Title
From the Director of Compensation/Human Resources Information Systems, Department of Human Resources, requesting approval to reallocate the pay range for Chief of Staff position within the County Executive’s Office, title code 11003016, from pay grade 902E to pay grade 904E effective during Pay Period 13 and beginning on June 9, 2020. (06/17/20: Laid Over to the Call of the Chairperson)
Body
This submittal includes a resolution and accompanying fiscal note in support of a request to reallocate The Chief of Staff position in the Office of the County Executive. The reallocation request asks the Chief Human Resources Officer to implement the following reallocation upon Board of Supervisors approval.
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)
This reallocation is being requested to properly align the role of Chief of Staff in the County Executive’s Office to the grade of 904E. With respect to the role’s operational and strategic responsibilities, alignment within the grade of major Department Heads is appropriate. We would administer this position the same as the following positions as stipulated in File 17-569:
• Director, Department of Administrative Services (DAS)
• Director, Department of Transportation
• Director, Department of Health and Human Services
• Chief Human Resources Officer, DHR
It should be noted that the candidate for this position will not be receiving a salary increase to accept this role. The salary will remain constant for this individual after the reallocation of the position.