Title
PRESENTATION OF CITY OF CHULA VISTA PUBLIC SAFETY STAFFING STRATEGIES REPORT INCLUDING REVENUE OPTIONS AND PUBLIC OPINION SURVEY RESULTS
Body
RECOMMENDED ACTION
Recommended Action
Council accept the report and provide direction to staff.
Body
SUMMARY
Staff presented the City of Chula Vista Public Safety Staffing Report at the September 26, 2017 City Council meeting. This was in response to a City Council request at the June 6, 2017 Council Meeting for the City Manager to “report back to the City Council within 120 days with a plan to address the chronic understaffing of the Police and Fire Departments, with such plan considering all options, including: (i) alternative service models that may improve effectiveness and reduce costs; and (ii) potential funding sources.”
At the September 26 meeting, the City Council directed the City Manager to conduct a public opinion survey, inform the community about public safety staffing issues presented, and return to Council with options to address staffing issues, including funding options.
The Public Safety Staffing Report assesses factors affecting public safety, including:
• Community and stakeholder feedback/input on priorities for delivery of public safety services
• Short and long-term staffing level standards for CVPD and CVFD
• Response times for Priority 1 and Priority 2 emergency Calls for CVPD
• Response times with properly equipped and staffed fire and medical units for CVFD
• Consideration of alternate public safety service delivery models
• Accounting for growth - 5-year, 10-year and build-out projection models
• Fiscal forecasts and impacts
The Public Safety Staffing Report provides the foundation for developing the attached Public Safety Staffing Strategies. The Staffing Strategies include:
• Staffing allocations for CVPD and CVFD to provide critical services
• Estimated costs for phasing of staffing
• Assessment of potential funding sources
• Overview of results of a public opinion survey
ENVIRONMENTAL REVIEW
Environmental Notice
Environmental Notice
The activity is not a “Project” as defined under Section 15378 of the California Environmental Quality Act State Guidelines; therefore, pursuant to State Guidelines Section 15060(c)(3) no environmental review is required.
Body
Environmental Determination
The Director of Development Services has reviewed the proposed activity for compliance with the California Environmental Quality Act (CEQA) and has determined that the activity is not a “Project” as defined under Section 15378 of the State CEQA Guidelines because it will not result in a physical change in the environment; therefore, pursuant to Section 15060(c)(3) of the State CEQA Guidelines, the activity is not subject to CEQA. Thus, no environmental review is required.
BOARD/COMMISSION RECOMMENDATION
Not Applicable
DISCUSSION
Public Safety, which includes police and fire services, is a top priority in the City of Chula Vista. As part of the fiscal year 2017-18 adopted budget, the City allocated 65% of discretionary revenues to the Police and Fire Departments combined.
Included in the fiscal year 2017-18 adopted budget was the addition of five police officers and was amended to include 12 firefighters with an ongoing net impact of $3.1 million annually. The firefighter positions are partially offset through a SAFER grant for three years beginning in FY 2017-18.
At the September 26 meeting, the City Council directed the City Manager to conduct a public opinion survey, inform the community about public safety staffing issues presented, and return to Council with options to address staffing issues, including funding options.
Since the September meeting, communications staff has informed the Chula Vista community about public safety staffing issues in a variety of media including: the Community Connection newsletter; press releases, public and media outreach; and social media. Additionally, CVFD and CVPD representatives have attended community meetings and discussed these public safety staffing issues.
Staff from Fire, Police, Administration and Finance Departments collaborated to develop the initial Public Safety Staffing Report and the attached Public Safety Staffing Strategies report to provide information for Council to consider regarding public safety staffing concerns.
Public Safety Advisory Committee
To support this effort and to provide the opportunity for community input, the City Manager formed the Public Safety Advisory Committee (PSAC). The committee includes Chula Vista residents, business owners, and community leaders. The committee has met four times to provide input as the Public Safety Staffing Report and Public Safety Staffing Strategies documents were developed. In addition, committee members have participated in “ride alongs” with police and fire department personnel.
The PSAC provided input at meetings and in writing since the first meeting on August 10. This input and feedback has been considered as part of the development of each of the staffing documents. Initial comments were presented at the September 26 City Council meeting. At the December 7 PSAC meeting, staff solicited additional feedback on public safety staffing issues and funding options. Below are results from exercises conducted with the PSAC on December 7. The group was invited to provide feedback regarding their priorities for city services and on funding options.
Public Safety Advisory Committee Feedback Exercise
PSAC members were provided six dots and asked to allocate the dots to their highest
priority service(s). They could allocate the dots to one or more services. Results are sorted
City Services |
Priorities |
Hire additional police officers and increase the number of neighborhood police patrols |
18 |
Provide police services, including crime prevention and investigations |
11 |
Increase the number of school safety officers to keep schools safe and prevent gang activity |
10 |
Provide services for youth and teens to keep them off the streets and away from drugs and gangs |
9 |
Hire additional firefighters and increase the number of fire emergency response units |
8 |
Address the homeless problem |
8 |
Provide quick responses to 9-1-1 emergencies |
7 |
Reduce gang activity and drug-related crimes |
6 |
Keep public areas clean and free of graffiti |
6 |
Promote economic development to stimulate the local economy |
6 |
Provide fire protection and paramedic services |
4 |
Maintain and protect natural open space areas |
2 |
Improve wildfire response and prevention |
1 |
Provide services to seniors |
0 |
Public Safety Advisory Committee Feedback Exercise
PSAC members were provided three dots and asked to allocate the dots to their recommended
funding option(s) They could allocate the dots to one or more options. Results are sorted.
Recommended Funding Options |
Priorities |
Sales Tax |
19 |
Transient Occupancy Tax |
13 |
Public Safety Community Facilities District |
8 |
Public Safety Fees and Fee Increases |
4 |
Property (Parcel) Tax |
4 |
The PSAC members agreed to individually provide feedback to the City Council at the December 19 meeting or by contacting Mayor and/or City Council members.
Public Opinion Survey
In October 2017, the City of Chula Vista engaged TrueNorth Research to conduct a public opinion survey to identify resident priorities regarding public safety and public services and to secure input on a potential sales tax to fund critical city services to address public safety staffing, 9-1-1 emergency response, homeless outreach, and other public services. Survey results and findings will be presented at the City Council meeting by the TrueNorth Research team.
DECISION-MAKER CONFLICT
Staff has reviewed the decision contemplated by this action and has determined that it is not site-specific and consequently, the 500-foot rule found in California Code of Regulations Title 2, section 18702.2(a)(11), is not applicable to this decision for purposes of determining a disqualifying real property-related financial conflict of interest under the Political Reform Act (Cal. Gov't Code § 87100, et seq.).
Staff is not independently aware, and has not been informed by any City Council member, of any other fact that may constitute a basis for a decision maker conflict of interest in this matter.
LINK TO STRATEGIC GOALS
The City’s Strategic Plan has five major goals: Operational Excellence, Economic Vitality, Healthy Community, Strong and Secure Neighborhoods and a Connected Community. The Public Safety Staffing Plan supports all City Strategic Goals.
CURRENT YEAR FISCAL IMPACT
There are no fiscal impacts related to presenting the Public Safety Staffing Strategies report as it is informational only.
ONGOING FISCAL IMPACT
There are no fiscal impacts related to presenting the Public Safety Staffing Strategies report as it is informational only. The following is a summary of the critical needs as discussed in the Public Safety Staffing Strategies report.
Police Critical Needs
The estimated cost of the Police Departments critical needs is estimated at $9.2 million in fiscal year 2021 and growing to $16.4 million in fiscal year 2029 due to increasing pension and health care costs. The following critical items are included in the costing.
Police Department Staffing Needs
![](data:image/png;base64,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)
The Public Safety Staffing Strategies does not take into account equipment cost estimates or staffing needs of the support departments, which would include the City Attorney’s request for a prosecution unit. These items will be included once direction is provided regarding the various revenue options.
Fire Department Critical Needs
The estimated cost of the Fire Departments critical needs is estimated at $11.2 million in fiscal year 2021 and growing to $26.9 million in fiscal year 2029 due to increasing pension and health care costs. The following critical items are included in the costing.
Fire Department Staffing Needs
![](data:image/png;base64,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)
The Public Safety Staffing Strategies does not take into account equipment cost estimates or staffing needs of the support departments, which would include the City Attorney’s request for a prosecution unit. These items will be included once direction is provided regarding the various revenue options.
LONG TERM FISCAL IMPACT
As reflected in the 10-year financial forecast report, presented to the City Council on March 2, 2017, May 23, 2017 and September 26, 2017, the City is anticipating significant budgetary challenges due primarily to increasing pension costs. City staff will continue to work with the various departments on developing budget balancing proposals in order to avoid layoffs and service level impacts. As a result, staff does not recommend making budgetary cuts to the various departments as those reductions may be needed to balance the existing budget. Therefore, staff anticipates that requests discussed in the Public Safety Staffing Strategies report will require seeking a new source of revenue.
![](data:image/png;base64,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)
The table above displays the updated financial projections for fiscal years 2019 through 2022. A more detailed table that includes all ten years is provided in the 1st Quarterly Financial Update report presented to the City Council on November 7, 2017. Beginning next fiscal year, the projection is that revenue will not be sufficient to cover the City’s operating expenditures resulting in a $6.4 million deficit. Left unchecked, the deficit is projected to grow to $19.9 million by 2022.
The most significant drivers for the long-term growth in the City’s expenditures are the increase in public safety costs and the increasing costs associated with public employee salaries and benefits. The forecast assumes adding five police officers per year and adding 12 firefighters for the Millenia and Bayfront fire stations each. The forecast does not account for the remaining critical needs discussed in this report. The budget deficit would be significantly greater if they were added to the forecast.
ATTACHMENT
City of Chula Vista Public Safety Staffing Strategies report
Staff Contacts: Maria Kachadoorian, Assistant City Manager; Fritz Reber, Police Captain; Harry Muns, Deputy Fire Chief.