We use cookies to collect statistical data. They can also be used by research and advertising companies cooperating with us. Click "I accept", you consent to the use of cookies. If you do not agree, leave the website or change your browser settings.
I accept

A PERFECT STAY - Lisa's on Lawson

Booking.com

Frequent questions

The A PERFECT STAY - Lisa's on Lawson facility is located in the town of Byron Bay, and the exact address is: 4/70 Lawson Street, 2481 Byron Bay, Australia.
You can check available dates on our partner's website - there you can also make a reservation in the A PERFECT STAY - Lisa's on Lawson facility.
The most up-to-date price list for object A PERFECT STAY - Lisa's on Lawson can be found on our partner's website - check the prices >>
You will find the following other accommodation facilities nearby: A PERFECT STAY - Lisa's on Lawson (at distance: 0 m), 70 Lawson Street@Clarkes Beach (at distance: 2 m), 6/70 Lawson Street - Atlantis (at distance: 3 m), A PERFECT STAY - Clarkes Beach Villa (at distance: 3 m),

Localities nearby

Gallery

Similar accommodations

A PERFECT STAY - Lisa's on Lawson
A PERFECT STAY - Lisa's on Lawson
You're eligible for a Genius discount at A PERFECT STAY - Lisa's on Lawson! To save at this property, all you have to do is sign in. Just a minute’s walk from C
Distance: (0 m)
70 Lawson Street@Clarkes Beach
70 Lawson Street@Clarkes Beach
Set 1.4 mi from Cape Byron Lighthouse and 0.9 mi from Byron Bay Markets in Byron Bay, 70 Lawson Street@Clarkes Beach offers accommodations with a kitchen. With
Distance: (2 m)
6/70 Lawson Street - Atlantis
6/70 Lawson Street - Atlantis
Just a minute’s walk from Clarkes Beach and 6 minutes' walk from Main Beach, Atlantis is a 2-bedroom apartment offering free parking on site. Cafes and restaura
Distance: (3 m)
A PERFECT STAY - Clarkes Beach Villa
A PERFECT STAY - Clarkes Beach Villa
A PERFECT STAY - Clarkes Beach Villa is a spacious self-contained house located directly opposite Clarkes Beach. It offers a private courtyard, a large balcony
Distance: (3 m)