Hornby Real Estate

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5 Baretta Street

Canterbury Area
4
2
N/A
N/Asqm
468sqm
5 Baretta Street Canterbury Area
proudly marketed by
Grenadier Real Estate Ltd MREINZ
The Art of Reinvention
To download all information please copy and paste the following link into your browser - https://www.propertyfiles.co.nz/property/852370003 Boldly redefining villa living, this residence embraces its past while moving forward with undeniable elegance. Nestled on a 469sqm section, this four-bedroom, two-bathroom residence has undergone a remarkable transformation, stripped back to its essence and reimagined with a contemporary vision. Double glazing, comprehensive insulation, complete rewiring, and the convenience of gas hot water set a new standard, complemented by under-tile heating in the bathrooms and multiple heat pumps for comfort across every season. The villa's timeless veranda invites you into a space where character meets interiors with a distinctive edge. The soul of the home is a fusion of classic design and modern innovation, highlighted by a sleek, open-plan kitchen, lounge and dining room that transforms everyday living and entertaining into an effortless experience. Three distinct alfresco living areas extend this atmosphere outdoors, offering varied spaces for morning coffee, sunlit gatherings, or peaceful evenings. Zoned for Cashmere High, Christchurch South Intermediate, and Somerfield Schools, this property combines refined living with educational advantage, all just a short stroll from local favourites including Moon Under Water, ensuring lifestyle is matched by convenience. Vacant and ready for immediate ownership, this property is presented by motivated vendors, making it the perfect time to claim this sophisticated home, crafted for those who appreciate detail and design. Please contact Jonny for more information. Please be aware that this information may have been sourced from REINZ/Property Smarts/Land Information New Zealand/ The relevant local authority/Cera and we have not been able to verify the accuracy of the same.
Question
Location
Upload by Geoff Trotter
Canterbury