ORDINANCE ^fA.tL /<?, T*tj
BE IT ORDAINED BY THE CITY COUNCIL OF THE CITY OF CHICAGO:
SECTION 1. Title 17 of the Municipal Code of Chicago, the Chicago Zoning Ordinance, is hereby amended by changing all the RS3 Single-Unit (Detached House) District symbols and indications as shown on Map No. 3-G in the area bounded by:
the public alley next north of West Cortez Street; a line 640.00 feet east of North Ashland Avenue; West Cortez Street; and a line 616.00 feet east of North Ashland Avenue
to those of a B2-2 Neighborhood Mixed-Use District.
SECTION 2. Title 17 of the Municipal Code of Chicago, the Chicago Zoning Ordinance, is hereby amended by changing all the RS3 Single-Unit (Detached House) District symbols and indications as shown on Map No. 3-G in the area bounded by:
the public alley next north of West Cortez Street; a line 616.00 feet east of North Ashland Avenue; West Cortez Street; and a line 593.50 feet east of North Ashland Avenue
to those of an RS3 Single-Unit (Detached House) District.
SEC TION 3. This Ordinance shall be in force and effect from and after its passage and due publication.
Common Address: 1460 - 62 West Cortez Street
SUBSTITUTE NARRATIVE
1460 - 62 West Cortez Street
The subject property at 1460 West Cortez Street contains 3,001 square feet and is improved with a two-story building containing three residential dwelling units and no parking or loading. The subject property at 1462 West Cortez Street contains 2,813 square feet and is vacant. The Applicant proposes to rezoned the 1460 West Cortez Street property to a B2-2 district and retain the RS3 zoning for the 1462 West Cortez Street to allow the division of the lots into a parcel at 1460 West Cortez Street with the following property line dimensions: North - 24.01 feet, East - 124.96 feet, South - 24.02 feet, and West - 124.95 feet, and a parcel at 1462 West Cortez Street with the following property line dimensions: North - 22.51 feet, East -124.95 feet, South - 22.52 feet, and West - 124.94 feet. The rezoning of 1460 West Cortez Street to B2-2 makes the existing building conforming to its zoning classification, including pursuant to the Transit Served Location provisions of the Chicago Zoning Ordinance by reducing the required parking from three spaces to zero. This will allow the Applicant to construct a single-family home on the 1462 West Cortez Street property in accordance with the RS-3 regulations.
Residential Dwelling Units: 3
2,813 square feet
30 feet 0 inches
Setbacks:
Front (Cortez Street): 0.72 feet
East Side Property Line: 0.00 feet
West Side Property Line: 2.86 feet
Rear (public alley): 9.33 feet
Per RS-3 regulations Per RS-3 regulations Per RS-3 regulations Per RS-3 regulations
* Per the Transit-Served Location provisions of the Chicago Zoning Ordinance; 1460 West Cortez Property is 1,100 feet from the entrance to the CTA Station.
FINAL FOR PUBLICATION
Site Plan
16 FT. PUBLIC Al I FY (CONCRETE)
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)
W. CORTEZ ST.
![](data:image/png;base64,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)
1460 West Cortez Street
/
/ 1460 West Cortez Street Rear Elevation
Site Plan
16 FT- PUBUC ALLEY (CONCRETE)
22.52mea$>9?*
- REC- 22-50 ^
FINAL FOR PUBUCKP
1462 West Cortez Street