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Product Search Data Sheet
DSS1ZB32A681Q55B “#” indicates a package specification code.
Note: This datasheet may be out of date.
Please download the latest datasheet of DSS1ZB32A681Q55%23 from the official website of Murata
Manufacturing Co., Ltd.
http://www.murata.com/en-US/products/productdetail?partno=DSS1ZB32A681Q55%23
Attention
1.This datasheet is downloaded from the website of Murata Manufacturing Co., Ltd. Therefore, it’s specifications are subject to change or our products in it may be discontinued
without advance notice. Please check with our sales representatives or product engineers before ordering.
2.This datasheet has only typical specifications because there is no space for detailed specifications.
Therefore, please review our product specifications or consult the approval sheet for product specifications before ordering.
URL : https://www.murata.com/ Last updated08/16/2020
Product Data
Insertion Loss Characteristics Insertion Loss Characteristics (Main Items)
Equivalent Circuit
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