Article XIII B of the California Constitution and Division 9 of Title 1 of the California Government Code.
3. Approve the attached resolution establishing the FY 2021-22 Appropriation Limit in accordance with Article XIII B of the California Constitution and Division 9 of Title 1 of the California Government Code.
Body
SOURCE OF FUNDING:
All county funds
DISCUSSION:
Each year, the governing body of the state and each local governmental must establish and is subject to an Appropriations Limit. The Appropriations Limit for any year is the Appropriations Limit from the previous fiscal year increased by inflation and population changes. Proposition 111 established FY 1986-87 as the base year for all governments, rather than the original FY 1978-79 base year established by the originating proposition.
History of Appropriation Limit (Gann’s Limit)
The Appropriations Limit was approved by California voters in November 1979 as Proposition 4 (the Gann Initiative) and added to the California State Constitution as Article XIII B. In 1980, the State Legislature added Division 9 (commencing with Section 7900 <https://leginfo.legislature.ca.gov/faces/codes_displayText.xhtml?lawCode=GOV&division=9.&title=1.&part=&chapter=&article=>) to Title I of the Government Code to implement Article XIII B. This legislation required the governing body of each local jurisdiction in California to establish an Appropriations Limit (also referred to as the GANN Limit) on or before June 30 of each year for the following fiscal year. The Appropriations Limit is based on actual appropriations during the FY 1986-87 and adjusted each year using population and inflation adjustment factors.
On June 5, 1990, California voters approved Proposition 111, amending Article XIII B. Proposition 111 allows local jurisdictions to choose among measures of inflation and population growth to compute the adjustment factor. The measures for inflation (price factors) include growth in California per capita income or growth in the county’s gross assessed valuation due to new non-residential construction; while measures for population growth include population growth within the county, county and contiguous counties or all cities within the county.
Humboldt County Appropriations Limits
The detailed calculations for each year’s Appropriations Limits are attached (Attachment 2, Attachment 4, and Attachment 6). A summary of the calculated appropriations limits is set forth below:
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Not all county revenues are subject to the Appropriations Limit. Proceeds from taxes subject to the limitation include:
• all taxes levied by or for a public agency
• any revenue received from regulatory licenses, user charges, and user fees only to the extent that the proceeds exceed the cost of providing the regulation, product or service
• State subventions for general purposes
• Any interest earned from the investment of tax proceeds
The total annual appropriations subject to the limit are set forth below:
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Because funds received from the state that are restricted, such as Department of Health and Human Services and Road Taxes, are not subject to the Appropriations Limit, it primarily applies to General Fund tax revenues.
Procedural Requirements
Government Code § 7910 requires that 15 days prior to adopting its annual Appropriations Limit, a local government make available to the public the documentation used to determine the Appropriations Limit. The Clerk of the Board published the notice in the New Times Standard on May 22, 2022 (Attachment 7) and the calculation documentation was available as of May 23, 2022. That same code section sets forth the requirements and time limit for contesting the adopted Appropriation Limit. A judicial action to attack, review, set aside, void or annul the action of the government must be commenced within 45 days of the resolution effective date. As the documentation supports the recommended appropriation limit, has been available for the requisite public inspection period and adequate public notice of the location for inspection has been given, the Board of Supervisors may adopt the attached resolutions.
County Status of Appropriations Limits
The Appropriations Limit and the total annual appropriations subject to the limit are required information by the California State Controller for both the Annual Financial Transactions Report and the Annual Adopted Budget. As your Board is aware, a lawsuit against the Auditor-Controller and the County has been brought by the California State Attorney General on behalf of the State Controller for failing to file a FY 2019-20 Financial Transactions Report and FY 2020-21 and FY 2021-22 Adopted Budgets on time and that contained the required information. The FY 2020-21 Financial Transactions Report was never filed but is subject to the lawsuit because of its delinquency.
Adoption of the attached resolutions establishing the Appropriations Limits and total annual appropriations subject to limitation provides one of the three missing elements of the FY 2020-21 and FY 2021-22 Adopted Budgets. The other two elements are Fund Balances and that funding sources equal financing uses.
In order to provide better assurance that the Appropriations Limit will be established timely going forward, the FY 2022-23 Appropriation Limit will be incorporated into the process of your Board’s adoption of the Proposed Budget on June 28, 2022, and for years thereafter.
FINANCIAL IMPACT:
There is no direct financial impact of establishing the Appropriations Limits or the total annual appropriations subject to the limit because the county’s budgets have been and will likely continue to be well below the Appropriations Limits using any one of the six alternative adjustment factors as presented on page 2 of each year’s Appropriations Limit Calculations.
STRATEGIC FRAMEWORK:
This action supports your Board’s Strategic Framework by facilitating the establishment of local revenue sources to address local needs.
OTHER AGENCY INVOLVEMENT:
California State Controller’s Office
State of California
ALTERNATIVES TO STAFF RECOMMENDATIONS:
Your Board may choose not to approve staff’s recommendation to approve the resolutions establishing the Appropriations Limits and total annual appropriations subject to the limit for FY 2019-20, FY 2020-21 and FY 2021-22; however, this is not recommended as the Appropriation Limits are very much delinquent and included as part of the basis for the lawsuit filed by the Attorney General of California on behalf of the California State Controller, Betty T. Yee.
Further, the Appropriations Limit calculation builds on each prior year, so without adopting the delinquent Appropriations Limits, the County would be unable to establish future Appropriations Limits.
ATTACHMENTS:
1. Resolution establishing the Fiscal Year 2019-2020 Appropriation Limit under Article XIII B of the California Constitution, and establishing the period for contesting such limits for the county
2. Attachment A - Fiscal Year 2019-2020 Appropriations Limit
3. Resolution establishing the Fiscal Year 2020-2021 Appropriation Limit under Article XIII B of the California Constitution, and establishing the period for contesting such limits for the county
4. Attachment A - Fiscal Year 2020-2021 Appropriations Limit
5. Resolution establishing the Fiscal Year 2021-2022 Appropriation Limit under Article XIII B of the California Constitution, and establishing the period for contesting such limits for the county
6. Attachment A - Fiscal Year 2021-2022 Appropriations Limit
7. Notice of Publication
PREVIOUS ACTION/REFERRAL:
Board Order No.: C. 3
Meeting of: 12/04/2018
File No.: 18-1517: COUNTY OF HUMBOLDT - File #: 18-1517 (legistar.com) <https://humboldt.legistar.com/LegislationDetail.aspx?ID=3768512&GUID=A4F36F9D-78EB-461F-8701-3C299DC71907&Options=ID|Text|&Search=%22Appropriation+Limit%22>