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CoMo

590 N Service Rd, Hamilton City

Features

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Price/Sqft Range

472 sqft - 1237 sqft

Avg Price/Sqft

$620 / sq. ft.

Completed

Built: 2023

Building Scale

Floors: 6 | Total Units: 140

Building Details

Building Type

Mid-Rise condo

Property Management

Built in 2023

Condo Corp

WCC-642

Date Registered

Oct 10, 2023

Description

About CoMo

  • Address: 590 N Service Rd & 600 N Service Rd, Grimsby
  • Neighbourhood: Stoney Creek
  • Developer: DeSantis Homes
  • Year Built: 2023
  • Storeys: 6
  • Units: 140
  • Building Type: Mid-Rise condo
  • Condo Corporation: WCC-642
  • Date Registered: Oct 10, 2023
  • Average Price: $620 / sq. ft.

Overview

CoMo is a mid-rise condo located at 590 N Service Rd & 600 N Service Rd in Grimsby, situated within the Stoney Creek neighbourhood. Developed by DeSantis Homes, the project was completed in 2023.

The building stands 6 storeys tall and contains 140 units. It is officially registered as Wentworth Standard Condominium Corporation No. 642, with a registration date of Oct 10, 2023.

Suite Sizes & Value

Suites at CoMo range in size from 472 square feet to 1237 square feet. These mid-rise units provide a variety of square footage options for residents in the Grimsby area.

The average price for units in the building is $620 / sq. ft.

Building Amenities & Features

  • Building amenities and maintenance-fee inclusions are not currently listed.

Location Highlights

  • Address: 590 N Service Rd & 600 N Service Rd, Grimsby
  • Neighbourhood: Stoney Creek

Lifestyle Near CoMo

CoMo provides a mid-rise living experience in the Stoney Creek neighbourhood of Grimsby. The building features 140 units across 6 storeys, with suite sizes ranging from 472 to 1237 square feet.

About the Developer

The builder/developer listed for this property is DeSantis Homes. This developer completed the 140-unit mid-rise project in 2023 at its Grimsby location.


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.