Title 17C Land Use Standards
Chapter 17C.111 Residential Zones
Section 17C.111.570 Historic Context Considerations
- Purpose.
To ensure that infill and rehabilitation, when it is adjacent to existing buildings having historic architectural character, is compatible with the historic context.
![A picture containing text, building, outdoor
Description automatically 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)
- Design Standards.
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- The new development of public structures shall incorporate historic architectural elements that reinforce the established character of a center or corridor. New semi-public structures should consider this design standard. The following elements constitute potential existing features that could be reflected in new buildings: (P)
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- Materials.
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- Window proportions.
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- Cornice or canopy lines.
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- Roof treatment.
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- Colors.
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- When rehabilitating existing historic buildings, property owners are encouraged to follow the Secretary of the Interior’s Standards for Rehabilitation. (P)
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- If original details and ornamentation are intact, they shall be retained and preserved.
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- If original details are presently covered, they shall be exposed or repaired.
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- If original details are missing, missing parts shall be replaced to match the original in appearance. Remaining pieces or old photos shall be used as a guide.
![A group of people sitting outside a building
Description automatically generated with medium 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)
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- If a proposed building is not adjacent to other buildings having a desirable architectural character, it may be necessary to look at contextual elements found elsewhere within the area. (C)
Date Passed: Monday, November 20, 2023
Effective Date: Monday, January 1, 2024
ORD C36459 Section 16