Specs
- New or used
- Used
- Location
- Indian Motorcycle® of Daytona Beach
- Colour
- WHI/BLK
- Displacement
- 1,917 ccDealer: 117 cu in
- Mileage
- 9,701 mi
- Wheelbase
- 64 in
- Ground clearance
- 5.1 in
- Fuel capacity
- 6 gal
- VIN
- 1HD1PXL10MB951370
- Stock #
- UHD951370R
All details from the dealer (38)
- Availability
- Unknown
- Vehicle Type
- Motorcycle / Scooter
- Family
- Grand American Touring
- ABS Option
- Standard
- Security Option
- Standard
- Cruise Control Option
- Standard
- Bore
- 4.075 in.
- Stroke
- 4.5 in.
- Compression Ratio
- 10.2:1
- Fuel System
- Electronic Sequential Port Fuel Injection (ESPFI)
- Exhaust
- Dual, with crossover
- Length
- 95.9 in.
- Seat Height, Laden
- 26.1 in.
- Rake (steering head) (deg)
- 26
- Trail
- 6.7 in.
- Tires, Front Specification
- BW 130/60B19 61H
- Tires, Rear Specification
- BW 180/55B18 80H
- Oil Capacity (w/filter)
- 5 qt.
- Weight, As Shipped
- 831 lb.
- Weight, In Running Order
- 866 lb.
- Luggage Capacity -Volume
- 2.4 cu ft
- Engine Torque Testing Method
- J1349
- Engine Torque
- 126 ft-lb
- Engine Torque (rpm)
- 3750
- Lean Angle, Right (deg.)
- 32
- Lean Angle, Left (deg.)
- 31
- Fuel Economy: Combined City/Hwy
- 41 mpg
- Primary Drive
- Chain, 34/46 ratio
- Gear Ratios (overall) 1st
- 9.593
- Gear Ratios (overall) 2nd
- 6.65
- Gear Ratios (overall) 3rd
- 4.938
- Gear Ratios (overall) 4th
- 4
- Gear Ratios (overall) 5th
- 3.407
- Gear Ratios (overall) 6th
- 2.875
- Wheel Type, Optional Style
- Charcoal Gray Fugitive
- Wheel Type, Front
- Gloss Black and contrast Chrome Fugitive
- Wheels Type, Rear
- Gloss Black and contrast Chrome Fugitive
- Brakes, Caliper Type
- 32 mm, 4-piston fixed front and rear
Price history
Tracked since Oct 3, 2026 · last checked 14m ago
Price details as printed by the dealer
- Custom Color Option$40,599
- California Emissions$200
- Freight$435
Throttle does not add these up.
Timeline
First seen
Oct 3, 2026
Market context
Comp set: 2019–2023 Harley-Davidson FLHXSE · 1 listing
Fewer than three comparable units are indexed, so there is no honest median to compare against yet. We would rather show nothing than a number we cannot stand behind.