709/7 Metters Street, Erskineville NSW 2043

A first in Sydney suburban architecture, CASA Residences creates a bold sense of scale and delivers a lavish outlook on life, exuding architectural work by Bates Smart and designer detail reflected at every level, the brilliantly curvaceous exterior and stately bronze facade hints at the grandeur within. This secure two-bedroom apartment comes with parking and offers expansive interiors and bespoke detailing throughout.

The entrance leads to an open combined living/dining area, featuring flooring with floor to ceiling glass which leads to a private balcony. The kitchen contains SMEG appliances including gas cooking, integrated dishwasher and decadent stone benches. Two full bathrooms offer sleek taps and modern finishes. Both bedrooms have new carpet and built in robes, with access to balcony off both bedrooms. This modern, stylish apartment is centrally located in Newtown only moments to King Street and Erskineville Village. The Motif apartment echoes the narrative of urban living and would be ideal for the professional individual or couples alike.

Other features include:
- 1 x Security Car space plus Stoarage cage
- Internal laundry
- Security building
- Ample storage throughout, additional storage located in basement
- Abundance of natural light
- Close proximity to the world class University of Sydney and the University of NSW Parks and Public spaces are in abundance with Erskineville oval, Alexandria Park and Sydney Park all within walking distance

Please ensure that you register your details to inspect the property. Registration will ensure you are instantly informed of any updates, changes or cancellations. Following your inspection, applying online is easy via IGNITE

While care has been taken in the preparation of these particulars, no responsibility is accepted for the accuracy of the whole or any part and interested persons are advised to make their own enquiries and satisfy themselves in all respects

Type

Apartment

Bedrooms

2

Bathrooms

2

Parkings

1

Area

0.0