Orange County NC Website
<br />should the submitted site plan violate, in the Planning Director's opinion, <br />the provisions set forth in provision # 4 above. . <br />Section 6: Amends subdivision requirements in the Hillsborough Area EDD. <br />Subdivision Regulations,in Economic Development Districts <br />1. When a Planned Development rezoning petition is approved, and the tract <br />that is subject of said rezoning is proposed to be subdivided, all provisions <br />of the Subdivision Regulations shall be satisfied. <br />a) The applicant may obtain approval of the subdivision simultaneously <br />with the approval of the rezoning if sufficient information (i.e. lot lines, <br />lot size, etc) is shown on the site plan or at a later time. <br />b) The subdivision shall be consistent with the terms of the Master <br />Development Plan or Small Scale Development Plan and Special Use <br />Permit, Class A (as applicable) that is approved along with the rezoning <br />petition. <br />c) If the Master Development Plan or Small Scale Development Plan and <br />Special Use Permit, Class A (as applicable) that is approved along with <br />the Planned Development rezoning petition establishes density, floor <br />area, ,impervious surface, or similar limitations on the tract that is <br />rezoned or any portion thereof, the subdivision final plat that creates <br />lots out of any portion of the tract so encumbered shall indicate on the <br />face of the plat with respect to each lot such limitations or restrictions as <br />are necessary to ensure compliance with the Master Development Plan <br />or Small Scale Development Plan. For example, if the Final <br />Development Plan of a Master Development Plan project or a Small <br />Scale Development Plan, shows aten-acre portion of the tract approved <br />for retail development with a maximum floor area of .100,000 square <br />feet, then if that ten acre area is subdivided, each lot so created shall <br />Shaw on the face of the plat the maximum building. area that can be <br />constructed an that lot. <br />