17420 Pioneer Road, Greenville, CA 95971
3
2|House
NZD $566,791
USD $315,000
Published on: 06 Jun 2026
Last updated on: 02 Nov 2026
Property ID: 110108574803
Translate to English
Greenville, CA
17420 Pioneer Road, Greenville, CA 95971
Charming 3-bedroom, 2-bath home in the desirable Mt. Hough Estates! This property features a 2-car garage with plenty of room for all your toys and sits on a spacious 0.64-acre lot. Enjoy ample yard space and start your mornings sipping coffee on the porch while taking in stunning views of Mt. Hough and beautiful Indian Valley. Inside, you'll find an open-concept layout with stainless steel appliances in the kitchen, perfect for entertaining or everyday living. Conveniently located just a short drive to Lake Almanor, this home would make an excellent full-time residence or a peaceful mountain getaway.
Property Details
Basic Info
Basic Info
Property Type
House
Listing Status
Active
Building Size
178.00 m2
Year Built
1978
Rooms
3 bedroom(s), 2 bathroom(s)
County
Plumas
Provider
Engel & Völkers
Brokerage Office Name
Engel & Volkers Truckee
Brokerage Office Phone
5306700018
Address
17420 Pioneer Road, Greenville, CA 95971
Contact Agent
Contact Agent
Email enquiry to Engel & Volkers Truckee
ALEXUS J VAUGHN
Truckee, CA
What's your enquiry about?
By clicking "Submit", you accept our Privacy Policy and acknowledge that as the agent for this property is located overseas, your information may not be handled in accordance with the privacy laws applicable to this website.
Property ID: 110108574803
Original Property ID: 3yd-EV-2600007Data provided by Engel & Völkers, MLS #: 2600007
* THIS SERVICE MAY CONTAIN TRANSLATIONS POWERED BY GOOGLE. GOOGLE DISCLAIMS ALL WARRANTIES RELATED TO THE TRANSLATIONS, EXPRESS OR IMPLIED, INCLUDING ANY WARRANTIES OF ACCURACY, RELIABILITY, AND ANY IMPLIED WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT.
Copyright © 2026 Engel & Völkers. All rights reserved. All information provided by the listing agent/broker is deemed reliable but is not guaranteed and should be independently verified.