To: County of Sonoma Board of Supervisors
Department or Agency Name(s): Department of Health Services
Staff Name and Phone Number: Tina Rivera, 707-565-4774
Vote Requirement: Majority
Supervisorial District(s): Countywide
Title:
Title
Health Services Fees Proposed Ordinance (First Reading)
End
Recommended Action:
Recommended action
A) Adopt a resolution reading the title and waiving further reading of a proposed ordinance titled “An Ordinance of the Board of Supervisors of the County of Sonoma, State of California, Adopting New Fees and Adjusting Fees Effective July 1, 2022 for the Sonoma County Department of Health Services Public Health Laboratory and Animal Services.”
B) Increase ongoing contribution by $233,830 for Animal Services in Fiscal Year 2022-23 to fees for certain client and animal services determined to have a negative impact to residents and/or the program if fees are increased significantly.
end
Executive Summary:
The Department of Health Services is proposing new and amended fees effective July 1, 2022 for services associated with the Public Health Laboratory and Sonoma County Animal Services (SCAS). The Board of Supervisors is authorized to establish fees to recover the reasonable cost of providing certain services. Fees are imposed for a specific benefit conferred or service provided directly to the payor that is not provided to those not charged, and which do not exceed the reasonable costs to provide the benefit or service. Fees are also imposed for reasonable regulatory costs including enforcement inspections, investigations, and audits. It is the Department’s practice to conduct outreach and communicate with those impacted by a proposed fee increase.
For Public Health Laboratory services, recommended fee adjustments intend to recover increased labor costs, which are expected to increase by 2.0% from FY 2021-22. Therefore, most of this division’s fees are increasing approximately by 2.0%. Additionally, a new fee is proposed for Molecular Laboratory: FluA/FluB/RSV/COVID19 (PerkinElmer). Total estimated revenue change is $56,249.
In 2019, the County Administrator’s Office staff enacted best management practice implementation to periodically review fees and charges (F&C) for service cost components and calculation methodology assumptions. As a result, under department head authority, the CAO’s Operations and Budget staff engaged NBS Consultants to conduct a review of three selected departments/programs. Sonoma County Animal Services was selected from our department. With this item staff presents two sets of fee scenarios for Animal Services; one with adjustments according to the consultant report with a focus on full recovery of the cost of delivering services; and another assuming a $233,830 subsidy from General Fund included to maintain fees at a reduced level with a cost of doing business increase for the benefit of the public and the program.
The Ordinance in Attachment 2 includes the fees for both scenarios. Staff will return during the Second Reading of the Ordinance with only the fees from one scenario chosen by the Board. On April 5, the final ordinance that reflects the Board’s direction will be presented to the Board for final approval on consent calendar.
Discussion:
Public Health Laboratory Services Fees
The Public Health Laboratory provides clinical, environmental, and rabies testing services as mandated by Health and Safety Code 101150. These fee-based testing services aid doctors, hospitals, acute care facilities, environmental health agencies, and Sonoma County Animal Services in diagnosing and performing enforcement duties.
Revised fees are requested to recover increased labor costs that have increased 2.0%. The Department is proposing approximately 2.0% increases to most Public Health Laboratory fees.
Public Health Laboratory fees are set at below full-cost recovery amounts and are subsidized with 1991 Health Realignment funding. The Public Health Lab receives approximately $1,200,000 million in subsidy from 1991 Health Realignment, $37,000 in Grant funds, and $251,000 of funding in Preparedness to support the Bio Safety Lab operations, which in turns supports and funds employees. Health Realignment funds can be used for nearly all public health programs and services. However, applying these funds as a subsidy, the lab continues providing market-rate, subsided services to the public and non-government organizations allowing the Department to recover a portion of the cost of operating the laboratory by performing tests that meet a public benefit or would otherwise be taken to private labs.
Proposed Additions to the Public Health Laboratory fee schedule:
The Public Health Laboratory has one proposed addition to the Public Health Laboratory fee schedule this year, Molecular Laboratory: FluA/FluB/RSV/COVID19 (PerkinElmer.) This is a four-pathogen respiratory panel used for high-volume testing.
As with the case with other COVID tests added in August 2021, the Department would like to establish a fee for use in the future in the event that COVID-19 funding is no longer available to cover the cost of providing the testing service.
Changes to Existing Public Health Laboratory Fees:
Environmental Laboratory
All existing test fees are increased by approximately 2.0% due to increased labor costs, resulting in an estimated $9,903 additional revenue.
Microbial Disease Laboratory
All existing test fees are increased by approximately 2.0% due to increased labor costs, resulting in an estimated $14,906 additional revenue.
Virus Laboratory
All existing test fees are increased by approximately 2.0% due to increased labor costs, resulting in an estimated $27,154 additional revenue.
Molecular Laboratory
All existing test fees are increased by approximately 2.0% due to increased labor costs, resulting in an estimated $3,333. Due to adjustments made for COVID testing services, revenue is not calculated due to current grant funding support covering the costs to the public.
The overall increase in revenue for FY 22-23 Public Health Laboratory services is estimated at $56,249
Sonoma County Animal Services Fees
SCAS provides sheltering and field services to areas within their jurisdiction, including unincorporated areas of the County and the City of Santa Rosa. Their mission is to create a balance between the population of domestic animals and a responsible home to care for them, by protecting the health and safety of people and animals. Public services include investigating and prosecuting animal cruelty, abuse, and neglect; educating the public about responsible domestic animal ownership; reducing pet overpopulation through spay/neuter programs; providing a safe environment for animals in need; and placing adoptable animals into caring homes. Animal Services is also responsible for rabies control for the entire County. Animal Services’ service area is comprised of approximately 1,575 square miles with nearly 500,000 residents and includes an animal shelter that serves nearly 3,300 animals annually. All services described are performed by staff-either directly or indirectly-and are part of the fee-for-service structure.
On October 1, 2010, the County Administrators recommended-based on a review of comparable jurisdictions, an assessment of community sentiment, staff morale, and organizational missions-that the County should move Animal Care and Control out of the Agricultural Commissioner/Sealer organization and place SCAS within the Department of Health Services. The Department of Health Services adopted and maintained the same fee structure that was in place when the transfer took place.
A comprehensive analysis of all SCAS fees has not been performed since the transfer took effect. To date, the Department has only increased fees based mainly on labor cost changes when warranted, which has typically been between 3.0 %and 5.0%. Increases to fees were most recently approved in 2018 and 2019. Many fees have remained unchanged some dating as far back as 1999. This fee study focuses on analyzing fees and charges to align with the cost to deliver services to current legal parameters and industry standards.
It should be noted that while fees studied for SCAS are subject to the same regulatory requirements as any other user or regulatory fee in California, the public’s interest in and benefit from the care of animals. Also, the desire to keep adoption and pet recovery attractive to residents, was not an element of consideration accounted for by NBS.
The Department has provided two fee scenarios for consideration. Your Board could adopt the fee proposal as developed at full-cost recovery for all services, which would result in a proposed aggregated increase of all fees of 13.69%. The 13.69% resulting increase is a combination of 6.06%, 3.63%, and 4.0% Cost of Doing Business Increases (CODBI) to cover 3-year of fee increases for FY 20-21 and FY 21-22, and FY 22-23 estimated CODBI. The increases of the fees might vary from other departments and divisions within Health Services for these fiscal years due to the different job classes and division specific expenses required by Animal Services.
The costs used in the analysis by the consultant to arrive at 100% cost recovery were from FY 19-20. Since then there have been significant increases in the cost of doing business requiring an adjustment including 7.74% in salary increases and a 5.96% increase in the cost of contracts, services, and supplies. The listing of fees for this scenario can be found on Attachment 4. There were several fees noted in the report that identified current fees set at above 100% cost recovery. Those fees would be decreased to the fee recommended. This scenario would generate a total revenue increase to SCAS for in the amount of $211,000.
Reduction to the Sonoma County Animal Services Fee revenue used to support program costs may require the Department to reduce labor costs and to cut program offerings.
As stated above, NBS did not account for the Department’s mission when developing their fee recommendations. Long-term program efforts such as increasing adoptions, spay and neutering, and licensing will have an impact to the community if a significantly higher fee is charged for services. In addition to losing traction in our efforts, ongoing fiscal impacts to the unit will occur, if clients are lost to other agencies or if there is low compliance in fees collected. It is a policy decision to charge less than 100% cost recovery. The option of lowering fees to encourage adoption, neuter/spaying, and licensing would have a significant impact to public participation and supporting animal health by shortening stays and quickly getting animals into supportive homes.
The listing fees for the second scenario found in Attachment 5 involves a request for ongoing support to subsidize fees and limiting their impact on the community and maintain the program’s adoption and pet recovery appeal for overall community benefit. Total subsidy proposed to be funded with County General Fund for FY 22-23 for these categories is $233,830 to maintain the fees at the same level with a CODBI adjustment. For the following fees, input was provided to key issues for consideration regarding recommended rates.
Issue - Adoption and adoptions fees
Impact on adoptability of senior animals; large fee increases for community members; potential of additional revenue loss with higher adoption fees potentially less adoptions
Leveling costs for all dogs and cats and rabbits would significantly impact the adoptability of certain animals (senior pets) and potentially increasing adoption rates could create revenue losses by having community members looking for less expensive options. Rabbits adoptions are not common and increased fees may make this type of adoption less of an option.
• Proposed adoption fee increases range from approximately 43% to 84% for dogs, 29% to 76% for cats and is 62% for rabbits.
Recommendation: Provide subsidy to adjust downward NBS 100% cost recovery calculations for FY 19-20 Cost of Service per Activity rates; apply CODBI factor, increasing the rates by 13.69% from FY 19-20 to arrive at FY 22-23 rates. Total amount of subsidy - $96,030.64.
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)
Issue - Spay/Neutering programs
Impact on SCAS messaging on animal population control; large rate increases to community members
SCAS has invested time and resources in educating the public on the importance of spaying and neutering your animals. Reducing rates for licensing a dog that remains unaltered presents a mixed message as to the importance of this program and increasing rates for spay and neutering services will deter the public due to prohibitive costs.
• Proposed increases for spay and neuter costs range from 46% to 59% for dogs.
Recommendation: Provide subsidy to reduce NBS Recommended FY 19-20 Cost of Service per Activity rates for dog spay/neutering; apply CODBI factor, increasing the rates by 13.69% from FY 19-20 to arrive at FY 22-23 rates. Total amount of subsidy - $3,134.57.
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5JNk+1rol7VetXG+NR+1PE/dHsWWVexe2slmfr46TTJV+B2vldsF76/bGm3+M+aRyTW+Lud+8bAwDAciZrdS5w8Dew2sacOp5s7pOAbihTfc4EAfG9zXldL7sB2nOleoTXS5rPpF7GD7+MiFRakVKdp75MN/Vw0zfXZ/LH7Y3bE18fl586XkH1uhf3JJunVlfJE9+rVr+4fXLex/m5JPhv9Kw2r7J9lCnPHy9ybiZL8m6G9TII/qP2zen34hxJXH9H3P3ufWMAAFhOsFaPG8h0U3Wbt9pcyhtzmN/mm25OQZ7MJjZukvZvB9GaBiUm/SxBRake/sbpy6uXC0wGDddcy4FGKq1Iqc6TIGlGUBD6GOYVSu0Z/V3Sl2PZM6nmf3FPSufqdZ3ca0b9Ij+1dLmuvAXBv9DsWfH63LxPl1dqn+TNUDq3G6ngX1jd70bBHEnMiTvi7nfvGwMAwHK6X6tTQUBnsN/VObpHjJGNyT6MFR5oBuiHfXC+YjAAQP90v1YT/L8ER/eIMbIhqbfc7lsFgv9H4HzFYACA/ul+rSb4fwmO7hFjZGOSP/spB/4C/bAPzlcMBgDoH9bqdvCwztE9Yoz0Af2wD85XDAYA6B/W6nbwsM7RPWKM9AH9sA/OVwwGAOgf1up28LDO0T1ijPQB/bAPzlcMBgDoH9bqdvCwztE9Yoz0Af2wD85XDAYA6B/W6nbwsM7RPWKM9AH9sA/OVwwGAOgf1up28LDO0T1ijPQB/bAPzlcMBgDoH9bqdvCwztE9Yoz0Af2wD85XDAYA6J+HrdXj39P9kH+OfkvY7+o8xKM5Y+xO/47EqnLjf8W2Z2Z5Pe9f4XWkyhz/ga/yvTIsybsba8dczePRm7uPGXeve94UAADW8bC1Ot7IUv9q5xrC4GDU+TKmny9j+e5fBl0f/K25ZjGjX6H8tnTMQ+o4Z4ytDcQWsrjcpYHyo5k7n5c80MRlStr720n+XDvu11yTxfWR0entfVb5a8dcyg8fgn8AAJhDN2v19sH/tBy3WZtNd6PNcnVdl5APrp7iAaCL+qXGxtpAbCGLy20Mch9Obh7ah+25gXJML8F/ei2Zt3btNeY2Ws/W4O51z5sCAMA6Vq/V8ZvJeOOxG9zp7WrSteymHQYH9rMnszHqN4VGM96C5oIOiy1P6uHe+re9XW25djapt342ELKB1Nh2qzEIsP11ertMyrkDm9wnFdzEwWQYlM0ZY2MgdvHG2sZB9+Ky4jfktfkktPT/veZzfJ8SYZnRWuCVKXlnsiRvkdLaMdfL0phLrXuxHyrN1kM0PHyc3X3Ce6q83n23fOgYcGVtWSgAAOzD6rV69gY3SAXa7lhvXPFGVtrYbGD3/nZ2G1mOVDk+rt5u4x03x5W0XDub2D9J84P/VLt1AGH8te0etHFgO4fN7he/+bXHLrj0xsysMVYZp5JnAxaVk6qDX8+wbXa+tfX/PeazsMTfVBndvfkXRcH0ci+j85l1b+qxKSca+7acycuBqNwNceVtXTAAAGzP6rV69gbnbYz+28zpRhYeqzLtZhZtriXGcnzpe8p5wQWMgzbYCFuvn8U02LLHxs+oPwTrnwow7PkFXm7IZvfz22n7+nyWdmpfdN8uGGOVcSrHG7ConFSdUml+INza//H1o1fWy7JPc7wWcukpUnl7Cf4F55mV8WaNl0FfZta9icdRMF+7zw7j2uLK27pgAADYntVr9b2CBX2N1bqAIcbVbUZ5M2i9fhZjnX2NG7kLGBLKBYd3ZLN7uv5V40o8GTy4SNu0F2q8mDE3Z4zVxqkcb8CiclJ1SqXZgFGCv9b+v9d8zqWnSOXtKfi3OO8Gqb5Y4aXfl3KcWvdiP+Jr4vtI2thH5px3zw1x5W1dMAAAbM/qtfpewYIl3uhy1MoRXN0KeRbQev0sanWO3wLG1IK/ndn0nnosDONIBf3ih+5z93v2yZjUnqXGRm2cyvEGLConVadUmh8It/b/veZzLj1FKq/fZjleyJprZuEevgb/WoL/uF3+ujfxOOrz+D4qzdbrdFJ1qq2fK3Fl7lE4AABsy+q12m1g0Ua0NliIz8uxbHxuY/M2utQmZ0mVGxPX3SSvpfX6WdTqXD3/QsG/bctpCGhse9TYMQGODaDmjLHaOJXjDVhUTqovxzQ7B8I8rf0/KW+H+SxM671sLvcS/Ptrk6Dbah7E5nqZyV9f90y5tk9Nn8T3Ude7a8L0jXFl7lE4AABsS9NaPW42g4YN6Ko25miDWxAsuM3MXedvXIMmb9LGay2lc5Z4szXJa2m9fhZz6uwHFaN0/pcK/r12xkGS78+8MVYep3K8AYvLieswzif7N7po+UFwa//vP5+n9Vg6l3sJ/se6jQr6YoaX9b85yajgVek+cl6wnvl9tzGuzD0KBwCAbXnKtdoGEP6btwfCflfn6B4tbn8c5KaC72fEBqvuoe2+c/lpfWsh9nwHXLmHNBgA4Ml4yrVavXHsJwhiv6tzdI8Wt3/6hvw1gv/4G407z+Wn9a0F7fnqb0vm4Mo9pMEAAE8Ga3U7eFjn6B6tan/4s5rnD/7jB5oHcLhx6DxP/KxqQ1y5hzMYAOAJYa1uBw/rHN0jxkgf0A/74HzFYACA/mGtbgcP6xzdI8ZIH9AP++B8xWAAgP5hrW4HD+sc3SPGSB/QD/vgfMVgAID+Ya1uBw/rHN0jxkgf0A/74HzFYACA/mGtbgcP6xzdI8ZIH9AP++B8xWAAgP5hrW4HD+sc3SPGSB/QD/vgfMVgAID+Ya1uBw/rHN0jxkgf0A/74HzFYHgK3N+d3PB34G5RRo34H0ZJca+/B7qDv6sZtoM+bKd7Dz/e32+Xk9Rz17/ru8Ru91y77tXW7dGz8ro7k9brYRvoh31wvmLwkzIueKG2/pfhxoU31L3/uf6lgXtqE11axlLmBttrN8ESuaBhzsMIPAWb9Z/9J+St/Lk8/kMziXOl6wrnUiwpa8M1bVJOfK9H/8NM8TzOzeu1zCiv+R451q57tXV7bBPB/wuxaT+MYyQ/jnph6zkf4crr1gAos/MAcaQW7Pe3k/zZ9Rvle/njY32pBSv3DP5tcFMLxqB7thknMh7MvPU3RBmz8cOr/0/NF68rnJO0mGod7Dn3ILLZHA7KSK1jkvbIuRLP4/jYZFvNjPKa75Fjj3VPGNtE8P9CbNoPdi05nebt0Y9k6zkf4crr1gAoUxsg43mrcGGsnbfkFmw/MJDjWnk2v5K32cZvGl0AMHw+vV28Nz5he229Tm/X4L7q+kldBqn6h2UM6WP7nMZ6l+4h52NSb9lT7fY9vXjn/XKL9Zr4MwQsyfaOXvqew1OyS//ZAFgC3vjh1T44psaOf51OGSmdS5HLP86BzTZBV8acsotz0JwrrQ3JuR/Nx3Gt0mWPx/6a58nOa9s3Rta7Ur3y62LQfv9zlnVtM34W1r30eul7Yvz32386387uPuE9VV7vvjMeOmrnH0Zbn6/241FsWi+9xgzjJ7Efjvvp1D9/PPrj1Hno5Pk7cx40zNEWXDlbFQh3JrUgWlLn9CDWx7XzcmzJLRT+hl29n1m07GL1/nYOJoEtWx3LZzt5BtkJF9/Dn3xhHewEm9YpX4Y9jssY76EnZphfyrSkzlXbnSl3ehzVa4Y/kiaU6gxPxS59Zzc3GUf+ZzkXb2I+cV6f0rkUufwu2EncfyWunFrZ1TlYm8O5uV8NDMJ5nJrXqgy3Zsb5K/VKlBeRSgtY37a4btH57HqZaaP1wPalKSd+mIzLrTAnz91p6fNGPx7FZnVzfgzjMjX+3bi149Ada49iP6fH0ThePA9y5Y113BBX3tYFw50YB4iv9OAT7IRXg61yXqdo3MA0C49JDhaQ6v3M51IZOkXjyvPyxxMiVS+7yOkJNZ1AkzIS9w8faqb30IGK9lmOLam82XZXyq3Wa4Y/kibk0uHp2Lzv4vEZB+GpeS3kxrVQOpcild+Oda1Nx60rx90japulOgdnzuHYh9jTcX7awCBao2bM3+C+tXrVy0ulBaxv27Ru1tPiPhF7EvVN7T5++yV/hTl5Hs6yPm/y41FsVrd4vPjzWI7j/TQ1RwI/o/KEYG1YMQ/C/pref0NceVsXDHeiNEDcIppQsMgmZDd+S2qgCsFgn1GeHtxWus7+wi95LKmgI25vql5BnRL+xGnxIiD4E7s2SeXYkvMp1e5audV6zfDHJGfT4enYtO/cGPLGhR2rdj4mx1niOkvqnB3LWuG8KZUluHkyKF4jVjLe265ZXtt8tlgbknM/8nScn+mNPzd/w7JF9vpyvWasB6m0CevaNq1b7HOy3KjO8TXxfSRtbLM5F63LBebkeQhr+zw8XuzHo9isbrEXbpwaDybHiTnil7F0f54zD/zyU/ffEFfe1gXDnSgNEH8g6pSQ2nmf1EAVgsG6oDx/4qQmkRBPHiFub2kjkUAh5c+kjES9wzLqi6ol55PFb2t18tfqNcMfk5xNh6djs75z4y8aE/4Yk+N4HOauE0rnUszNr+fFdI1YiSvDzaHM/bdcG4K5Xw0MojUqMX/jfgrWjkq9ZqwHqbQsy9o2rVvcFktQbuzJZFyG91FpJs+300nVye/HCnPz3ZWWPpfjBj8exSb1G9eZlIx/dtwa/1JzJPC7tjasmAcL52gLrrytC4Y7URog44BPD57aeZ/UQLUDfRzc5fIkv1uovYkznXRDOfI5mjxC3N7xnqasRB0mC2CujMykj8+nyrSk7p9td6Xcar0S/gipuqXqBU/JJn1XGg/xuEqOydR1C8dYsaxhnrg548b9dL6tJChDt2+Qv86Y+7s6rlwbqnPflmPOjT6H95Hr43mt19+4X6LjwpoVH0ek0gLWt82ejx6gTP58uZn1z/ZNdB91vbsmTJ/B3Hx3pbXPG/x4FJvUzx9HOkWj/TTjaxKHlOdg7PdkfEbjOjsP1s/RFlx5WxcMdyI1QH3GAehrzFs7b0nnm06mUnnhwjPI32ztxFMykyMR3GYnmPubHrT8N0hB2WqiTT0L7x+dc/fIT1Kf8oI7yLRnTrnFeiX8EabtTXsJT8km/Wc3vYnseHEblZadT6XrrpUyh88BtTqE5zfdACflTOri1bllbSiueb7Hzr/4uswape4XrrXns5Rnr1+4tnj5DP7nJOvbpuuW+xuS8utlwpPCfeS84Pp22sYSc/PdFdevRkv7XFjpx6Nort84bkIfhHEODGPKfja+pMbbkv1ZmDMPSv1VmaMtuHK2KhDgrqQm0KOxi6v/APJo7CIUP6zB00H/tYOHdV7Go5Vr38uOkSfbC162Hx6M8xWD4SnpMfh3T+sdvWVPvQGCp4T+awcP67yMR3rtW/wy5mXHyEo/HsXL9sODcb5iMDwlPQb/Qk/Bdo8PI7Aa+rAdPKzzEh4FP+tYtj+85Bhp8ONRvGQ/dIDzFYMBAPqHtbodPKxzdI8YI31AP+yD81U+IIQQQgghhF5bitt///2HEEKoY7FWtwsP6zq6R4yRPkQ/7CPxdZAimQEhhFA/Yq1uFx7WdXSPGCN9iH7YR+LrIEUyA0IIoX7EWt0uPKzr6B4xRvoQ/bCPxNdBimQGhBBC/Yi1ul14WNfRPWKM9CH6YR+Jr4MUyQwIIYT6EWt1u/CwrqN7xBjpQ/TDPhJfBymSGRBCCPUj1up24WFdR/eIMdKH6Id9JL4OUiQzIIQQ6kes1e3Cw7qO7hFjpA/RD/tIfB2kSGZACCHUj1ir24WHdR3dI8ZIH6If9pH4Okgxnvj76/ZdnzD6fvv1N7wQIYTQ/RWs1WiV8LCuo3vEGOlD9MM+El8HKcYTKvgfA/6/v74PmXgAQAihRytYq9Eq4WFdR/eIMdKH6Id9JL4OUownouD/v/9+334O57//+quOf//0vhX4/uv2113jpX/7eftty0MIIbSJgrUarRIe1nV0jxgjfYh+2Efi6yDFeGIS/P+9/fo+ZPz523wLYAP78aFApQ/nJb88HNgHBYQQQtspWKvRKuFhXUf3iDHSh+iHfSS+DlKMJwpv/tVbf/u23zwUqEA/ePPPW3+EENpDwVqNVgkP6zq6R4yRPkQ/7CPxdZBiPBEF//5v/lNv/n/+5m0/QgjdQ8FajVYJD+s6ukeMkT5EP+wj8XWQYjwx+f1+4idA9pz5qc9/v396+XkQQAihPSTrayodzRce1nV0jxgjfYh+2Efi6yBFMsM8eT//GY7DbwcQQghtpba1GonwsK6je8QY6UP0wz4SXwcpkhnmSgf845t/+SlQKh9CCKH1al2rER7O0dE9Yoz0IfphH4mvgxTJDAghhPoRa3W78LCuo3vEGOlD9MM+El8HKZIZEEII9SPW6nbhYV1H94gx0ofoh30kvg5S2AOEEEIIIYTQ60rhPgAAQLewVreDh3WO7tENHo/0g+4O2BjnKwYDAPQPa3U7eFjn6B6Z8BMeifSD7g7YGOcrBgMA9A9rdTt4WOfoHpnwEx6J9IPuDtgY5ysGAwD0D2t1O3hY5+gemfATHon0g+4O2BjnKwYDAPQPa3U7eFjn6B6Z8BMeifSD7g7YGOcrBgMA9A9rdTt4WOfoHpnwEx6J9IPuDtgY5ysGAwD0D2t1O3hY5+gemfATHon0g+4O2Bjn690M/nh/v11Op9vl+tFVp35cL7fz23v3A03qeTpfmRAAx4S5307Rw4/L+XZ6gr1gZ47ukQk/M/z5vP34+mcOYC+kH3R3pGGursZ55j7o4Fwd376dLrf3922DdBu8frxfb+fhHrbjHv1QcD2P976eTfu/peuj2qA9U/IH3/vbyaV/i4J03ebz7Tp4qspY4a/2SZdhkgDgODDvK5TWZ0PSw2DvE93xJYvac6L9ILcPhe1L71G5a0v7U0Ty3D09yrVzbFv6/ja2GD5qeb7WrvUw4WfMv9vXD6+Mzz8m/VX5c/u0bRX9+BocGFz4+jGmKf24JZ+F/n3dfmTy/Pkc0kx5OUz5Ex45V9cQz+9gHiqlxnd6bgupcTxj3fNx59wHqZQLyIenqvMlffO1SPlSppqgQ7B/ssFwQ/DfGhDHQbn9BkDaX3sA0oaba738dnD6/m0R/AvWQ3MIAMeBeb8Af302SULSQ7V+3zmIcPvEW7gf5PYhG9iW1v/stZX9KSKZfi+Pcu1U/WmDnUzM4O+zJkkx51oPE35G/Pk8QMDvI8H/5/DfAhLgJ4N4/eAwtUs/QH1+5a4bkX7Q3RHyiLm6htz89lHj0s7LzNxVGQ2z5oDkScwBD5fuPqgbRhfpmw0PAjrfuICoG5g0kamQPJXYSTutqAl+ZYIO5VzNw0bciNQbClWWZ4Z9W+8/BdkHl+z1th0mTYjLtfh1z+FfGwflcuw/fU2Df3n4MXW0nppFT6VlnvykjypPdQDwmjDvF5BZ25MeqrzlDXM3MvVUqHPBHlbek3z8/LX9KSKZfi+Pcu0M9lATQ0z2bS+PSVLMudbDhJ8R6k12JRh+KerBv3wLkHweEq9KD0rZh4YR6QfdHSH3GodboeqbGW/xvLQ0zYHC/QwuPbxQPQAMaebi2Gg/uLcEgb33VJZ/ELCVloZIkDsG/3GjbZAfN8ile/eW9OL1qUUhym9JtdMyPnDkfYmD9KDTorrYa+cE9r6/AHAomPczSK3PHlkP9bos5/WeYZJ3R903s1n7+4rbm52S7XP419b2p4hsmffwqNTO2v31Putd6+2VC+puws8E7qcsmZ+6vBTRz34mwXzh4UC+JfGvjfM1BP/Co+bqGnLz248JTZIjnq8+ubZX1j0fdy6Zyb4ZiCvu0lXQbW823nBsUNgw/wlnDP51wPvtfBmD/8nEN4FxVI9s8D/zeotKj4Lp+K1IzlTdVl2P+AkuLsPv6Jyn9vPwRzbA134R/AMcEOb9Avz12SQJVQ/V+hyt9XuS25sme0i09sfnfeJzclzanyJy6Y49Pcq1U6XbuMHEH36bYvw8C6814WeBw30LYH6u4zVY3vpn/8fn6CdSk7yNwb/l3nN1DXPnt6U0N+eM48y65+PS3QcbUMtnN+GiitsnEqmErWAcgMu15/M4gePzQfBvGmCfYuKJb/Hroa8x+b3PKt+M602SItW+nPExQT0qnVIK/lNPebkB4PsOAIeCeb+AeG8wVD3012qTtCupvSm1D83ZN4TktZX9KSKX7tjTo1w74z0x1U4fv/8XXmvCzxIzfg//Ukjw73/bUWl/FNzL/+AbfHGwVfB/57m6htT8ztW7NqbnjOPMuufj0t0HVUl9PMgLVF3aIBfQS+Vt+lCh+Kc33pOHOvYCcnWtZ4ZamLz80qDhD6NUutxvmm5NSF2f6gDB7wRdj+m1ks8S54k7Yvhjki4E91F1GdpgyzHeSMeqYyXf/9FbyVNYtAHgdWHeVyitz4akh+HaWwyMN8MG4cNHI7NXFfahoJ52L/b2iNK1pf0pInnunh4l2xnEHIPsw4zffvV5zGPbmbtWziUw4WdI/LfclH7S/hKobzfG9vpv7pUXsQHRtyGBXy5v9DcmFX4+ZfJMeMRcXUNufss51QYvJhZyczcY37k5UF/3fNy5UqbkU0uN+BppaM8Bq/+NR8/owTQ+CADAoWDet5P1UO1b0YZ8UI7ukQk/E0iA+/JRfx9IP+jumMJcbcL5VjRwTfAvwf74xN1/wCpPTZUnpS5gwAMcGuZ+O3hY5+gemfATHon0g+4O2BjnKwYDAPQPa3U7eFjn6B6Z8BMeifSD7g7YGOcrBgMA9A9rdTt4WOfoHpnwEx6J9IPuDtgY56s1GSGEEEIIIfS6UrgPAADQLazV7eBhnaN7ZN49wyORftDdARvjfMVgAID+Ya1uBw/rHN0jE37CI5F+0N0BG+N8xWAAgP5hrW4HD+sc3SMTfsIjkX7Q3QEb43zFYACA/mGtbgcP6xzdIxN+wiORftDdARvjfMVgAID+Ya1uBw/rHN0jE37CI5F+0N0BG+N8xWAAgP5hrW4HD+sc3SMTfsIjkX7Q3QEb43zFYACA/mGtbgcP6xzdIxN+wiORftDdARvjfL2bwR/v77fL6XS7XD+66tSP6+V2fnt/2oEm9T+dr0wUgNeGOd5O0cOPy/l2euK9YCOO7pEJPzP8+bz9+PpnDmAvpB90d6Rhrq7GeeY+6OBcHd++nS639/dtg3QbpH68X2/n4R624x79UHA963ur+mk/lOKBdT3nfXl/O7nrtEyZpq0uPbpenz/frkOauv8K37V/ugyTBACvB/PbUFur4z3GI+lhsPeJ7vgyJbWvhO3Te0lujxk+T0iVqdIq1xmS5+7p0VjX8D6BB5n7l/KU9nAPE37G/Lt9/TDlij7/mPTX5c/ntL3/vn6MaUo/brlnIXX9j6/BuZBcuo8pf8Ij56pPbT7F9fTXotT81mfKY7S2BhTWPR93zn2Qgu1F8lR1vhQnyGKkfClTVXAI9k826FUmVRekJPra9YGvH3ybJIXuHL9+327nt3nBuR/E58q3+Of968zp2VhvzSEAvB7M7wT+Wq2O7X7ylnwzmPRQ9rt7BxG5fcVu4KX1PLdXZMsc8ttvt1Vby/tMMv1eHqm2mfu4vhxiA7/erp2RR7k8OV8ymPAz4s/nIQJ+x7+v2w/XXnnwSQT5kicZxOsHpc+v+HwufYr0g+6OkEfM1Zg580kF6qlxnJnfC8foZA1w90ivez7unPugGhEFqnoiDg8COt84sSTdpolMI+WpxTZqOoltMD00fijnah42fGMkb/B0Y6+PGmrf1vtvCGyDs9fbdpg0IS7XkkrP5Y3xA/Hlwb88FJm6m3vZwaLSck+ZQ99VOhwAnhvmd4J4XZb1V+0r6TUx6aEqo7BO70lcf3Xs7VEp/D0mRVymz4zyk+fu5VGwJ5pYQdoRt9n2szlU1PKUfPEw4WeEBLrfPm/HCf//3D5de4fPiWBdvgUoPg/lHg6yDw0j0g+6O0LuNQ7nkptP8dizsXFt/s0co9mxPiMWdOeCTPoBYEgzN4+N9oN7SxDYy/WmYfkHATuhZZJLMDsG/7ExwU9yPENcundvSS9enxgw0/zKj0GZvJVO8Reu8diWOci7lxAsdFEd3WCZEdj7vgPAS8L89kit1f56nlk342OHXn/lvN4zTPLuxPuK24Odwr0o3mNSlPaq1B4eUS73Dh6l7hPXO9W/tTwlXzxM+JlAPQBIvfI/dXkpiu31Hw4y7BD8C/cah3PIzadJ7DfIxnN+WvKF+9I4U64pr3s+7lwyk3uKiCri0lXQPW3AWKmwcv5TispjylRGnC9j8D8xxhgW1SMb/M+83uKb5qPbEQ6saR3sPcJ25oy3nvkDxe/EnNf28/BHNsDXPhL8A7wwzO8E/lrt1klP0Xrsf06i1mFvTd+beN2P1/J4TyntMZa4TMucawdq53f1SLXf1N3fM6Xu/t6ZakstT86XCBN+FlBB8Yt/CyA/c3IBuvm5jtdgeetf/R+fdwr+LfeeqzEz55PCxayV+T1njMbXyPHwR6BCvVy6+2ArJ59t4XFF7FOONMAWHgfgcu35PDZwEqD7wb+Z3PYJLhfE+vXQ15j83meVb8b1JkmRTY/KFWqd4gfyJikgWWYh+E89UcadbvH7AwBeEuZ3gtS6KmTWxKqHtXV8a+J1v7QPzK1baq+ScmbuEdU8e3oU73G23mpvN23SfT7dH2t5anu4wYSfJWa89X5y4uBe/ifd8Xhm+/cO/u88V30WzKdwXFbivNoYrbV5RizozoU31ceDdOFh2iAX0EsFbPowWeOf3nhvzdWxF5Cra73GKWO8/GLG8IdRKl3uN023DU5dnzPUN1LXY7zWlmcXkfHceG8f9fQVPXjE/sWdEtxf1XFom81vylLlujL8fhk9Vw9c0UIIAC8F89uQW6t9MpvgJJ8QrrHToHIPSvtKUB9vT8nvMWZfyJQZ+5XbwwzJ9Ht5FMYWg6JAyaa7/TnaC5N5Zu7hBhN+hsR/y83r/7+/EuB7nnnBuvIiNiD4NiT6m5Hcz4Zy6VNMngmPmKsxufmUjyfH8Smk5nd27iZivXgN8Mmsez7uXCmTnliFp5AU8TVS2Z4DU/8bj2dED5pwcAHAy8H8bifrodq3CpvqgTi6Ryb8TCAB7utH/V0g/aC7Y0qv43BNvPwAXN2KlVzTGAn2wyfuvgPTGU9KXcOmBXAImOPt4GGdo3tkwk94JNIPujuehyd5kezqd/SJDgDwDLBWt4OHdY7ukQk/4ZFIP+jugI1xvmIwAED/sFa3g4d1ju6RCT/hkUg/6O6AjXG+WpMRQgghhBBCryuF+wAAAN3CWt0OHtY5ukfm3TM8EukH3R2wMc5XDAYA6B/W6nbwsM7RPTLhJzwS6QfdHbAxzlcMBgDoH9bqdvCwztE9MuEnPBLpB90dsDHOVwwGAOgf1up28LDO0T0y4Sc8EukH3R2wMc5XDAYA6B/W6nbwsM7RPTLhJzwS6QfdHbAxzlcMBgDoH9bqdvCwztE9MuEnPBLpB90dsDHOVwwGAOgf1up28LDO0T0y4Sc8EukH3R2wMc7Xuxn88f5+u5z6++ePP66X2/nt/WUHmrTvdL4ykQCeG+ZwO0UPPy7n2+mF94KZHN0jE35m+PN5+/H1zxzAXkg/6O5Iw1xdjfPMfdDBuTq+fTtdbu/v2wbpNgj9eL/ezsM9bMc9+qHget7/3u9vJ+2rk76n9cKlR77r8+fbdUhT/q3oF+2vLsMkAcDzwfydQbDWTl96JD0M9r70dbtwPdt7jntQbU9Q1xT2gTVlRiTT9/Io1Z5cH6baFjPmyV0bpicw4WfMv9vXD6+Mzz8m/TX48zm06cfX0MqYP7fPob3+A4/KW/Lh39fthz2/9FqDyTPhUXP1hXB+uQ8y4VxAPjxVnS/ZxWEVUr6UqRaiIdg/2aC2IfhvDWz94Nok7Y4fxNfu759fG/wL1ntzCADPB/O3guxbNpC0QUK07qXXWbnuzkGErOf2G+ew3uk9wbXnLb8PLC0zQzLP1h7l2pPrw1zb5Nii9khTR32tecmWSZfjBCb8jPjz+XIBv0Y/1Hx+DQH7JPiXcz9uX1/etx0S2DsfzPnpE8OIehD4HB4hzOeZ10o/6O4I2XocHhDnnfugTI0WCD1phgcBnW+clJJu00SmM+Tp2i620wlnglhZiIZyruZhI56Mqad+VZY32e3bev9p3j64ZK+37fAGzrTcsbyxTWPd/DYtuY+PH4gvD/7locnc0/aFymPSMm9EpG/5igzgqWH+VohfcshxtO4lPVRr6/zgeHP8faW6J6h9YBr4xiwpMyJ/3x08itszow+DtvkE+6V8DvbIabq5LMaEnxF+EPuKSPui4P/f1w8d9Ac/dZJvAqwPw+fktwUeQbnzr5V+0N0Rstc4PBDOt8BA/QAwpNlJExntB/eWILD3nsryDwJ28smElGA1/YQu2MBbpXsT1qV795b04vWJARPUS+oe3MO8cUi0ael9LP4iNB6rPtDyyhSCRSsq269fLbD32wAATwnzt0K8PyXWxqyHen2V83otN8l3Idgra3uC1LMcvCqWlBmRPbeHR3F7ZvThJI9Pro4L6m7CzwTqAUDKqLztfkbi4F+O7Vv6+P9zmOHD+POe6IFppof62jR7jMMD4fxKGmeftuOJ6dJV0K2uNTIBqgtWx6DVXhcsRKZMHZRexuBfjl2ZWnLddIEw+ePgf+b1FpVuFsL4DcPY1mmblt7HEt/Dx3rqL2rjvadl+2XJ5+GP7KKufSb4B3himL8VZB3018/Eelv1UK2z3t61N4v3hMoeIywtMyJbrmVLj1L7WqkPi22Tfc6U5bczl24uizHhZwEVwL7YtwBR8C9v/cULX/ZbgPH/DTA/GSoaIW/7TaC/4FpzzyL3nquPQB50hz8GbdZOV4b7YANq+WwnWDwx7RO3TCY7AfVkGiumJu95DDbj80HwbyaifYLLBal+PfQ1fvA/1nvO9SZJEZQbXeu/XVCfhza5Ni+8j+AH8iYpIG6LUAr+U28/cguj318A8JQwfyuodTnYJyZrZNXD2jq9JbKGl9bl5J5Q2GOENWVGZK+1bOlR3J5SH9baFu9/Nn8u3RzGmPCzhP/zlRchCv4DvDf/7qdABnnDH3wrMGH8bf+Sa6UfdHfkuedcfSGcV+6DmoT6eJAXcLq0QS6gF9Nt+jCx4p/eeF/HqGMvUFbXxpPdyy8Tc/jDKJUu95um28mcuj5eYCzx4Amu9esc1VFYch9BFqD4gSH2N16Q/Prpsoe22/ymLFWuK8Pvt7Fdkid+UACAp4L5OwN/XU4EeEkPwzV0+lJlD/SeMt4z2EO8dNsGGwjb9DC/WfcXlpkheW5rj3LtkXOpPiy3zbQ/iEsGuYeIdPrwOYUJP0PiN+Hlt93PhH4DP7Yt8XOcyW/+vfz2gcH/NkTe8Ht5qtcmMHkmPGKuvhjOr6JxamKVJ8qE+JreA0//G49XRC+y44MAADwlzN92sh6qfSt6OXNQju6RCT8TSID7OlF/10g/6O6YwlxtwvlWNHBN8C/Bfvi2ou/AU94oVN6EPDVMFICXgDncDh7WObpHJvyERyL9oLsDNsb5isEAAP3DWt0OHtY5ukcm/IRHIv2guwM2xvmKwQAA/cNa3Q4e1jm6Ryb8hEci/aC7AzbG+WpNRgghhBBCCL2uFLf//vsPIYRQx2Ktbhce1nV0jxgjfYh+2Efi6yBFMgNCCKF+xFrdLjys6+geMUb6EP2wj8TXQYpkBoQQQv2ItbpdeFjX0T1ijPQh+mEfia+DFMkMCCGE+hFrdbvwsK6je8QY6UP0wz4SXwcpkhkQQgj1I9bqduFhXUf3iDHSh+iHfSS+DlIkMyCEEOpHrNXtwsO6ju4RY6QP0Q/7SHwdpEhmQAgh1I9Yq9uFh3Ud3SPGSB+iH/aR+DpIkcyAEEKoH7FWtwsP6zq6R4yRPkQ/7CPxdZAiPPn31+27Pjno5+23fw4hhNBDNFmr0WLhYV1H94gx0ofoh30kvg5SeCd+337KiZ+/9bE8CNjPE+m8P3+nziGEENpS4VqN1ggP6zq6R4yRPkQ/7CPxdZDCJf799X1InL7t1+n+twF/b7++2+NB2QcEhBBCW8hfq9E64WFdR/eIMdKH6Id9JL4OUrjEXPA/yn/bz5t/hBC6l/y1Gq0THtZ1dI8YI32IfthH4usghUvMBv+/f9oLlL7/+jukE/wjhNC95K/VaJ3wsK6je8QY6UP0wz4SXwcpxhPmf/bVwb05/vn79vvnkFn9tEcH/AT/CCF0XwVrNVolPKzr6B4xRvoQ/bCPxNdBivBk8JbffAvg0r7fvn8fHw7UQ4Gk85t/hBDaVZO1Gi0WHtZ1dI8YI32IfthH4usgRTIDQgihfsRa3S48rOvoHjFG+hD9sI/E10GKZAaEEEL9iLW6XXhY19E9Yoz0IfphH4mvgxTJDAghhPoRa3W78LCuo3vEGOlD9MM+El8HKZIZEEII9SPW6nbhYV1H94gx0ofoh30kvg5S2AOEEEIIIYTQ60rhPgAAQLewVreDh3WO7tENHo/0g+4O2BjnKwYDAPQPa3U7eFjn6B6Z8BMeifSD7g7YGOcrBgMA9A9rdTt4WOfoHpnwEx6J9IPuDtgY5ysGAwD0D2t1O3hY5+gemfATHon0g+4O2BjnKwYDAPQPa3U7eFjn6B6Z8BMeifSD7g7YGOcrBgMA9A9rdTt4WOfoHpnwEx6J9IPuDtgY5ysGAwD0D2t1O3hY5+gemfATHon0g+4O2BjnKwYDAPQPa3U7RQ8/Lufb6e396D4f3SMTfmb483n78fXPHMBeSD/o7kjDXF2N88x9+Hh/v11O6vj27XS5vb9/YCwAQB+wHs/g/e2k9zDR+Rp7lvQw2PvS192V6zlfl4/36+08pJcCH3W9t4d/XC+3ky2vcu1A8ty9PYrbaY+Hj1qJGCXoe6XT7XLVeUZPx7QMJvyM+Xf7+uGV/fnHpL8o/75uP2xbB/kPPH8+5/rw5/YZXSuo6398DY7mMeVP6G2uPiHOL/dBJo6baMNT1flC8A8A0AmsxxVk37JBoQ0Son0s6aG6rpMgQgXqpi66DWOw6o7f0m89XZvfhjIyL/D0g8D5ds2/3Eum39OjVDt18F+sd4Bqpx0Lw+ezF9tUXm6a8DPiz+frB/w51IPA5xDKm8/OB3kg+nFLfxFizn3535ToB6jPr6GMtcF/R3P1SXHeuQ/K1Ghy6YVoeBDQ+caFVS0gJk1kOkOeru1iq6+lkwAANoC1tIK8wPKDff+FliHpod7P5geWe+IHueqzF6ja9shenQr+Lao9peC/EvyaPwPu6VGqnUuD/3gsWGbEJSb8jPAD4KMhbXfBurzNtz4MnzNB/L+vHzroT/1MKigvjfSD7o6Qnubqk+J8CwzUDwBDWhDkj0b7wb1FP6Wbxcp7KkvlBQCAVbCWVoj3nESQnPVQ73VyvvqzkN1J1cUPWtcE/+PPXqqBU7ncnT3KtXPys59CAF96UJgRl5jwM4F6AJD75952vxbjz3uih56aD3LefjuwcfAv3GMcvjDOr6Rx7sk7WkRcuvl6cUgyMsG/m3TLntIBAKAIa2mF+G2v3a/MoVD1UAcWj9u71As0+/LN/oxnaJO0ZTgdKPcAEO/bPnqPLgZNuXTHnh7Naafvi0kKSPS7IpceYcLPAir4PdK3APK23wT68vMnF7ibn/FERshbf/HRV/AA0Bj8Wx49V+/Bgof2ubgy3IfreVwQ7CSJFxH71Bw+kY9v/uVYrj2f+V0WAMCGsJ5WyAXO5rRQ9XDpz0u2Jg5QZc+NA9Y1b/4t2pfG4P9OHuXaWWpDrm4pHzOY8LOE/9OXIzD+tt/9nMcg3w5M3uz77PDm3/LoufqkOK/cB/0UpY4HaUPDtEH26zhluk0fFisv+NfX8HUMAMCGsJ7OYHxTlgz2kh5KwD384ZR7o3wPwr11UCKID16+qf3W7NfmgWdINtL7sHoo8sqsBMHJc4/waNrOaRv89suxqmf04jFuf+XnIib8DInfZr/8//srb/i99o4BvP4bfNw5G8Tnvg0Jgn/9TcFYbv7nUybPhJ7m6pPi/CoapyZW5g1CjjXXAABAEdbTdrIeqn2Lb6uFo3tkws8EEuAe9W/8uTPSD7o7pjBXm3C+FQ1cE8jHX1sCAEAzrKnt4GGdo3tkwk94JNIPujtgY5yvGAwA0D+s1e3gYZ2je2TCT3gk0g+6O2BjnK8YDADQP6zV7eBhnaN7ZMJPeCTSD7o7YGOcr9ZkhBBCCCGE0OtK4T4AAEC3sFa3g4d1ju6RefcMj0T6QXcHbIzzFYMBAPqHtbodPKxzdI9M+AmPRPpBdwdsjPMVgwEA+oe1uh08rHN0j0z4CY9E+kF3B2yM8xWDAQD6h7W6HTysc3SPTPgJj0T6QXcHbIzzFYMBAPqHtbodPKxzdI9M+AmPRPpBdwdsjPMVgwEA+oe1uh08rHN0j0z4CY9E+kF3B2yM8xWDAQD6h7W6HTysc3SPTPgJj0T6QXcHbIzzFYMBAPqHtbqdoocfl/Pt9PZ+dJ+P7pEJPzP8+bz9+PpnDmAvpB90d6Rhrq7GeeY+fLxfb+fh2Br68f5+u5xOt8v1A4MBAB4L6/AM3t9O4pPW+Rp7lvRQ73XmmvR1d8Puw8NHrdPl9v7+cculD58dQduVwv37ek5fF5E8d0+PVD1z9S/cv+RR7VoPE37G/Lt9/fDK+Pxj0l+XP5+2vT9u9nnn39eP0YPoXIy6/sfX4Jzh39fth3dt6SHK5JnQ01x9Upxf7oOaOEOwf/p2vl3VYrM++NfX6nJMEgAArIe1tIK8DRyDZR0knC/BHpT0UF3XSRChA9jp3plLz/FxvdxOsRdvY5rJluKhHkm9z/YFpN+f0h5z/1xskvVuxrUeJvyM+PN5iIDfMQTqnzY4l7b7QbxFgvlUunlQ+vzKnR9QDwKft5yj0g+6O0J6mqtPivPOfdDB/+V2fRseAIbJF0+S1BsVf4GR4+tZ5/efsu03Cdnrz2f9tE6HAgDkYH2sIHuMH+zLcfTTgKSHah9aEFjvyVbBf+yFEO/XGZLnHuGRjg9s0D6238YqcTvmeJe71sOEnxGVYPWlkbYnHnzkW4Di81D24WCgdG5A+kF3R0hPc/VJcb65D+OkkIkiQfwY/PuTULBBfryYuHT14DB2UPF6OhIAoAZrZAV56eQHvPKWcE7wL+i9SM7rvckk3x0dqKp6agXB7zQ9hR/smiRFvF9nyJd7Z48m/Vm5f8mjBXU34WcC9QAgZeR/6vKKyM93pkH+n9tn7WEoEeCPPyUqX6vzpOllrj4pzi/3YQz+h6BcfbVyGYN/OdZ5nWRSxotJNvifeT0AACRhjayw9s2/jw4s+nghpffRMAAWcumWRLsVM/fbarvv4VHcBhVD2Pik0n7Bz7PwWhN+FlAPAcf4FkDe7qd+m59LDyi+3ZeHh/xDlPSD7o48Pc3VvRh/RbNZO10Z7kMQ/JsJYp+s9MPA9E2Dv5joa/zgf3wqm3O9SQIAgCmskRVmBHlVD3NvzR9BvI9aculCqf6bBf87eyQBT/zwEj8MpPL4+B4tvNaEnyVmvPV+AeQtfTrAn9n+YvAv/19AY/Df0Vx9IpxX7oMf/KtjWUi9r1XGJxBRKn2YYN6CZNPtJEtdT/APADAL1sgZ+PtMIsBLeijB4fCHU+mN8t7ot5nTNpTTxwBItSV60WYfhIaPRuM+nSCZfi+PdNwx3sfFCirQ89LtQ57X/qxHmWvlXAITfobEf8vNy/+/v/I/+XrtnfyNP7EBwbch0d+MZK+Nylzzt/30NFefFOcXxgEA9A9rdTtZD1XgWPgd/YE4ukcm/EwgAe7LR/19IP2gu2MKc7UJ5xsGAgD0D2t1O3hY5+gemfATHon0g+4O2BjnKwYDAPQPa3U7eFjn6B6Z8BMeifSD7g7YGOcrBgMA9A9rdTt4WOfoHpnwEx6J9IPuDtgY56s1GSGEEEIIIfS6Utz+++8/hBBCHYu1ul14WNfRPWKM9CHph2//myqVF82X8tWQzIAQQqgfsVa3Cw/rOrpHjJE+JP1A4L+9lK+GZAaEEEL9iLW6XXhY19E9Yoz0IekHAv/tpXw1JDMghBDqR6zV7cLDuo7uEWOkD0k/EPhvL+WrIZkBIYRQP2Ktbhce1nV0jxgjfUj6gcB/eylfDckMCCGE+hFrdbvwsK6je8QY6UP0wz4SXwcpkhkQQgj1I9bqduFhXUf3iDHSh+iHfSS+DlIkMyCEEOpHrNXtwsO6ju4RY6QPVfvh98/bt++/bn9T51BW4usghU78++v2XSd6+n779Xd68WypMhvLQAghpNbkVDqaLzys6+geMUb6UL4f/t5+fffj1J+338l8++r3z7EO33/9Teb577/ft5+JOpau/fvruz7383eQrjSJ03W57hpPuTqZ84rw5OyAXTfq5+/UOSOCf4QQ2kSTtRotFh7WdXSPGCN9KNsP8sb/QQG/01AHG/vqwDtVH4mRf95+xeeL18o132/f5eEmG/xX2q78ycfd4usgRXgyEbD7Tyn6a5boyWuoZPjkYSpH8I8QQptI1tZUOpovPKzr6B4xRvpQth9UcFt6235fqfi48POj/MPB9FqV9+cvHV+vDP5VmalrjcS7QYrwZBSwhxXXb/u16bk3/146wT9CCG2iyVqNFgsP6zq6R4yRPlTqh+Bl80N+9++/AC/HuNPgP3etfuv/6685P+dnP3HbzfnSL3LMtYrwZBSwh08mulLJ4N88jVmpPAT/CCG0iSZrNVosPKzr6B4xRvrQrH7o4FsA+yCSC7inwX98Tl+rPquAvxD8+0oE+rVvIURyv0GK8GQUsIcV9wP+MPgfv2rQ6QT/CCG0nSZrNVosPKzr6B4xRvpQrh8kJnUBbyIAvrvMA4iqQ6I+peDfv1bF0MNnXyqOVnkScbR/Xzme6YUpWxGenATs/lcUg7ynEVdZSTMVkUrK/6xA8I8QQttpslajxcLDuo7uEWOkD+X7Qb9glvNKtTfkO8i+sbdy3zwEMW9Uz0ESmGevdYre/HvBf+laHY9nHjI8mWsVyQwIIYT6EWt1u/CwrqN7xBjpQ8V+UEF2PdC9tyQAnwbzfUl8HaRIZkAIIdSPWKvbhYd1Hd0jxkgfoh/2kfg6SJHMgBBCqB+xVrcLD+s6ukeMkT5EP+wj8XWQIpkBIYRQP2Ktbhce1nV0jxgjfYh+2Efi6yCFPUAIIYQQQgi9rgAAAAAA4Bh8+/Z/ZBk6P2LlznwAAAAASUVORK5CYII=)
Issue - Licensing
Impact to community seniors renewing licenses
Licensing discount rates for Seniors are proposed to be removed as part of the study and leveled as part of the licensing fee structure for dogs. The increase could potentially decrease the number of adoptions and adversely affect a population who would benefit from having an animal.
• Proposed increase of 45% for individuals 62 or older to license altered dog would potentially have an adverse economic impact on individuals and may deter individuals seeking a license for altered dogs.
Recommendation: Provide subsidy to reduce NBS FY 19-20 Recommended Cost of Service per Activity rates for licensing for Seniors; apply CODBI factor, increasing the rates by 13.69% from FY 19-20 to arrive at FY 22-23 rates. Total amount of subsidy - $63,074.76.
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)
Issue - Kennel/Pet Shop License
Impact to small business owners with large rate increases
Kennel and pet shops are required to have inspections and then are permitted to operate their businesses. For these small business owners, they must be inspected and provide licenses for the animals on the facility.
• For a kennel operator, rates will increase 56% to 78% for dogs; rates for a kennel operator for cats will increase 78% to 89%.
Recommendation: Provide subsidy to reduce NBS FY 19-20 Recommended Cost of Service per Activity rates for Kennel/Pet Shop Licenses; apply CODBI factor, increasing the rates by 13.69% from FY 19-20 to arrive at FY 22-23 rates. Total amount of subsidy - $6,283.76.
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)
Issue - Impound Fees
Impact to community with large rate increases; impact to Animal Care and Control operations
Increases to impound fees will impact the reunification of impounded animals with their owners given these new rates may be cost prohibitive and creating a hardship for owners to reclaim their animals.
• Proposed increase of impound rates of 23% to 63% for dogs and 75% to 79% for cats would make it cost prohibitive for owners, potentially having an increase in owner surrender.
• For small livestock under 300 lbs., the rate increases significantly to owners by 75%. For large livestock over 300 lbs., the rate increases to owners by 83%. Staff agree we should increase the rate but recommend a gradual step increase over a 5-year period of time to full cost recovery as to not impact owners at once.
Recommendation: Provide subsidy to reduce NBS FY 19-20 Recommended Cost of Service per Activity rates for Impound Fees; apply CODBI factor, increasing the rates by 13.69% from FY 19-20 to arrive at FY 22-23 rates. Total amount of subsidy - $65,306.27.
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)
Total subsidy for FY 22-23 for these categories is $233,830.
Fee Additions/New Fees:
The following new fees are veterinarian services being provided but were not specifically identified by cost or service type in the previous cost structure. Services vary in complexity and time and these new fees reflect full-cost recovery.
1. Additional Vet Care Services: Medication Fee - $61.00 per unit
2. Additional Vet Care Services: Exam - $74.00 per event
3. Additional Vet Care Services: Outside Lab Work Minor - $49.00 per unit
4. Additional Vet Care Services: Outside Lab Work Comprehensive - $49.00 per unit
5. Additional Vet Care Services: In House Lab Work - $37.00 per unit
6. Additional Vet Care Services: Sedation - $98.00 per event
7. Additional Vet Care Services: General Anesthesia - $111.00 per event
8. Additional Vet Care Services: Surgery Level 1 - $74.00 per event
9. Additional Vet Care Services: Surgery Level 2 - $147.00 per event
10. Additional Vet Care Services: Surgery Level 3 - $221.00 per event
11. Additional Vet Care Services: Veterinary Treatment Level 1 - $74.00 per event
12. Additional Vet Care Services: Veterinary Treatment Level 2 - $111.00 per event
13. Additional Vet Care Services: Veterinary Treatment Level 3 - $147.00 per event
14. Other Vet Services Not Listed
15. Kennel Reinspection Fee - $147.00 per event
Fee Deletions:
None
Strategic Plan:
N/A
Prior Board Actions:
On July 13, 2021 the Board conducted a public hearing to consider and adopt a resolution establishing new and amended fees to recover the reasonable cost of providing services associated with the Public Health Laboratory for the Department of Health Services effective August 1, 2021.
On March 24, 2020 the Board adopted a resolution establishing new and amended fees to recover the reasonable cost of providing services including fees associated with Environmental Health and Safety, Public Health Laboratory, and Tobacco Retailer Licensing for the Department of Health Services effective July 1, 2020.
On May 14, 2019 the Board adopted a resolution establishing new and amended fees to recover the reasonable cost of providing services including fees associated with Environmental Health and Safety, Public Health Laboratory, and Sonoma County Animal Services for the Department of Health Services effective July 1, 2019.
Fiscal Summary
Expenditures |
FY 21-22 Adopted |
FY 22-23 Projected |
FY 23-24 Projected |
Budgeted Expenses |
|
$158,478 |
|
Additional Appropriation Requested |
|
|
|
Total Expenditures |
|
|
|
Funding Sources |
|
|
|
General Fund/WA GF |
|
$233,830 |
|
State/Federal |
|
|
|
Fees/Other |
|
($75,351) |
|
Use of Fund Balance |
|
|
|
Contingencies |
|
|
|
Total Sources |
|
|
|
Narrative Explanation of Fiscal Impacts:
Fee increases and any General Fund adjustments will be effective FY 2022-2023 on July 1, 2022. The baseline net effect of fee changes is estimated to be approximately $158,478 without projected department workload increases. This amount includes a reduction of $75,351 in revenue received from fees and $233,830 from the General Fund and will be included in Sonoma County Animal Services’ FY 2022-2023 recommended budget.
Staffing Impacts: |
|
|
|
Position Title (Payroll Classification) |
Monthly Salary Range (A-I Step) |
Additions (Number) |
Deletions (Number) |
|
|
|
|
Narrative Explanation of Staffing Impacts (If Required):
N/A
Attachments:
Attachment 1 - Resolution Introducing the Proposed Ordinance and Waiving the Reading of the Ordinance
Attachment 2 - Proposed Ordinance with Proposed New Fees and Fee Adjustments as Exhibit A
Attachment 3 - Public Health Laboratory Fee Chart
Attachment 4 - Sonoma County Animal Services Fee Chart without Fee Subsidy
Attachment 5 - Sonoma County Animal Services Fee Chart with Proposed Fee Subsidy
Related Items “On File” with the Clerk of the Board:
None