4.5 cm (1.8") fullrange speaker with
black aluminium diaphragm and
transparent plastic basket with two
mounting holes. Balanced frequency
response and very good low range
reproduction. Suitable for applications where
slim construction and good
musik and speech reproduction are requested.
Technical Data:
![](data:image/png;base64,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)