Special Notice / Hearing: Complied with 10 Day Notice
and Publication;
Special Hearing Required
Vote Required: Majority
To: Honorable Board of Supervisors, Acting as the Governing Board of the Fair Oaks Sewer Maintenance District
From: Ann M. Stillman, Director of Public Works
Subject: Annexation of Property to the Fair Oaks Sewer Maintenance District - Lands of Daniel Druker Revocable Trust
RECOMMENDATION:
title
Acting as the Governing Board of the Fair Oaks Sewer Maintenance District, conduct a public hearing regarding annexation of property to the Fair Oaks Sewer Maintenance District - Lands of Daniel Druker Revocable Trust:
A) Open public hearing
B) Close public hearing
C) Adopt a resolution:
1. Ordering the annexation of the Lands of Daniel Druker Revocable Trust (540 Moore Road, Woodside, APN 073-132-090) to the Fair Oaks Sewer Maintenance District; and
2. Directing the Director of Public Works to transmit a copy of the resolution ordering annexation and file maps of said annexation with the appropriate agencies.
body
BACKGROUND:
The Fair Oaks Sewer Maintenance District (District) entered into an agreement with the Town of Woodside (Town) dated April 2, 1968 for the provision of sewage transmission and disposal through District facilities of wastewater collected by the District for properties within the corporate limits of the Town and the Town’s Redwood Creek Main Trunk Sewer and Glens Collection System Assessment District (Assessment District).
Daniel Druker Revocable Trust is the current owner of the property within the Town at 540 Moore Road, which is also identified as Assessor’s Parcel Number 073-132-090. The owner has requested that the property be annexed to the District in order to receive sewer service. A hearing to consider an annexation to the District is required pursuant to Section 5820 et. seq. of the Streets and Highways Code.
This Board adopted Resolution No. 080030 on November 14, 2023, which set 9:00 A.M. on Tuesday, December 5, 2023 at the regularly scheduled Board meeting, as the time and place for a hearing to consider the annexation of the Lands of Daniel Druker Revocable Trust to the District.
DISCUSSION:
The District is able to provide sewer service to the property as it is one of the properties within the Assessment District that was allocated a portion of the District’s sewage treatment capacity. The District prepared a geographic description and plat map for the property being considered for annexation, which are attached to the Resolution as Exhibit “A” and “B”, respectively. The hearing to consider the proposed annexation has been properly noticed. Therefore, we are recommending that the annexation be approved.
County Attorney has reviewed and approved the resolution as to form and the Town has consented to the annexation by adopting their Resolution No. 2023-7626.
FISCAL IMPACT:
The property owner has paid or will pay all required fees for the parcel as follows:
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If the annexation is approved, the property owner will be subject to the annual sewer service charge levied by the District, which has been set for $1,055 for Fiscal Year 2023-2024. The property owner will construct and pay for the sewer lateral that is necessary to bring sewer service to this property.
There is no impact to the General Fund.
Attachment: Town of Woodside Resolution No. 2023-7626