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Product 4H07-9-18
3-Bromo-2-(4-methoxyphenyl)imidazo[1,2-a]pyridine
Product Number
4H07-9-18
CAS
138023-17-3
MDL Number
MFCD06245411
Molecular Formula
C14H11BrN2O
Molecular Weight
303.159
Pricing
Details
Units
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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![3-Bromo-2-(4-methoxyphenyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)