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GPR GUTTAPERCHA REMOVER
Σύστημα μηχανοκίνητων εργαλείων για την εύκολη και αποτελεσματική αφαίρεση της έμφραξης γουταπέρκας από το ριζικό σωλήνα, σε 2 βήματα.
Το σύστημα αφαίρεσης γουταπέρκας GPR αποτελείται από:
• 2 μηχανοκίνητες ρίνες από ανοξείδωτο ατσάλι:
- 1S, μέγεθος 70 κωνικότητα 0,04
- 2S, μέγεθος 50 κωνικότητα 0,04.
Χρησιμοποιούνται για το πρώτο βήμα κατά την αφαίρεση της γουταπέρκας.
• 2 μηχανοκίνητες ρίνες από NiTi:
- 3Ν, μέγεθος 40 κωνικότητα 0,04
- 4Ν, μέγεθος 30 κωνικότητα 0,04
Χρησιμοποιούνται για το δεύτερο βήμα αφαίρεσης της γουταπέρκας.
Αυτές οι ρίνες NiTi έχουν θερμικά επεξεργασμένο άκρο εργασίας 5mm και χαρακτηρίζονται από υπερελαστικότητα και μνήμη σχήματος, γεγονός που αυξάνει την ευλυγισία τους και την αντίστασή τους στην κόπωση.
Χαρακτηριστικά
| Technical | |
| Συσκευασία | <p><img 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| Χαρακτηριστικά | <p>• Δεν ασκεί πιέσεις, είναι ευκολόχρηστο<br></p><p>• Γρήγορη και δυναμική αφαίρεση</p><p>• Δεν χρειάζεται έλεγχος ροπής και αναστροφή</p><p>• Δεν χρειάζονται διαλυτικά</p><p>• Μέγιστη επιτρεπτή ταχύτητα: 1000 ± 500 min-1</p> |