Dan  Jones, Personal Real Estate Corporation
Dan Jones, Personal Real Estate Corporation 1-250-493-2244 Email Dan
Penticton Royal LePage Dan Jones is your source for Okanagan real estate information

K.L.O (Kelowna, British Columbia, CA - V1W 3N8)
$8,500,000 CAD


Attachments


"RM5 Development Project"
 

Royal Lepage
Locations West Penticton


Dan  Jones, Personal Real Estate Corporation
 
Dan Jones, Personal Real Estate Corporation
Email Dan
 
Phone: 1-250-493-2244
TollFree: 1-800-734-0457
Cell: 1-250-488-0226
Fax: 1-250-492-6640
 
Details

Address: 1459 K.L.O. Road Type: Lots and Land Style: 224 units condo project Lot Type: Rectangular Lot Size:  6.15acres  237.46ft x 1138.23ft Taxes: $38,494.00 CAD (2008)
 
Description

This unique Condo Development project on K.L.O. Road in Kelowna is inspired by a unique blend of modern, urban conveniences and the peaceful serenity of a garden.

The homes at Orchard Springs can be described as an “Urban Oasis.” A place located close to all the amenities the city has to offer; yet, surrounded by beautifully landscaped gardens that appeal to our sense of tranquility and relaxation. The expansive mountain views, bordering wetlands, nature–inspired ponds, indoor pools, green roofs, and award–winning gardeners will assure solace and sanctuary from outside pressures.
Orchard Springs at 1459 K.L.O. Road is comprised of 224 generously proportioned suites from 730 sq.ft. one–bedrooms to 1400 sq.ft. two–bedrooms. Each suite will feature nine foot ceilings, granite counters, hardwood and tile floors, over-sized balconies and other accouterments sure to please the most discriminating purchaser.

Asking price for this well planned condo development project is $8,500,000. Included in this asset sale is 5.95 acre of land, DDC-phase 1 paid for, all approvals, developers’ disclosure statement, architectural and engineering work and other consultants, home warranty, sales office, and marketing materials.
 
Brokered and Advertised by:   Realty Executives of Kelowna P2#14176932
 

Information is deemed to be correct but not guaranteed.