The most versatile European channel window and door system with a wide range of profiles and opening possibilities.
An economical solution for moderate climates.
GENERAL DESCRIPTION
- 45mm frames.
- 47 mm blades.
- Reference section from 91.5 mm.
- Sash and frame corners assembled with high quality squares.
- High-quality, self-made hardware, accessories and gaskets.
- Aesthetics of curved lines.
- Wide range.
THEORETICAL AVERAGE THICKNESS
WINDOW: 1.4 mm
DOOR: 1.5 mm
* Consult weight and maximum dimensions according to type
BLADE HEIGHT (H)= 2400 mm
Minimum sash width (L)= 450 mm
Test carried out for 4/10/4 glass according to EN-ISO 140-3.
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 practicable leaves of 1230 x 1480 mm.
![](data:image/jpeg;base64,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)
OSCILLABATING PRACTICAL
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PARALLEL
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PRACTICABLE
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PROJECTANT
![](data:image/jpeg;base64,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)
PIVOTING