Townhouse
$999,900
50 Aberdeen Lane S
Town, Niagara-on-the-Lakelisted today
listed by ROYAL LEPAGE NRC REALTY
MLS® X14114762
Homes for sale in L0S, Ontario
787 homes for sale in L0S, Ontario, median asking $850,000 ($50,000 to $50,000,000). That's about $445 per square foot. The typical home has been listed 64 days; 52 came on in the last 7 days. Houses make up 73% of what's for sale.
view 787 homes →- 787
- homes
- $850,000
- median asking
- $50K to $5M
- $445
- median per sq ft
- 64 days
- median on market
- 52
- listed this week
- 203 in 30 days
- 2003
- median year built
asking prices
168
161
162
153
62
50
30
<$500K
$500–750K
$750K–1M
$1–1.5M
$1.5–2M
$2–3M
$3M+
on the map
by municipality
| municipality | homes | median |
|---|---|---|
| Niagara-on-the-Lake | 269 | $1,199,000 |
| Fort Erie | 257 | $649,000 |
| Pelham | 88 | $999,500 |
| Wainfleet | 63 | $729,900 |
| Thorold | 32 | $899,900 |
| Port Colborne | 18 | $239,000 |
| Ridgeway | 11 | $999,900 |
| Stevensville | 10 | $427,900 |
| Crystal Beach | 7 | $399,999 |
| Fenwick | 6 | $1,314,950 |
| Niagara Falls | 5 | $1,799,000 |
| West Lincoln | 5 | $199,900 |
| Fonthill | 5 | $1,299,999 |
newest listings
all 787 with filters →questions buyers ask
What do homes in L0S, Ontario cost?
Median asking price is $850,000 across 787 active listings, ranging from $50,000 to $50,000,000, or about $445/sq ft.
How fast are homes selling here?
The median active listing has been on the market 64 days. 52 homes were listed in the last week and 203 in the last 30 days.
How much more is a 3-bedroom than a 2-bedroom?
Median asking is $599,000 for 2 bedrooms (120 listings) and $785,000 for 3 bedrooms (258 listings).
What types of homes are for sale?
576 houses (median $934,450), 113 Land (median $589,900), 94 townhouses (median $759,900), 4 condos (median $739,000).
How old are the homes?
Median year built is 2003 across the listings with a recorded build year.
statistics are computed from the 787 active MLS® listings matching this page and refresh every few hours with the feed. medians, not averages, so one outlier can't move them.
