7 cm (2.8") full-range-speaker with perfect
price-performance ratio for installation in confined spaces.
Balanced
frequency response and high efficiency with low installation depth.
Typical Applications:
- Monitoring speaker for electronic devices
- Model construction
- Communication technology
Technical Data:
![](data:image/png;base64,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)