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Product 3H37-3-92
2-(4-Fluorophenyl)-7-methylimidazo[1,2-a]pyridine-8-carbonitrile
Product Number
3H37-3-92
CAS
MDL Number
MFCD30481139
Molecular Formula
C15H10FN3
Molecular Weight
251.264
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![2-(4-Fluorophenyl)-7-methylimidazo[1,2-a]pyridine-8-carbonitrile](data:image/png;base64,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)