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Cute cottage in popular Chirn Park

SOUTHPORT 42 Stevens Street SOUTHPORT

Welcome to 42 Stevens Street Southport, this quirky little 3 bedroom cottage is located in the trendy suburb of ‘Chirn Park’ close walk to shops and Broadwater.

Featuring:

• Walking distance to popular chic cafes, restaurants, shops and the Broadwater
• Timber flooring throughout
• 3 bedrooms (third is small & most suited to a child or extra storage)
• 2 bathrooms – ensuite & main
• Study nook
• Separate air conditioned external retreat/games room/playroom/sleepout (detached garage)
• Security screens
• Fully fenced with an electric gate
• Large carport with a separate gate entrance suitable to house a boat, caravan, trailer etc & parking for 2-3 vehicles
• Two small patio areas
• Pets on application
• A 9 month lease is available

Please register your interest to arrange an inspection.

We have in preparing this information used our best endeavours to ensure that the information contained herein is true and accurate, but accept no responsibility and disclaim all liability in respect of any errors, omissions, inaccuracies or misstatements that may occur. Prospective tenants should make their own enquiries to verify the information contained herein.

Covid-19 Disclaimer:
All representatives of our agency will conduct open homes and private inspections as per the social distancing rules in accordance with Government guidelines.

Listing ID - R3369582
ensuite|openspaces|toilets

Important Notice

We have in preparing this information used our best endeavours to ensure that the information contained herein is true and accurate. Prospective buyers should make their own enquiries to satisfy themselves as to its accuracy. Although high standards have been used in the preparation of this document, no legal responsibility can be accepted by Robina Realty or any loss or damage resulting from the content or the use of this information. Any photographs show only certain parts of the property as it appeared at the time they were taken. Areas, amounts, measurements, distances and all other numerical information is approximate only.

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