Special Notice / Hearing: None__
Vote Required: Majority
To: Honorable Board of Supervisors
From: Ann M. Stillman, Director of Public Works
Subject: Santa Cruz Avenue/Alameda de las Pulgas Complete Street Project - West Menlo Park Area [County Project No. RW934; County Project File No. E5043]
RECOMMENDATION:
title
Adopt a resolution:
A) Adopting plans and specifications, including conformance with prevailing wage scale requirements for the Santa Cruz Avenue/Alameda de las Pulgas Complete Street Project - West Menlo Park Area; and
B) Authorizing the Director of Public Works to call for sealed proposals to be received by Thursday May 16, 2024 at 2:30 p.m., in the office of the County Executive Officer/Clerk of the Board of Supervisors; and
C) Authorizing the Director of Public Works to extend the call for bids and bid opening up to sixty (60) calendar days beyond the time and date originally set forth by the Board of Supervisors.
body
BACKGROUND:
On October 20, 2020 this Board adopted Resolution No. 077821, which approved the Santa Cruz Avenue/Alameda de las Pulgas Complete Street Project (Project) and supported an application to the San Mateo Transportation Authority for pedestrian and bicycle program funding for design and permitting of the Project.
On March 28, 2023 this Board adopted Resolution No. 079531, which authorized the Director of Public Works, or designee, to file an application for funding assigned to the
Metropolitan Transportation Commission (MTC) committing any necessary matching funds and stating assurance to complete the Project.
The MTC, administers state and federal funds to support programs that make walking and biking better travel options through their 2023 Regional Active Transportation Program Cycle 6 (ATP Cycle 6).
The MTC Programming and Allocations Committee recommended funding the construction portion of the Project in the ATP Cycle 6. The MTC submitted the list of projects to the California Transportation Commission (CTC) the agency responsible for programming and allocating funds for the construction of highway, passenger rail, transit and active transportation improvements throughout California, for approval on March 15, 2023. This resolution of local support allowed the Department of Public Works (Department) to file an application for the funding assigned to the MTC for the Project.
Subsequently, the Department submitted a request for allocation of construction funds for approval on January 18, 2024 and was approved and allocated ATP Cycle 6 funding in the amount of $5,435,000 for the construction phase for the Project on March 22, 2024.
The Department has completed plans and specification for the Project based on the Board approved alternative, obtained Caltrans’ approval of the bid documents pursuant to the funding requirements, and is ready to call for bids.
DISCUSSION:
In order to receive ATP Cycle 6 funding, the County must solicit and award the construction contract no later than six (6) months from the March 22, 2024 CTC funding approval date.
The ATP Cycle 6 funding will enable construction of the Project, which will improve the road for all users who travel the corridor or cross Alameda de las Pulgas between Avy Avenue and Santa Cruz Avenue, and Santa Cruz Avenue between Alameda de las Pulgas and Sand Hill Road. The Project will include pedestrian and bicycle improvements, drainage improvements, and a pavement preservation treatment.
The Comcast Corporation, AT&T Corporation and West Bay Sanitary District have requested that work involving affected telecommunication and sanitary sewer facilities be performed in conjunction with this Project. The plans and specifications for the work have now been prepared and staff is recommending that the Board authorize calling for bids for the proposed work.
County Attorney has reviewed and approved the resolution as to form.
FISCAL IMPACT:
The estimated construction cost of the Project is $6,984,000. The Project will be financed as follows:
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*Resolution No. 078188, executed by this Board on May 18, 2021 authorized the Director of Public Works to enter into agreements with public agencies or utility companies for work less than $200,000 proposed to be done in conjunction with County road projects.
Funding for this Project will primarily be from the ATP Cycle 6. The Project will initially be financed by the Road Fund as the ATP Cycle 6 funds are received on a reimbursable basis.
There is no impact on the General Fund.