ACTION REQUESTED:
Title
Communication from the City Manager and the Director of Community Development with a Recommendation from the Planning & Zoning Commission and Staff for the Following:
A. APPROVE a RESOLUTION, which Approves a Preliminary and Final Plat for ACCESS PEORIA SITE 1 SUBDIVISION, a One-Lot Subdivision for Duplex Development, with Waivers, for the Property Located at 1634 N. MISSOURI AVENUE (Parcel Identification No. 18-04-210-032), Peoria, IL. (District 3).
B. APPROVE a RESOLUTION, which Approves a Preliminary and Final Plat for ACCESS PEORIA SITE 2 SUBDIVISION, a One-Lot Subdivision for Duplex Development, with Waivers, for the Property Located at 1831 N PEORIA AVENUE (Parcel Identification No. 18-04-202-033), Peoria, IL. (District 3).
C. APPROVE a RESOLUTION, which Approves a Preliminary and Final Plat for ACCESS PEORIA SITE 3 SUBDIVISION, a One-Lot Subdivision for Duplex Development, with Waivers, for the Property Located at 1915 N PEORIA AVENUE (Parcel Identification No. 14-33-453-032), Peoria, IL. (District 3).
D. APPROVE a RESOLUTION, which Approves a Preliminary and Final Plat for ACCESS PEORIA SITE 4 SUBDIVISION, a One-Lot Subdivision for Duplex Development, with Waivers, for the Property Located at 1512-1514 N NEW YORK AVENUE (Parcel Identification No. 18-04-277-021), Peoria, IL. (District 3).
E. APPROVE a RESOLUTION, which Approves a Preliminary and Final Plat for ACCESS PEORIA SITE 5 SUBDIVISION, a One-Lot Subdivision for Duplex Development, with Waivers, for the Property Located at 1817-1819 N INDIANA AVENUE (Parcel Identification No. 18-04-227-033), Peoria, IL. (District 3).
F. APPROVE a RESOLUTION, which Approves a Preliminary and Final Plat for ACCESS PEORIA SITE 6 SUBDIVISION, a One-Lot Subdivision for Duplex Development, with Waivers, for the Property Located at 1707 N INDIANA AVENUE (Parcel Identification No. 18-04-231-025), Peoria, IL. (District 3).
G. APPROVE a RESOLUTION, which Approves a Preliminary and Final Plat for ACCESS PEORIA SITE 7 SUBDIVISION, a One-Lot Subdivision for Duplex Development, with Waivers, for the Property Located at 603 E RAVINE AVENUE (Parcel Identification No. 18-04-227-031), Peoria, IL. (District 3).
H. APPROVE a RESOLUTION, which Approves a Preliminary and Final Plat for ACCESS PEORIA SITE 8 SUBDIVISION, a One-Lot Subdivision for Duplex Development, with Waivers, for the Property Located at 713 E LASALLE STREET (Parcel Identification No. 18-04-232-016), Peoria, IL. (District 3).
Body
BACKGROUND:
The petitioner, Kristine Giornalista of Access Peoria, LLC is requesting to create eight subdivisions, with each subdivision containing one lot designated for a duplex. The proposal will result in 8 new duplexes (16 units) on scattered sites, as noted in the table below, throughout the East Village Growth Cell Area. The area including the proposed subdivisions has historically been zoned residential. This proposed development is part of an Attorney General grant awarded to Local Initiatives Support Corporation (LISC) of Greater Peoria, to revitalize the East Bluff Neighborhood.
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)
Both preliminary and final plats have been submitted for review as part of this request. Each of the eight subdivisions is proposed to contain one duplex. As a result a waiver is requested for each subdivision, to allow duplexes on subdivisions containing fewer than five lots. A density waiver is requested for six of the eight proposed subdivisions, as they will exceed the allowed 11.62 gross dwelling units per acre, as noted in the table above. Site Plan Review Board supports the request, as the subdivisions are scattered sites and not concentrated in one area and the proposed density falls within the Comprehensive Plan Designation for this area; 7.27 - 15.02.
Note the review for the construction of the proposed duplexes will be handled administratively, as all of the properties are zoned R-4 (Single-Family Residential) District.
REQUESTED WAIVERS
Code Requirement |
Requested Waiver |
Zoning Commission Recommendation |
Staff Recommendation |
1. Appendix C, Article 2.13.6.A.3.: For subdivisions having fewer than five lots, no duplex lots are permitted. |
Waiver to Allow Duplexes for Subdivisions with Fewer than 5 lots: The proposal includes eight subdivisions which only contain one lot. A duplex is not permitted in subdivisions containing fewer than 5 lots and therefore a waiver is requested to allow a duplex on each of the eight one-lot subdivisions. |
Approve |
Approve |
2. Appendix C, Article 4.1.1.D.: Density may not exceed 11.62 gross dwelling units per acre in the R-4 (Single-Family Residential) District. |
Waiver from Allowed Density in an R-4 (Single-Family Residential) District: The following properties will exceed the allowed density of 11.62 gross dwelling units per acre and therefore a waiver is requested: · 1915 N Peoria Avenue · 1512-1514 N New York Avenue · 1817-1819 N Indiana Avenue · 1707 N Indiana Avenue · 603 E Ravine Avenue · 713 E LaSalle Street. |
Approve |
Approve |
REQUESTED CONDITIONS
Condition |
Detail |
Zoning Commission Recommendation |
Staff Recommendation |
1. Addresses |
Add two address blocks to each plat and submit to Public Works before filing final plat. |
Support |
Support |
2. Driveways and Sidewalks |
Old driveways and sidewalks within the ROW shall be removed. Any sidewalks within City ROW damaged during construction shall be replaced to City standards |
Support |
Support |
3. Curbs |
Deteriorated or non‐existent curb shall be replaced to City standards |
Support |
Support |
ZONING COMMISSION ACTION:
The Planning & Zoning Commission found that the request met the Findings of Fact requirements and VOTED 6 TO 0 TO APPROVE.
FINANCIAL IMPACT: N/A
NEIGHBORHOOD CONCERNS: N/A
IMPACT IF APPROVED: Eight one-lot subdivisions will be created for duplex development.
IMPACT IF DENIED: The Single-Family residential lots will remain unchanged.
ALTERNATIVES: N/A
EEO CERTIFICATION NUMBER: N/A
WHICH OF THE GOALS IDENTIFIED IN THE COUNCIL'S 2014 - 2029 STRATEGIC PLAN DOES THIS RECOMMENDATION ADVANCE?
1. Attractive Neighborhoods with Character: Safe and Livable
WHICH CRITICAL SUCCESS FACTOR(S) FROM THE COMPREHENSIVE PLAN DOES THIS RECOMMENDATION IMPLEMENT?
1. Reinvest in neighborhoods.
DEPARTMENT: Community Development