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Product 8660-1-91
tert-Butyl({[2-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methyl})amine
Product Number
8660-1-91
CAS
MDL Number
MFCD28122659
Molecular Formula
C17H28BNO2
Molecular Weight
289.23
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![tert-Butyl({[2-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methyl})amine](data:image/png;base64,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)