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Product 4H17-9-0F
3-Bromo-7,8-dihydro-7,7-dimethyl-5H-pyrido[3,2-b]indol-9(6H)-one
Product Number
4H17-9-0F
CAS
MDL Number
MFCD31621099
Molecular Formula
C13H13BrN2O
Molecular Weight
293.164
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![3-Bromo-7,8-dihydro-7,7-dimethyl-5H-pyrido[3,2-b]indol-9(6H)-one](data:image/png;base64,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)