$1,600/mo

26 Arbor Lake Park, Ormond Beach, FL 32174

  • 2 beds |
  • 2 baths |
  • 931 sqft
  • Property Icon Rental
  • Property Year Built Icon Built in 1985
  • Property Lot Size Icon1,054sqft lot
  • Property Parking Icon —— car garage
  • Property Price Per Square Feet Icon $2/sqft
  • Property List Date Icon Listed 8 days ago

Property Description

This lovely two bedroom, two bath townhouse is located in the heart of Ormond Beach, is ready for move-in now!. Cathedral ceilings, skylights, open floor plan in a nice park like setting makes this the perfect home. Close to The Trails Shopping Plaza and across the street from Ormond Beach Nova Community Park. Must qualify: background check, rental history, proof of income.Available to rent January 1st, 2026. Tenant occupied until January 1st.

Listing Status:
Active
Date Added:
December 9, 2025 at 06:00AM
Listing Office:
Daytona Beach Real Estate LLC : 386-527-9787
Listing Agent:
Ray Toutounchian : 386-527-9787
MLS ID:
1220687
  • Appliances: Electric RangeRefrigerator
  • A/C: Central AirElectric
  • Heating: CentralElectricHeat Pump
  • Parking: Other
  • Originating MLS: Daytona Beach Area Association of REALTORS®
  • County: Volusia
  • Zoning: 4216-07-00-0420
  • Utilities: Electricity AvailableSewer AvailableWater Available
  • Water: Public
  • Source: Daytona Beach Area Association of REALTORS®

This listing courtesy of Ray Toutounchian, Daytona Beach Real Estate LLC

Location

Schools Nearby

T

Tomoka Elementary School

999 Old Tomoka Rd, Ormond Beach, FL, 32174

Grades PK-5

1.16 miles away

O

Ormond Beach Middle School

151 Domicilio Ave, Ormond Beach, FL, 32174

Grades 6-8

1.49 miles away

P

Pace Center for Girls

208 Central Ave, Ormond Beach, FL, 32174

Grades 6-12

1.74 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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