41 Travertine loop, Berwick

PLEASE CLICK ON ‘REQUEST AN INSPECTION TIME' TO VIEW OUR REGULAR TIMES OR TO REQUEST A TIME. APPLY NOW - https://app.2apply.com.au/Agency/OliverHumeVic This architecturally designed 2-bedroom townhouse is the perfect blend of sophistication, functionality, and low-maintenance living. From the moment you step inside, you'll be impressed by the thoughtful layout and premium finishes throughout. The master bedroom is your private retreat, featuring a luxurious ensuite and an oversized walk-in robe. The stylish kitchen is both practical and elegant, equipped with high-end appliances and ample storage—ideal for those who love to cook and entertain. Key Features: - Two bedroom townhouse - Master bedroom with ensuite - Designer kitchen with premium appliances - Contemporary design & low-maintenance living Location Highlights: - Only 4 minutes to Eden Rise Village shopping precinct - Surrounded by 12 schools within a 5km radius - 3.5km to Beaconsfield Train Station for easy commuting - Situated 48km from Melbourne CBD in the highly sought-after suburb of Berwick Enjoy the lifestyle benefits of a well-established, family-friendly community with everything you need right at your doorstep. By registering for an inspection, you will be instantly informed of any updates, changes, or cancellations for your appointment. Don't delay, send an inquiry through today to book your inspection.   Apply Now! Simply copy and paste this link into your browser: https://app.2apply.com.au/Agency/OliverHumeVic to view all properties listed by Oliver Hume. Find the property and click APPLY to start your online application for pre-approval. If you're unable to apply online, contact us at AM_VIC@oliverhume.com.au or call 07 5564 3200 to request a paper application. PLEASE NOTE: Whilst every care is taken in the preparation of the information contained herein, Oliver Hume will not be held liable for any errors in information supplied. All information is considered correct at the time of printing. Any interested parties should satisfy themselves in this respect.