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Product 4648-5-0D
Ethyl 2-[(2,6-dichlorophenyl)formamido]acetate
Product Number
4648-5-0D
Purity
95 %
CAS
329931-03-5
MDL Number
MFCD00793743
Molecular Formula
C11H11Cl2NO3
Molecular Weight
276.11
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![Ethyl 2-[(2,6-dichlorophenyl)formamido]acetate](data:image/png;base64,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)