New Orleans Subdivision Regulations
Regulations to guide the future growth and development of the City in accordance with the Master Plan
Printed: 1/14/2025 4:47:51 PM
3.5.1 Minor Subdivision, Administrative Approval Flow Chart
Minor Subdivisions that are eligible for administrative approval require the following steps as outline as outlined in Section 3.2. A process flow chart for this type of subdivision is included below.
- Pre-Application Meeting (See section 3.2.1)
- Application Submittal (See Section 3.2.3)
- Completeness Review (See Section 3.2.4)
- Ratification (See Section 3.2.4)
- Agency Review (See Section 3.2.5)
- Final Subdivision Plan Approval (See Section 3.2.11)
- Recordation of Approved Subdivision Plan (See Section 3.2.12)
- Return copy of recorded subdivision to CPC and Real Estate and Records Staff (See Section 3.2.13)
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)