ORDINANCE
Be it Ordained by the City Council ofthe City ofChicago:
SECTION 1. That the Chicago Zoning Ordinance be amended by changing all of the current 132-1.5 Neighborhood Mixed-Use District and MI-2 Limited Manufacturing/Business Park District symbols and indications as shown on Map Number 9-H in the area bounded by:
The public alley next north of West Berenice Avenue; North Ravenswood Avenue; West Berenice Avenue; and a line 102.5 feet west of and parallel to North Ravenswood Avenue;
To those ofa B2-3 Neighborhood Mixed-Use District.
SECTION 2. This ordinance shall be in full force and effect from and after its passage and due publication.
Common Address: 1800-1808 W. Berenice Ave./3834-44 N. Ravenswood Ave.
SUBSTITUTE
PROJECT NARRATIVE AND PLANS FOR TYPE-1 ZONING MAP AMENDMENT AT 1800-1808 W. BERENICE AVE. /3S34-44 N. RAVENSWOOD AVE.
The Applicant requests a zoning change for the property located at 1800-1808 W. Berenice Av.e./3834-44 N. Ravenswood Ave. from the B2-1.5 Neighborhood Mixed-Use District and Ml-2 Limited Manufacturing/Business Park District to the B2-3 Neighborhood Mixed-Use District in order to construct a six (6) story, seventy-three (73'-4") foot tall transit-oriented, mixed-use building with 2,945 square feet of commercial space on the ground floor and 9,931 square feet of commercial space on the second floor. The proposed building will have forty (40) dwelling units and four (4) efficiency units located on the third through sixth floors, and twenty-five (25) parking spaces and forty (40) bicycle parking spaces located on the ground floor. The proposed building is approximately 980 feet from the nearest CTA station and, accordingly, is a Transit Served Location eligible for a reduction of the minimum lot area from 400 square feet per unit to a minimum of 300 square feet per unit, and FAR increase up to 4.0 and a parking reduction by up to fifty (50) percent from the required fifty (50) parking spaces. Based on this, the applicant seeks a reduction of 25 parking spaces from the required 50 parking spaces.
Lot Area |
12,825 square feet |
Floor Area Ratio |
3.85 |
Building Area (for FAR calculation only) |
49,375 square feet |
Density (Lot Area per Dwelling Unit) |
291.5 square feet per unit* |
Number of Dwelling Units |
40 dwelling units and 4 efficiency units |
Commercial Space |
12,876 square feet |
Off-Street Parking |
25 parking spaces** |
Bicycle Parking |
40 spaces |
Setbacks: |
|
Front (east) |
1.0 feet |
Side (south) |
0.0 feet |
Side (north) |
2.0 feet |
Rear (west) |
> 0.0 feet at ground floor > 16'-6" feet (applicant to seek relief for rear yard |
Building Height |
73'-4" feet (to underside of top floor ceiling) |
* Reduction from the required 400 square feet per unit per Section 17-3-0402-B. ** Reduction per 17-10-0102-B.
*** Applicant to seek relief by administrative adjustment for the reduction of the rear yard setback at the residential levels.
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3UJVbIAVW3IVO
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