AT A GLANCE
33
total lots in this scheme
Managed by Alldis & Cox (Coogee) Pty Ltd. Located in BALMAIN, NSW.
Lots
33
Year built
2000
Last report
—
Boundary sourced from NSW Spatial Services (StrataHub).
BUILDING BASICS
| Date | Unit | Price |
|---|---|---|
| 22 Sept 2025 | Lot 1 | $1,230,000 |
| 28 Mar 2025 | Lot 9 | $1,200,000 |
| 12 Nov 2024 | Lot 13 | $1,125,000 |
| 13 Sept 2023 | Lot 32 | $950,000 |
| 20 Aug 2023 | Lot 17 | $1,065,000 |
| 6 July 2023 | Lot 29 | $950,000 |
| 27 Oct 2021 | Lot 33 | $969,000 |
| 12 Oct 2021 | Lot 17 | $1,130,000 |
| 2 Oct 2021 | Lot 16 | $1,065,000 |
| 17 July 2021 | Lot 4 | $1,000,000 |
35 sales total
Source: NSW Valuer General. Prices are as reported in settlement data and may not reflect current market values. Sales marked “Price withheld” are excluded from price calculations.
Original Construction · 1 dwelling
Estimated cost: $607K · Assessed by Inner West Council
Development Application
DeterminedNearbyDwelling house, Alterations or additions to an existing building or structure
PAN-501147
Development Application
DeterminedNearbyDwelling house, Alterations or additions to an existing building or structure
PAN-500842
Development Application
DeterminedNearbyAlterations or additions to an existing building or structure, Semi-detached dwelling, Residential Accommodation
PAN-461657
Search for the application number (e.g., PAN-501147) on the NSW Planning Portal Application Tracker to view the full DA details, including the applicant, builder, and principal certifier.
Source: NSW Planning Portal Open Data API (2019+). Earlier development applications may not be available. Items marked "Nearby" were matched by location proximity (within 100m) rather than direct plan number reference.
These statistics cover the entire Inner West local government area, not this specific property.
Crime rates in Inner West LGA are similar to the NSW state average. (Oct 2024 - Sep 2025)
Source: NSW Bureau of Crime Statistics and Research (BOCSAR). Rates are per 100,000 population. Rank is out of 119 LGAs (1 = highest rate).