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97 Sunvale Condos

97 Sunvale Pl, Hamilton City

Features

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Price/Sqft Range

3000 sqft - 3249 sqft

Avg Price/Sqft

$544 / sq. ft.

Completed

Built: 2001

Building Scale

Floors: 1 | Total Units: 5

Building Details

Building Type

Low-Rise condo

Property Management

Built in 2001

Condo Corp

WCC-337

Date Registered

Dec 20, 2001

Maintenance Fees Include

Common Element

Building Insurance

Water

Description

About 97 Sunvale Condos

  • Address: 97 Sunvale Pl, Stoney Creek
  • Neighbourhood: Stoney Creek
  • Developer: Marz Homes
  • Year Built: 2001
  • Storeys: 1
  • Units: 5
  • Building Type: Low-Rise condo
  • Condo Corporation: WCC-337
  • Date Registered: Dec 20, 2001
  • Average Price: $544 / sq. ft.

Overview

97 Sunvale Condos is a low-rise condo located at 97 Sunvale Pl in the Stoney Creek neighbourhood of Hamilton. Completed in 2001 by Marz Homes, the building stands at 1 storey.

The development contains 5 total units and is managed under condo corporation WCC-337. The property was officially registered on December 20, 2001.

Suite Sizes & Value

Suites at 97 Sunvale Condos range in size from 3000 sqft to 3249 sqft. The average price for units in the building is $544 / sq. ft.

Building Amenities & Features

  • Common Element
  • Building Insurance
  • Water
  • Maintenance fees include: Common Element, Building Insurance, and Water.

Location Highlights

  • Address: 97 Sunvale Pl
  • Neighbourhood: Stoney Creek
  • Area: Hamilton

Lifestyle Near 97 Sunvale Condos

97 Sunvale Condos is a small-scale low-rise building in the Stoney Creek neighbourhood. With only 5 units and suite sizes between 3000 and 3249 sqft, the property offers a residential environment where maintenance fees cover common elements, water, and building insurance.

About the Developer

The builder listed for this property is Marz Homes. This developer completed the 5-unit 97 Sunvale Condos project in Stoney Creek in 2001.


Stoney Creek Insights

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Sale Price

Average

Median

Generated based on property type and location. Average values are derived using median calculations.