A+/Squix applicators
Squix series applicators
![Image result for cab.de a1000 applicator](data:image/jpeg;base64,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)
Applicator A1000 - Real-time application
Combined with the A2+, A4+ and A6+ printers the A1000 applicator means a cost-effective solution - for both semi-automatic operation and integration into product lines. For operation compressed air of 4,5 bar is needed.
Applicator |
A1000-220 |
A1000-300 |
A1000-400 |
Usage |
A2+, A4+, A6+ |
A2+, A4+, A6+ |
A2+, A4+, A6+ |
Cylinder stroke mm |
220 |
300 |
400 |
Tamp stroke below
device mm |
70 |
150 |
250 |
Compressed air bar |
4.5 |
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