420 12th Ave SE 400, Cedar Rapids, IA 52401
- 3 beds |
- 2 baths |
- 2,484 sqft
Condominium
Built in 2016
—— sqft lot
2 car garage
$330/sqft
Listed 8 days ago
Property Description
Experience elevated urban living in the heart of NewBo in this striking industrial modern condo offering 2,484 sq ft, 3 bedrooms, and 2 baths. Designed for true loft-style living, this unique residence features soaring 12’ ceilings and expansive windows, flooding the space with natural light and framing the open-concept design beautifully. With a secure entrance, the elevator opens directly into the unit, creating an exclusive and effortless arrival experience. Entertaining will be a breeze with a large kitchen offering island seating, paired with a thoughtfully designed bar featuring a convenient wine rack, beverage coolers and great storage for hosting. Modern finishes throughout complete the space with a clean, elevated feel. Enjoy seamless indoor-outdoor living on the impressive 800 sq ft private rooftop deck, complete with a pass-through window to the kitchen, motorized awning, fire table, built-in grill, and hot tub — all set above the vibrant NewBo district. Pet friendly and ideally located near shopping, dining, entertainment, and trails, this condo delivers the best of downtown living with a sophisticated edge.
- Listing Status:
- Active
- Date Added:
- May 12, 2026
- Data Last Updated:
- May 20, 2026 at 9:19PM
- Listing Office:
- SKOGMAN REALTY : 319-366-6427
- Listing Agent:
- Lori Frett : 319-366-6427
- MLS ID:
- 2603236
- General: Hot Tub
- Style: High Rise
- Other Structures: Deck
- Parking: AttachedGarageHeated GarageGarage Door Opener
- General: BrickBlockFrameMasonryMetal FrameConcreteStone
- HOA Amenities: 783.0Monthly
- Originating MLS: CDR_CDR
- County: Linn
- Zoning: Salon Lofts on 12th Condo Unit B-4142725900701008
- Water: Public
- Sewer: Public Sewer
- Source: CDR_CDR
This listing courtesy of Lori Frett , SKOGMAN REALTY
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $
