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Product 4658-1-99
Methyl 3-[4-(dimethylamino)phenyl]-2-acetamidopropanoate
Product Number
4658-1-99
CAS
MDL Number
MFCD28122603
Molecular Formula
C14H20N2O3
Molecular Weight
264.325
Pricing
Details
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Properties
Melting Point:
120-121 ℃
Downloads
Safety
Regulatory
TSCA
: Not listed on TSCA inventory
Download Certificate of Analysis
Lot Number
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![Methyl 3-[4-(dimethylamino)phenyl]-2-acetamidopropanoate](data:image/png;base64,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)