Application Number: 18572
SUBSTITUTE ORDINANCE
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 ofthe RS3 Residential Single-Unit (Detached House) District symbols as shown on Map No. 5-1
in the area bounded by:
A line 2S3.3 feet North of and parallel to West Wabansia Avenue; a public alley next East of and parallel to North Campbell Avenue; a line 187.3 feet North of and parallel to West Wabansia Avenue; North Campbell Avenue.
To those of an RT4, Residential Two-Flat, Townhouse and Multi-Unit District
SECTION 2. This Ordinance takes effect after its passage and approval. Common address of property: 1719-29 North Campbell Avenue, Chicago IL.
APPLICATION NUMBER: 18572 Tl (Page 1 of 2)
NARRATIVE FOR TYPE 1 REZONING FOR 1727-29 NORTH CAMPBELL AVENUE, CHICAGO
The applicant needs a zoning change from RS3 to RT4 to allow the division ofthe original improved zoning lot at 1719-29 into 2 separate zoning lots. The lots at 1727-29 North Campbell Avenue are improved with 2 residential buildings (2 flat in the front and a single family home in the rear), which will remain. The lots at 1719 North Campbell and 1725 North Campbell Avenue, each will be improved with a single family house.
PROJECT DESCRIPTION: |
Zoning Change from RS3 to RT4 |
Use: |
Front Building: 2 dwelling units Rear Building: 1 dwelling unit |
Floor Area Ratio |
Lot Area: 48' x 124.40'= 5,971.2 SF Existing Floor Area: 4,706 SF FAR: .79 |
Density: |
1,990 SF per DU |
Off- Street Parking: |
3 parking spaces |
Set Backs ' |
Existing Front: 4.95'
Existing Side: 0' (north) / 24' (south)
Existing Rear: O'-O" |
Building Height: |
Front Building: 26'-6" (existing) Rear Building: 2 l'-O" (existing) |
FINAL FOR PUBLICATION
APPLICATION NUMBER: 18572 Tl (Page 2 of 2)
NARRATIVE FOR TYPE 1 REZONING FOR 1719-25 NORTH CAMPBELL AVENUE, CHICAGO
The applicant needs a zoning change from RS3 to RT4 to allow the division of the original improved zoning lot at 1719-29 into 2 separate zoning lots. The lots at 1727-29 North Campbell Avenue are improved with 2 residential buildings (2 flat in the front and a single family home in the rear), which will remain. The lots at 1719 North Campbell and 1725 North Campbell Avenue, each will be improved with a single family house.
Project Description: |
Zoning Change from RS3 to RT4 |
Land Use: |
1719 N. Campbell - Single Family House 1725 N. Campbell - Single Family House |
Floor Area Ratio |
Lot Area: 24' x 124.39' = 2,985 SF (per each lot) Floor Area: 2,201 SF FAR: 0.8 |
Density: |
2,985 SF per DU |
Off- Street Parking: |
2 parking spaces for each single family house |
Set Backs |
Front: 20'-0" Side:3'-0" /2'-6" Rear: 44'-0" |
Building Height: |
25'-10" |
FINAL FOR PUBLICATION
HANNA
ARCHITECTS, INC.
PROFESSIONAL DESIGN FIRM ARCHITECT CORPORATION LICENSE NUMBER 184-001485
180 W. WASHINGTON AVE. CHICAGO, ILLINOIS 60602 Phone: 312-750-1800 Fax: 312-750-1801 email: hannaarcIiitects@sbcglobaI.net i HANNA ARCHITECTS, INC. 2015
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)
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