To: Board of Supervisors
From: County Administrative Office
Agenda Section: Departmental
SUBJECT:
title
Direct the County Administrative Office (CAO) to Implement a Cannabis Excise Tax Suspension/Reduction Program
end
RECOMMENDATION(S):
Recommendation
That the Board of Supervisors:
1. Direct the CAO to develop a Cannabis Excise Tax Suspension/Reduction Program; and
2. Direct the CAO to draft a resolution for final review and approval establishing and documenting the program as directed by your Board; and
3. Provide additional direction as needed.
Body
SOURCE OF FUNDING:
Measure S Cannabis Excise Tax - General Fund (1100)
DISCUSSION:
This report seeks Board direction and possible action to create a Cannabis Excise Tax Suspension/Waiver program for Tax Year 2021 and direction on considerations for Tax Year 2022, billed and collected a year in arrears for calendar year 2022 and 2023. At the request of your Board, staff on Feb. 1, 2022 was directed to return with tax relief options to respond to the current state of the cannabis industry, which is experiencing unsustainably low market pricing and an inability to sell existing cannabis inventory.
The original agenda item presented on Feb. 1, 2022, received more than 60 comments and over 2 hours of input from members of the public, and most represented cannabis cultivators who advocated for your Board to provide relief from Measure S excise taxes in the form of a tax suspension. Your Board provided two concepts for a potential excise tax suspension/reduction program, a reduction (50-100%) based on an equal percentage to all tiers, or a percentage reduction based on cultivation tiers (Outdoor, Mixed Light or Indoor).
Tax Year vs. Collection Year vs. Fiscal Year
One the challenges in discussing cannabis excise tax assessments is that there are three different years being discussed for one year’s assessment. Tax years are calendar years running from January to December. The assessments for a tax year are billed in arrears the following calendar year and collected in two installments (March and October). To add to the complexity, the county’s fiscal year (FY) runs from July to June, which means that the second half of one tax year and the first half of the next is the basis for the cannabis excise tax revenue for budget and the financial statements. It also means that Board direction to reduce or waive a particular tax year will only be applied to half of the FY. The chart below provides an 18-month overview of relevant dates for calendar year 2021 and the first 6 months of 2022.
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Retroactive Suspension/Reduction of Tax Year 2020 Assessment
The discussions during the Feb. 1, 2022, Board meeting included whether to reduce, waive or continue to defer the second installment of the Tax Year 2020, which was due in October, 2021. On Oct. 5, 2021, your Board directed the Treasurer-Tax Collector to waive late fees on payments for that installment until May 31, 2022. The Treasurer-Tax Collector reminded your Board that the October, 2021 installment is related to cultivation activity from calendar year 2020, and that any retroactive reduction or waiver of the already assessed taxes was likely not consistent with Section 719-6. (a) Collection and Remittance, of the Humboldt County Code, which states:
The tax imposed by this chapter shall be collected by the Humboldt County Treasurer-Tax Collector in the same or similar manner as other taxes fixed and collected by the County of Humboldt to capture the calendar year taxes required by this chapter upon information provided by the Humboldt County Planning and Building Department. For purposes of this chapter, taxes shall be owed for each and every year in which a commercial marijuana cultivation permit is issued by the Humboldt County Planning and Building Department.
Suspending or reducing the tax assessments for Tax Year 2020 is also problematic because 41% of cultivators have paid in full, 31% paid the first installment (due Mar. 15, 2021) but not the second, and 28% paid nothing towards the assessments for 2020 (see chart below). To uniformly administer such a waiver, refunds or credits would be necessary for cultivators who have already paid. With cannabis excise taxes collected through Dec. 31, 2021, at only $2.3 million, a refund of just one of the Tax Year 2020 installments would result in payments or tax credits of $3.65 million and create a negative revenue total for FY 2021-22 of an estimated $1.3 million and potentially make budget adjustments necessary immediately.
Tax Year 2020 Excise Tax Collections |
|
$ Value Paid |
Owed |
# Of Accounts |
% |
Paid in Full |
$ 7.3 M |
$ - |
478 |
41% |
Paid 1st Install/Owe 2nd* |
$ 3.2 M |
$ 3.1 M |
362 |
31% |
No Payment for Tax Year 2020 |
$ - |
$ 5.8 M |
330 |
28% |
Total |
$ 10.5 M |
$ 8.9 M |
1,170 |
100% |
*$ Value Paid includes penalties and interest applied to 1st installment payments |
Requiring the second installment for Tax Year 2020, which was due in Oct. 2021, to be paid by May 31, 2022 without penalty will increase the FY 2021-22 Measure S revenues by an estimated $2.9 million, even after allowing for the 31% delinquency allowance and not accounting for the first installment of Tax year 2021, which your Board will likely reduce.
As a reminder, the Project Trellis Local Equity Program has grant funding available (including $3.4 million recently announced by the state, plus a remaining $1.05 remaining from the prior grant) which can provide financial assistance to cultivators who have outstanding tax liabilities that may jepardize the cultivators’ permits status.
Below are options that your Board indicated you would like to consider for tax relief for local cultivators:
Tax Year 2021
Billed in February, 2022
First installment due March, 2022
Second installment due October, 2022
Option 1 - An equal percentage of waived excise tax for all cultivators.
50% All Tiers for Tax Year 2021 |
|
Outdoor |
Mixed |
Indoor |
Total |
$ Amount of Revised Revenue |
$5.7 M |
$4.1 M |
$150 K |
$ 10.0 M |
Delinquency Allowance 31%* |
$1.8 M |
$1.3 M |
$50 K |
$ 3.8 M |
|
|
|
|
|
$ Amount of Revenue Reduction |
($7.4 M) |
($5.4 M) |
($200 K) |
($ 13.0 M) |
75% All Tiers for Tax Year 2021 |
$ Amount of Revised Revenue |
$2.8 M |
$2.1 M |
$75 K |
$5.0 M |
Delinquency Allowance 31%* |
$900 K |
$600 K |
$25 K |
$1.5 M |
|
$ Amount of Revenue Reduction |
($9.4 M) |
($6.8 M) |
($250 K) |
($16.5) |
*Delinquency allowance of 31% is an average of Tax Year 2019 & 2020 (16%+47% / 2). This is consistent with the 28% of cultivators who made no payment for Tax Year 2020. |
Incorporating the 31% delinquency allowance, a 50% reduction in all tiers results in an estimated revenue reduction for Tax Year 2021 of 66%, or $13 million. A 75% reduction in all tiers results in an estimated revenue reduction of 83% or $16.5 million, inclusive of the 31% delinquency allowance. Please note that to create a consistent basis for comparison, estimated current billings are based on the current permits for a gross revenue amount of $19.9 million.
A 100% reduction in all tiers for Tax Year 2021 simply reduces revenue to $0 and no allowance is necessary for delinquent taxpayers.
Option 2 - a stepped reduction to each cultivation tier (Outdoor, Mixed and Indoor).
50%/25%/0% - Tier 1/2/3 for Tax Year 2021 |
|
Outdoor |
Mixed |
Indoor |
Total |
50% $ Revised Revenue |
$5.7 M |
|
|
|
25% $ Revised Revenue |
|
$6.2 M |
|
|
0% $ Revised Revenue |
|
|
$300 K |
|
|
|
|
|
|
Delinquency Allowance 31%* |
$1.8 M |
$1.9 M |
$100 K |
$3.8 M |
|
|
|
|
|
$ Amount of Revenue Reduction |
($7.4 M) |
($4.0 M) |
($100 K) |
($11.5 M) |
75%/50%/25% - Tier 1/2/3 for Tax Year 2021 |
75% $ Revised Revenue |
$2.9 M |
|
|
|
50% $ Revised Revenue |
|
$4.1 M |
|
|
25% $ Revised Revenue |
|
|
$200 K |
|
|
Delinquency Allowance 31%* |
$900 K |
$1.3 M |
$50 K |
$2.2 M |
|
$ Amount of Revenue Reduction |
($9.4 M) |
($5.4 M) |
($150 K) |
($14.9 M) |
*Delinquency allowance of 31% is an average of Tax Year 2019 & 2020 (16%+47%/2). This is consistent with the 28% of cultivators who made no payment for Tax Year 2020. |
Incorporating the 31% delinquency allowance, a 50-25-0% reduction in the tier steps results in an estimated revenue reduction for Tax Year 2021 of 58% or $11.5 million. A 75-50-25% reduction in the tier steps, results in an estimated revenue reduction for Tax Year 2021 of 75% or $14.9 million.
Tax Year 2022
Billed in February, 2023
First installment due March, 2023
Second installment due October, 2023
Your Board could choose to implement one of the same strategies discussed for Tax Year 2021 or direct staff to re-evaluate the evolving changes in the cannabis market and the impacts to both cultivators and the county’s financial status prior to Tax Year 2022. Staff recommends delaying action on Tax Year 2022. The current market situation developed quickly, in just a few months and is likely to continue to evolve over the next 6 to 10 months.
The CAO’s recommendation is to provide no retroactive waiver of the 2nd installment of Tax Year 2020, to reduce the Tax Year 2021 excise tax by either 50% for all tiers or apply the 50-25-0% tier steps, and to return to your Board in later this year with an evaluation of the implemented tax reduction program in order to consider whether additional adjustments are warranted.
Potential Tax Incentives for Cannabis Cultivators
During the Feb. 1, 2022 Board meeting, there was some discussion regarding revising the proposed cannabis tax incentive program to provide matching funds for both the Planning and Building Department’s $18.6 million grant program and the Project Trellis Equity Program funding. As a reminder to your Board, tax incentives for cultivators was originally discussed on Nov. 19, 2019, and direction was provided to staff to return to the Board with appropriate documentation to implement recommended tax incentives for solar and clean renewable energy, road improvements and small cultivators. With the business interuptions caused by COVID-19 and the diversion of resources, little progress has been made on this action item.
FINANCIAL IMPACT:
The options provided above set forth the estimated financial impacts of each scenario based on Tax Year 2021. As discussed, the second half of one Tax Year and the first half of the next is the basis for the cannabis excise tax revenue for budget and the financial statements. That means that whatever reduction/suspension criteria your Board determines is best, it will impact the tax amounts due for the first installment of 2021, scheduled for collection by May 31, 2022. In addition, the deferred second installment of Tax Year 2020 is also due by May 31, 2022. Deferred collections, even applying the 31 percent deliquency allowance, will help offset any reduction or suspension for the FY 2021-2022. For illustration purposes an example for option 1 and option 2 are provided below and assume the same reductions are made in the 2022 Tax Year, so than an annualized estimate is provided for FY 2022-23.
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)
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)
STRATEGIC FRAMEWORK:
This action supports your Board’s Strategic Framework by engaging in discussions of our regional economic future.
OTHER AGENCY INVOLVEMENT:
Treasurer Tax Collector
Economic Development
Planning and Building Department
ALTERNATIVES TO STAFF RECOMMENDATIONS:
Board direction and discretion
ATTACHMENTS:
1. Measure S Staff Report from 2-1-2022 <https://humboldt.legistar.com/LegislationDetail.aspx?ID=5398955&GUID=8A142226-5675-4ACE-9BD8-D073C7E54F34&Options=&Search=>
PREVIOUS ACTION/REFERRAL:
Board Order No.: H-2
Meeting of: February 1, 2022
File No.: 22-87