![](/userfiles/image/www/grid_07.jpg)
|
|
|
|
Venecja MAX |
![](/userfiles/image/www/telefon_03.png) |
|
![](data:image/png;base64,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)
Ze względu na charakter produktu układ poszczególnych kostek w warstwach może sie różnić.
***Podane ceny w materiałach reklamowych obowiązują do wyczerpania zapasów
Parametry techniczne, |
grubość 6,5 cm |
Ilość na jednej palecie [m2] |
12,312 |
Ilość na jednej palecie [szt] |
240 |
Ilość wartw na jednej palecie |
12 |
|
![](images/zpo_30a.png) |
|
|
|
|