Title 17C Land Use Standards
Chapter 17C.111 Residential Zones
Section 17C.111.560 Massing
- Purpose.
To reduce the apparent bulk of the buildings by providing a sense of “base” and “top.”
![A picture containing text, outdoor, sky, road
Description automatically generated](data:image/jpeg;base64,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)
- Design Standards.
-
- Buildings shall have a distinct “base” at the ground level, using articulation and materials such as stone, masonry or decorative concrete. (P)
-
- The “top” of the building shall be treated with a distinct outline with elements such as a projecting parapet, cornice, or projection. (P)
Date Passed: Monday, November 20, 2023
Effective Date: Monday, January 1, 2024
ORD C36459 Section 16