Balltop matrix inc. O-ring f. Mini Balltop,

Description

Open matrix with red O ring 650 g shearing force.

Product number: 635489
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Product information "Balltop matrix inc. O-ring f. Mini Balltop,"

Open metal matrix with red O ring 650 g shearing force for polymerisation in overdentures. D = 5.1 mm H = 2.6 mm.

Accessories

Lab analogue for mini implant balltop,
Titanium replication element for accurate replication of implant position for Mini balltop range implants. For the closed impression technique. 
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Balltop matrix incl. O-ring for Mini balltop, closed,
 Closed metal matrix with red O ring 650 g shearing force for polymerisation in overdentures. D = 5.1 mm H = 4.1 mm.
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Transfer cap for Mini implant balltop,
Made from acrylic, the closed impression of the Impla Mini Balltop facilitates implants and repositions of the master model, with the help of Mini Balltop lab implants.
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Mini Implant balltop 2.5/13.0 mm, sterile,
Variante: 2,5 mm / 13 mm
Just like their two part cousin, the single part implants in the IMPLA Mini range also have a high quality sanded and etched surface. Depending on the clinical case in question, the mini implants are also suitable for transgingival insertion, due to their size and shape. The short drilling protocol reduces the amount of surgery time needed. IMPLA Min implants are an economic alternative to two part implants. Benefits: The Mini balltop is perfectly suited for fixing full prostheses of diameter 2.10 mm ans 2.50 mm, ideal for minimally invasive insertion. Highly pure, sanded and etched surface for safe osseointegration. Self-tapping thread for fast, simple fitting.
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O-ring red for balltop matrix,
For open or closed matrices with 650 g shearing force.
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O-ring green for balltop matrix,
For open or closed matrices with 450 g shearing force.
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retention cap, large, for resin curing, for resin curing
Various inner matrices can be screwed into the retention cap using this specially made torque wrench. If the inner matrix gets worn out, they can be replaced easily, without having to change the inner matrix.
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