Title 17C Land Use Standards
Chapter 17C.255 Skywalks
Section 17C.255.525 Angulation and Slope
- Purpose. To convey a sense of structural stability to pedestrians and drivers, a skywalk structure should be as horizontal as feasible, and as orthogonal to the street grid as feasible.
- Angulation and Slope Implementation
- The horizontal angulation of the skywalk off the centerline of the right of way should not exceed five percent of the width of the right of way. (P)
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)
- The vertical slope of the skywalk structure should not exceed one percent of the width between the connecting buildings’ contact points. (P)
![Diagram
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)
- No skywalk’s structure should have an arch with a rise between the lowest end and the midpoint greater than a five percent slope. (P)
![Diagram
Description automatically 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)
Date Passed: Monday, May 9, 2022
Effective Date: Sunday, June 19, 2022
ORD C36205 Section 9