Title 17C Land Use Standards
Chapter 17C.111 Residential Zones
Section 17C.111.535 Curb Cut Limitations
- Purpose.
To provide safe, convenient vehicular access without diminishing pedestrian safety.
Design Standards.
-
- A curb cut for a nonresidential use shall not exceed thirty feet for combined entry/exits. Driveway width where the sidewalk crosses the driveway shall not exceed twenty-four feet in width. (R)
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)
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- The sidewalk pattern shall carry across the driveway. (R)
![A picture containing text, outdoor, ground, street
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)
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- Adjacent developments shall share driveways, to the greatest extent possible. (P)
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- Vehicular access shall be designated so that traffic is not directed through an adjoining residential zone. (P)
Date Passed: Monday, November 20, 2023
Effective Date: Monday, January 1, 2024
ORD C36459 Section 16