Meeting_Body
REVISED
PLANNING AND PROGRAMMING COMMITTEE
NOVEMBER 14, 2018
Subject
SUBJECT: ACTIVE TRANSPORTATION PROGRAM CYCLE 4 REGIONAL PROGRAM SCORING
Action
ACTION: APPROVE RECOMMENDATIONS
Heading
RECOMMENDATION
Title
APPROVE the assignment of up to ten points as presented in Attachment A to candidate projects for the Active Transportation Program (ATP) Cycle 4 Southern California Association of Governments’ (SCAG) Regional ATP competition.
Issue
ISSUE
The ATP Cycle 4 includes regional competitions in large Metropolitan Planning Organization (MPO) areas - in Metro’s case, the SCAG region. The ATP enabling statute, Senate Bill 99 (SB 99), requires SCAG to select projects in consultation with its member counties, which SCAG accomplishes by asking Metro and the other counties to assign points to be added to the State’s score for each ATP project application (as approved in the 2019 Active Transportation Guidelines by the California Transportation Commission [CTC] in May 2018, http://www.catc.ca.gov/programs/atp//2019/docs/051618_2019_ATP_Guidelines_Final_Adopted.pdf). The point assignment is an opportunity for Metro to influence the funding for up to $47 million available for bicycle and pedestrian projects that will advance several important Metro Board initiatives. The methodology of assigning these additional points is designed to reflect the contribution of each project to advancing local and regional plans, policies, and priorities adopted by the Metro Board based on the assignment method described in Attachment B.
Discussion
DISCUSSION
The ATP Cycle 4 will distribute $446 million over four years (fiscal years 2019-20 through 2022-23), as shown in Table 1 (Funding available is based on the 2019 ATP Fund Estimate adopted by the CTC in May 2018, http://www.dot.ca.gov/hq/transprog/ctcbooks/2018/0518/024_4.6.pdf ). All Los Angeles County candidate projects were submitted to the Statewide Competition administered by the CTC, which allocates 50% of the funding available. The remaining 10% is directed to rural areas across the state.
All Los Angeles County candidate projects not awarded funding through the Statewide Competition will then be considered in the Large MPO competition, which allocates 40% of the funding available.
Table 1
ATP Cycle 4 - Program Components
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)
In the Large MPO competition, SCAG will receive (by formula) 53% of the funding available for all Large MPOs (Table 2).
Table 2
ATP Cycle 4 - Large MPO Component
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)
Within the SCAG Regional Program (Table 3), 5% of the funding is set aside for Planning and Capacity Building grants. The remaining 95% of the funding is dedicated to Implementation Projects and flows to each of the six SCAG counties by formula - with Los Angeles County’s 54% share resulting in approximately $47 million.
Table 3
ATP Cycle 4 - SCAG Regional Program
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)
The ATP enabling statute, SB 99, requires SCAG to select projects in consultation with its member counties. To accomplish this requirement, SCAG starts with the scores developed by the CTC’s multidisciplinary evaluation panel and then asks its member counties to assign additional points to the CTC score to reflect the consistency of each project with local and regional plans. The resulting prioritization of projects for the LA County share totaling $47.5 million is the subject of this action.
In keeping with plans and policies adopted by the Metro Board, staff proposes the following method to assign these additional points to Los Angeles County projects through three criteria:
• Bonus for First/Last Mile Strategic Plan - 5 bonus points assigned support the implementation of the First/Last Mile Strategic Plan and First/Last Mile Board Action 14.1 of May 2016.
• Disadvantaged Communities - 3 points assigned help ensure Metro’s scoring supports the goals of the Metro Equity Platform.
• Consistency with Local and Regional Plans - 2 points assigned recognize board priorities, such as First/Last Mile, leveraging Measure M projects, board-adopted projects, and implementation of the Active Transportation Strategic Plan.
The proposed point assignment is listed in Attachment A. The point assignment method is described in further detail in Attachment B.
Consistency with Metro’s Equity Platform Framework
The inclusion of the disadvantaged communities criterion in the proposed point assignment method advances the following pillar of the Metro Equity Platform Framework:
• Pillar 3: Focus and Deliver
Assigning additional points to projects that benefit disadvantaged communities is a direct action Metro can take to advance more equitable transportation outcomes. Metro is directly responsible for the point assignment and project ranking process that results in active transportation investment for Los Angeles County. Concentrating points for projects that benefit disadvantaged communities, together with points for implementation of other key local and regional mobility goals, ensures that investment is made in high quality projects for underserved communities.
Determination_Of_Safety_Impact
DETERMINATION OF SAFETY IMPACT
Approval of this item has the potential to improve the safety of Metro customers, as a large majority of Metro’s transit patrons link to or depart from transit stations and stops via cycling and walking. Assigning additional points to first/last mile projects prioritized in the Metro Board-adopted First/Last Mile Strategic Plan will direct funding to projects designed to improve the safety and convenience of active transportation users connecting with the regional transit system.
Financial_Impact
FINANCIAL IMPACT
Approval of the staff recommendations will result in a positive impact on the funding outcomes for First/Last Mile projects and other Board priorities and initiatives, such as Vision 2028 and the Twenty-eight by ’28 Initiative. Approximately $47 million in ATP Cycle 4 funds are available for Los Angeles County projects between FY 2019-20 and 2022-23 from the SCAG Regional ATP Competition.
Impact to Budget
The approval of this item would have no impact to the FY 2018-19 Budget.
Implementation_of_Strategic_Plan_Goals
IMPLEMENTATION OF STRATEGIC PLAN GOALS
By directing ATP resources towards projects that advance Metro plans and policies, the staff recommendation will assist in implementing the following goals of the Metro Vision 2028 Strategic Plan:
• Goal #1: Provide high-quality mobility options that enable people to spend less time traveling.
• Goal #3: Enhance communities and lives through mobility and access to opportunity.
The current competitive ATP grant program administered by the CTC provides Metro with an opportunity to acquire a significant share of revenues available for Los Angeles County projects. Under the ATP Metro’s share of revenues received has closely tracked Los Angeles County’s share of California’s population, as Metro has been successful in securing awards from the Statewide Competition portion of the ATP to complement the funds received by formula through the SCAG Regional Program.
Alternatives_Considered
ALTERNATIVES CONSIDERED
The Board could elect to assign up to twenty additional points rather than ten, as the SCAG Guidelines adopted by the CTC on August 15, 2018 include a new provision for the assignment of up to twenty points. Staff does not recommend this alternative, as assigning 20 points would not change the proportion of points given for various Metro policies and plans, therefore providing no distinction in priority rankings.
Next_Steps
NEXT STEPS
Upon Board approval, the following milestone steps will be taken by Metro staff as well as SCAG and the CTC:
December 2018 - Staff will transmit the point assignments to SCAG
January 2019 - Staff will obtain state scores, combine them with Metro scores, and use new scores to identify top-scoring projects, with funding requests approximating the $47 million available for Los Angeles County projects; staff will work with project sponsors to identify projects for any remaining funds and submits resulting program to SCAG for approval
April 2019 - SCAG Regional Council will adopt SCAG Regional ATP
June 2019 - CTC will adopt SCAG Regional ATP
Attachments
ATTACHMENTS
Attachment A - Proposed Los Angeles County Point Assignment
Attachment B - Proposed Point Assignment Method
Prepared_by
Prepared by: Shelly Quan, Senior Transportation Planner, Countywide Planning & Development, (213) 922-3075
Patricia Chen, Senior Director, Countywide Planning & Development, (213) 922-3041
Michael Cano, DEO, Countywide Planning & Development, (213) 418-3010
Wil Ridder, EO, Countywide Planning & Development, (213) 922-2887
Laurie Lombardi, SEO, Countywide Planning & Development, (213) 418-3251
Reviewed_By
Reviewed by: Therese W. McMillan, Chief Planning Officer, (213) 922-7077
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)