Title 17G Administration and Procedures
Chapter 17G.070 Planned Unit Developments
Section 17G.070.135 Compatibility with Surrounding Areas
- Purpose.
For a PUD to be compatible with, and an integral part of the surrounding area. Although a completely homogeneous neighborhood is not necessary or desirable, a reasonable level of compatibility to the surroundings should be achieved. Diversity in style and density can help create an interesting and vibrant community. When combined with a respect for, and acknowledgment of, existing forms, siting and details, a new development can quickly “belong” in a particular community. A new development should be done in a manner that complements the existing area.
![Diagram, engineering drawing
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- Design Standards.
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- The architectural style and detailing of any entrance monument, fencing materials and any structure, other than single-unit detached dwellings, and middle housing, should incorporate significant elements and details of the architecture in the surrounding areas, particularly regarding form, size, color and materials. Chain link fencing is particularly discouraged. (P)
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- The design standards of SMC 17C.111.400 shall apply to any multi-unit residential building within a PUD. (R)
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- The design standards of SMC 17C.111.500 shall apply to any common buildings within a PUD.
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- Driveways and open parking areas should be integrated into the overall design and should not be the dominant features along the street frontages. (P)
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- Parking structure entrances should preferably be accessed from streets within the development rather than from public streets and their appearance should be minimized and integrated into the overall design. (P)
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- Entrance signage shall be in character with the proposed and surrounding developments. (P)
Date Passed: Monday, November 20, 2023
Effective Date: Monday, January 1, 2024
ORD C36459 Section 37