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Product 8H60-3-1P
Potassium {4-[(1,3-dioxo-2,3-dihydro-1H-isoindol-2-yl)methyl]phenyl}trifluoroboranuide
Product Number
8H60-3-1P
Synonyms
Potassium {4-[(1,3-dioxoisoindol-2-yl)methyl]phenyl}trifluoroboranuide
CAS
MDL Number
MFCD27957313
Molecular Formula
C15H10BF3KNO2
Molecular Weight
343.15
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: Not listed on TSCA inventory
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![Potassium {4-[(1,3-dioxo-2,3-dihydro-1H-isoindol-2-yl)methyl]phenyl}trifluoroboranuide](data:image/png;base64,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)