![](data:image/png;base64,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)
BE IT ORDAINED BY THE CITY COUNCIL OF THE CITY OF CHICAGO:
SECTION 1. Title 17 ofthe Municipal Code of Chicago, the Chicago Zoning Ordinance, is hereby amended by changing all the current B3-5 Community Shopping District and the Ml-2 Limited Manufacturing/Business Park District symbols and indications as shown on Map No. 5-H in the area bounded by:
a line 212.50 feet southeast of West Wabansia Avenue as measured along the northeasterly line of North Milwaukee Avenue; the public alley next northeast of and parallel to North Milwaukee Avenue; a line 308.50 feet southeast of West Wabansia Avenue as measured along the northeasterly line of North Milwaukee Avenue; and North Milwaukee Avenue
to those of a B3-3 Community Shopping District.
SECTION 2. This Ordinance shall be in force and effect from and after its passage and due publication.
Address: 1661-67 North Milwaukee Avenue
Final for Publication
SUBSTITUTE NARRATIVE AND PLANS
1661-67 North Milwaukee Avenue TYPE I REGULATIONS
Narrative: The subject property consists of a one-story vacant commercial building that measures 4,829 square feet and a vacant lot. The total lot area of the subject property is 9,600 square feet. The Applicant proposes to rezone the property from a B3-5 Community Shopping District and a Ml-2 Limited Manufacturing/Business Park District to a B3-3 Community Shopping District to redevelop the property into a one-story restaurant with an addition that has a seasonal retractable roof for a total of 9,578 square feet. There will be no residential use. The proposed height will be 23.00 feet. No automobile parking*, bicycle parking*, or loading** currently exists, is required, or will be provided.
Lot Area: 9,600 square feet
Setbacks:
Front (Milwaukee Avenue): Northwesterly Side: Southeasterly Side: Rear (alley):
0 feet
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A set of plans is attached.
* No automobile or bicycle parking spaces are required under the proposed zoning district. ** No loading spaces are required for a building of the proposed size.
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