1196 N Grant Street 507, Denver, CO 80203
- 1 bed |
- 1 bath |
- 622 sqft
Condominium
Built in 1956
—— sqft lot
—— car garage
$362/sqft
Listed 6 days ago
Property Description
Welcome to effortless city living in the heart of Capitol Hill. This refreshed 1 bed, 1 bath condo at 1196 N Grant St combines low-maintenance ownership with a highly walkable, urban lifestyle in one of Denver’s most vibrant neighborhoods. Fresh paint and new flooring create a clean, modern backdrop, while the efficient open layout maximizes every square foot for comfortable everyday living or a lock-and-leave pad. The HOA simplifies your monthly budgeting by covering water, sewer, trash, electric, heat, cooling, and building amenities, reducing the number of separate bills to manage. A dedicated basement storage unit, community fitness room, bike storage, and on-site laundry add everyday practicality. Just minutes from downtown, parks, restaurants, and public transit, this condo offers an appealing option for both owner-occupants and investors seeking stable long-term demand in a consistently popular rental area.
- Listing Status:
- Active
- Data Last Updated:
- June 25, 2026 at 7:22AM
- Listing Office:
- Compass - Denver : 303-536-1786
- Listing Agent:
- Chad Goodale : 303-915-4237
- MLS ID:
- 2042287

- Parking: Parking spaces: 0
- Roofing: Other
- General: One
- HOA Amenities: Bike StorageBusiness CenterElevator(s)Fitness CenterLaundryStorageElectricityGasHeatInsuranceMaintenance GroundsMaintenance StructureRecyclingSewerSnow RemovalTrashWater560.0Monthly
- Originating MLS: recolorado
- School District: Denver 1
- County: Denver
- Zoning: C-MX-5GOTHAM CITY CONDOS U-507 STR-565031-18-093
- View: City
- Utilities: Cable AvailableElectricity Connected
- Water: Public
- Sewer: Public Sewer
- Source: recolorado
- Ownership: Individual
- Exclusions: Tenant's Personal Property and Staging Items.
This listing courtesy of Chad Goodale , Compass - Denver
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






