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Product 3H31-B-0G
3-Bromo-2-(4-fluorophenyl)imidazo[1,2-a]pyridine
Product Number
3H31-B-0G
CAS
158958-74-8
MDL Number
MFCD06808533
Molecular Formula
C13H8BrFN2
Molecular Weight
291.123
Pricing
Details
Units
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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-fluorophenyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)