$3,100/mo

1830 N Vineyard Avenue A, Ontario, CA 91764

  • 3 beds |
  • 3 baths |
  • 1,512 sqft
  • Property Icon Rental
  • Property Year Built Icon Built in ——
  • Property Lot Size Icon —— sqft lot
  • Property Parking Icon 2 car garage
  • Property Price Per Square Feet Icon $2/sqft
  • Property List Date Icon Listed 3 months ago

Property Description

Well maintained condo, 3 bedrooms, 2 1/2 bathrooms, upgraded kitchen, upgraded bathrooms... Nice floor plan, the living room with a gas fireplace, crown molding all around, three large windows filling with an abundance of natural lights; an enclosed, good sized front yard sitting outside of the dining room, feeling the breeze of the fresh... All bedrooms are upstairs. A ceiling fan hanging down from the high ceiling in the center of the master bedroom, the sunbeams shines through the slowly rotating fan blades..., comfort and warm! Laundry area upstairs, save time for enjoying the life! No pets, no smoking.

Listing Status:
Active
Listing Office:
IRN REALTY :
Listing Agent:
ZU-CHEN TSI : 909-859-5177
MLS ID:
CV25168729
  • Appliances: DishwasherRefrigerator
  • Flooring: Linoleum/VinylTile
  • A/C: Central Forced Air
  • Fireplace: FP in Living Room
  • Pool: Community/Common
  • Parking: Parking spaces: 2
  • Roofing: Tile/Clay
  • General: 2 Story
  • Originating MLS: California Regional MLS
  • County: San Bernardino
  • Zoning: Assessor0209422460000
  • Restrictions: CC&R's
  • Source: California Regional MLS

This listing courtesy of ZU-CHEN TSI, IRN REALTY

Location

Schools Nearby

L

Los Amigos Elementary School

8496 9th St, Rancho Cucamonga, CA, 91730

Grades KG-5

0.69 miles away

R

Rancho Cucamonga Middle School

10022 Feron Blvd, Rancho Cucamonga, CA, 91730

Grades 6-8

1.40 miles away

Disclaimer: School and School District information courtesy of the National Center for Education Statistics (NCES). School boundaries may change. Proximity to listed schools does not guarantee enrollment eligibility. Contact the school district for more information and exact boundaries.

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