Εφαρμόζεται σε οποιαδήποτε ξύλινη λουστραρισμένη επιφάνεια, ακόμα και σε μελαμίνες ή laminate εσωτερικά και εξωτερικά του σπιτιού
ΤΡΟΠΟΣ ΧΡΗΣΗΣ![](data:image/png;base64,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)
Με τη βοήθεια του πινέλου βάλτε μικρές ποσότητες στα σημεία που θέλετε να επιδιορθώσετε.
Τυχόν επιπλέον υλικό σκουπίστε το με χαρτί κουζίνας.
Εάν χρειαστεί επαναλλάβετε τη διαδικασία.
έχει τη δυνατότητα ανάμειξης χρωμάτων ώστε να πετύχετε την απόχρωση που θέλετε ακριβώς στη δική σας επιφάνεια
Σε οχτώ χρώματα
Δρυς, Κερασιά, Καφέ, Teak, Wegge, Καρυδί, Λευκό, Μαύρο
Στις φωτογραφίες θα δείτε έναν οδηγό όπου με βάση το λευκό μπορείτε να επιτύχετε χιλιάδες χρωματικούς συνδυασμούς
Το επιδιορθωτικό βερνίκι είναι προηγμένης τεχνολογίας
Οι επιφάνειες που πρόκειται να επιδιορθωθούν δεν χρειάζονται προηγουμένως τρίψιμο ή άλλη προεργασία
- Είναι σύννομο με την Ευρωπαϊκή νομοθεσία ως προς τις πτητικές οργανικές ενώσεις που μπορεί να απορρέουν στο περιβάλλον κατά τη χρήση του
- Είναι κατάλληλο να χρησιμοποιείται και σε παιδικά έπιπλα
- Προστατεύει και αδιαβροχοποιεί απόλυτα το σημείο εφαρμογής
- Αντέχει στο συχνό πλύσιμο και στα προϊόντα καθαρισμού
- Δεν ξεθωριάζει με την έντονη ηλιοφάνεια
- Είναι ελαστικό και δεν σκάει
- Στεγνώνει γρήγορα
- Έχει άριστη εφαρμογή σε όποια γωνία κλίσης και αν εφαρμοστεί
- Μετά από κάθε χρήση να σκουπίζετε καλά το στόμιο συσκευασίας πριν βιδώσετε το καπάκι
- Να φυλάσετε σε σκιερό μέρος
Το επισκευαστικό βερνίκι για χτυπήματα στα έπιπλα εφαρμόζεται σε οποιαδήποτε βερνικωμένη επιφάνεια.
Είναι κατάλληλο για:
- Έπιπλα και ξύλινα δάπεδα
- Ξύλινες επιφάνειες
- Μελαμίνες, laminate
- Επιφάνειες εσωτερικού και εξωτερικού χώρου
Για να δείτε όλα τα προϊόντα της εταιρείας κάντε κλικ ΕΔΩ