Price Reduction - Views
Address
1052 Hemlock Rd @ Heavenly Valley Newbury Park, CA
Price
$ 135,000
Property Attributes
  • MLS#217008528
  • TypeLand
  • CountyVENTURA
  • CityNewbury Park
  • AreaNewbury Park
  • NeighborhoodVentu Park-124
  • Zip91320
  • StyleResidential
  • Price$ 135,000
  • Bedrooms0
  • Full Bathrooms0
  • Half Bathrooms0
  • Lot Size10,890 SqFt
Listing Provided Courtesy Of:
Keller Williams Exclusive Properties
Property Description

Amazing Views of Newbury Park and the Conejo Valley from the top of the hill! Great single lot surrounded by View Homes. Utilities are closeby in the street. Subject site is located on the south side of Hemlock Lane between Acacia and Heavenly Valley Roads. Lot frontage apx 50', by over 200' deep. Geological and Geotechnical Engineering Investigation for Proposed Single-Family Residence dated 12/30/04 available for inspection.

Elementary School Middle School High School
Unknown Elementary School Unknown Middle School Unknown High School
Price History
7/13/2017 Listed $160,000
1/11/2018 16% - $135,000

General Features

Master Area Conejo Valley
Property Type D
Subdivision Ventu Park-124 - 124
Usage: Potential Use Residential
Usage: Present Use Residential
Water: Water District TBA
Zoning Ra

Interior Features

Electric Available
Gas Natural Available

Exterior Features

Lot Description Lot Shape-Rectangle, Street Lighting, Street Paved, Street Public
Lot Location Hillside
Sewer In Street
Topography Up Slope
Topography Map Yes
View Yes
View Type City Lights View, Mountain View, Valley View
Water Public

Amenities

  • Foreclosure
  • Views
  • Short Sale
  • New Construction
  • Adult
  • Lease To Own
  • No HOA Fees
  • Furnished
  • Pets
  • Master On Main
  • Air Conditioning
  • Seller Finance
  • Green
  • Fixer Upper
  • Horse
  • Golf
  • Fireplace
  • Deck
  • Garage
  • Basement
  • Pool

Property vs Zip Code Average in 91320

Price
AVG $620K
$140K
Visits
AVG 15
18

Looking for more comfortable experience?

Check out our mobile application and browse the properties as no other.