Nash Indulgence HD40 Sleep Systems, complete bedchair and 4 season duvets available in a wide range of sizes and options. Manufactured around a strong base frame, with steel reinforcement at key tress points. Topped with a comfortable high density 40mm foam mattress and finished with a hollow fibre duvet with body baffles. There’s an additional increase in mattress depth over and around hinge mechanisms. The duvet also features heavy duty crash zips with anti snag baffles, ideal for a quick no nonsense exit. Getting them level is quick and easy with one touch adjustable legs with mud feet.
Features
Selectively reinforced steel frame for greater strength without weight increase
Additional mattress depth over hinge mechanisms
Four season hollow fibre duvet with body baffles
Heavy duty crash zips with anti snag baffles
Smooth nylon underside to duvet for snag free movement when sleeping
Adjustable elastic tension for variable lumbar support
Fast fit elastic toggles for optional Pillows, Shrouds and Mattress Sheets
Detachable mesh valuable pocket – can be fitted either side of the bed
Extended length hinge mechanisms and top mounted compression straps for flat transport
One touch adjustable legs with mud feet
Specifications
Nash Indulgence HD40 Camo Sleep System 6 Leg
Dimensions – 212 (L) x 83 (W) x 32-40cm (H)
Weight – 16.5Kg
Frame dimensions and accessory compatibility identical to back catalogue Indulgence SS3 models
Nash Indulgence HD40 Camo Sleep System 8 Leg
Dimensions – 212 (L) x 83 (W) x 38-51cm (H)
Weight – 18.5Kg
Frame dimensions and accessory compatibility identical to back catalogue Indulgence SS4 models
Nash Indulgence HD40 Camo Sleep System 8 Leg Wide
Dimensions – 212 (L) x 96 (W) x 38-51cm (H)
Weight – 20Kg
Frame dimensions and accessory compatibility identical to back catalogue Indulgence SS4 Wide models
Nash Indulgence HD40 Camo Sleep Systems 8 Leg Emperor
Dimensions – 212 (L) x 115 (W) x 38-51cm (H)
Weight – 24Kg
Frame dimensions and accessory compatibility identical to back catalogue Indulgence Emperor models