FISCAL YEAR 2018
THE OPERATING BUDGET
OF THE COUNCIL OF THE CITY OF NEW YORK
Submitted pursuant to
Section 243 of the
New York City Charter
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THE COUNCIL
OF
THE CITY OF NEW YORK
CITY HALL
NEW YORK, N.Y. 10007
March 10, 2017
TO: Honorable Melissa Mark-Viverito
Speaker
Honorable Julissa Ferreras-Copeland
Chairperson, Finance Committee
FROM: Marcello Testa
Fiscal Officer
SUBJECT: THE BUDGET OF THE COUNCIL OF THE CITY OF NEW YORK
Preconsidered (M-490) - The Operating Budget of the Council of The City of New York
Preconsidered (M-491) - Schedule Detailing the Lump-Sum OTPS Unit of Appropriation of the Operating Budget of the Council of the City of New York
INITIATION: Pursuant to section 243 of the New York City Charter, the Council is authorized to present, for inclusion in the executive budget without amendment by the Mayor, its operating budget. This document presents a summary description of the structure and presentation of the Council's budget, and sets forth the proposed Council budget for consideration and approval by the Finance Committee and the Council. Also included is a resolution for the approval of a lump-sum OTPS unit of appropriation.
R1
In connection herewith, Council Member Ferreras-Copeland offered the following resolution:
RES. NO. 1422
RESOLUTION APPROVING THE FISCAL YEAR 2018 OPERATING BUDGET OF THE COUNCIL OF THE CITY OF NEW YORK
Resolved: By the Council of the City of New York, pursuant to the provisions of section 243 of the New York City Charter that the following amounts shall be submitted to the Mayor, for inclusion in the executive budget for the operating budget for the Council of the City of New York.
Summary:
Under the City Charter, the City Council is authorized to structure its own budget. This budget must be presented to the Mayor, for inclusion in the Executive Budget, after the Council approves it.
The Council's staff is described through divisions within three units of appropriation: Council Members and their aides, Committee Staffing, and Council Services. These and the standing committees each have a U/A for PS. OTPS is divided into two categories, one for members, one for central staff and one for each standing committee. A separate resolution approving the central staff's lump sum unit of appropriation is attached for Council approval pursuant to Section 100 (c) of the Charter.
Council Member office budgets are funded in U/A 001 object 021 (PS) and U/A 100 objects 400 and 414 (OTPS). Funds allocated for each Member’s budget total $441,000.
Staffs from the Office of the General Counsel, Governmental Affairs, Finance, Land Use, Infrastructure, and Human Services divisions are specifically assigned to each committee, subcommittee, and select committee. These analysts and attorneys in turn are supported by the Administrative Services Division, which functions as the central administration.
Staffs from the following Divisions are assigned to these Committees, Subcommittees and Select Committees:
Policy & Innovations
v Provides additional policy and data analysis for the Council’s Legislative Committees
Finance
v Finance
Land Use
v Land Use
v Landmarks, Public Siting & Maritime Uses (Subcommittee)
v Planning, Dispositions & Concessions (Subcommittee)
v Zoning & Franchises (Subcommittee)
General Counsel
v Rules, Privileges and Elections
v Standards & Ethics
Governmental Affairs
v Civil Rights
v Consumer Affairs
v Contracts
v Courts and Legal Services
v Fire & Criminal Justice Services
v General Welfare
v Governmental Operations
v Immigration
v Juvenile Justice
v Oversight & Investigations
v Public Safety
v State & Federal Legislation
Human Services
v Aging
v Senior Centers (Subcommittee)
v Civil Services and Labor
v Cultural Affairs, Libraries & International Intergroup Relations
v Libraries (Subcommittee)
v Education
v Non-Public Schools (Subcommittee)
v Health
v Higher Education
v Mental Health, Developmental Disability, Alcoholism, Substance Abuse & Disability Services
v Small Business
v Transportation
v Veterans
v Women’s Issues
v Youth Services
Infrastructure
v Economic Development
v Environmental Protection
v Housing & Buildings
v Parks & Recreation
v Public Housing
v Recovery and Resiliency
v Sanitation & Waste Management
v Technology
v Waterfronts
Drafting
v Responsible for drafting of legislation for the Council's Legislative Committees
CITY COUNCIL BUDGET
Function:
The New York City Council is the legislative branch of city government. Council members are elected every four years and each represents a district of approximately 160,000 people.
The Council is an equal partner with the Mayor in the governing of New York City. The Council monitors the operation and performance of city agencies. It has sole responsibility for analyzing and approving the city's budget which sets spending priorities and has decision-making powers over major land use issues. It is the city's lawmaking body.
The allocations of funds made through this Resolution are based on current projections and information available. Final allocations may vary from those anticipated in this Resolution, subject to the discretion of the Speaker.