Coplanar to the outside in curved and straight sheet.Its European channel makes it possible to incorporate all types of hardware, from hidden hinges to security hardware.
Our perimeter slide par excellence.
GENERAL DESCRIPTION
- 40mm frames.
- 47 mm blades.
- 89 mm reference section.
- Frame and sash corners assembled with high performance squares.
- High-quality fittings, accessories and gaskets manufactured in-house.
- Straight line and curved aesthetics.
- Coplanar to the outside in curved and straight sheet
- Wide range.
THEORETICAL AVERAGE THICKNESS
120 kg
* Consult weight and maximum dimensions according to type and location of the door or window.
BLADE WIDTH (L)= 1500 mm*
SHEET HEIGHT (H)= 2400 mm*
* Consult weight and maximum dimensions according to type and location of the window or door.
Rw= 32 (-1; -5) dB - 38 (-1; -4) dB
According to annex B of the EN 14351-1 standard for areas ≤ 2.7 m2.
AIR PERMEABILITY
WATER-TIGHTNESS
WIND RESISTANCE
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)
Test carried out on a window with two sliding panels of 2400 x 2200 mm.* Class C3 with reinforcements in central node - Class B2 without reinforcements.
![](data:image/jpeg;base64,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)
practicable Oscillating
![](data:image/jpeg;base64,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)
Tilt-Parallel
![](data:image/jpeg;base64,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)
Tilt-Parallel
![](data:image/jpeg;base64,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)
Projecting