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Product 4H48-5-52
(2-Chloropyridin-3-yl)[4-(2-methoxyphenyl)piperazino]methanone
Product Number
4H48-5-52
CAS
260442-79-3
MDL Number
MFCD01341254
Molecular Formula
C17H18ClN3O2
Molecular Weight
331.8
Pricing
Details
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Price (USD)
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Properties
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TSCA
: Not listed on TSCA inventory
Download Certificate of Analysis
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![(2-Chloropyridin-3-yl)[4-(2-methoxyphenyl)piperazino]methanone](data:image/png;base64,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)