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Product 6H01-B-07
4-Bromo-2-(hydroxymethyl)-3-(trifluoromethyl)benzo[b]thiophene
Product Number
6H01-B-07
CAS
2090735-13-8
MDL Number
MFCD29432913
Molecular Formula
C10H6BrF3OS
Molecular Weight
311.12
Pricing
Details
Units
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Properties
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TSCA
: Not listed on TSCA inventory
Download Certificate of Analysis
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![4-Bromo-2-(hydroxymethyl)-3-(trifluoromethyl)benzo[b]thiophene](data:image/png;base64,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)