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Product 8669-3-0E
[(Oxido)phenyl(trifluoromethyl)-lambda4-sulfanylidene]dimethylammonuim tetrafluoroborate
Product Number
8669-3-0E
Purity
98 %
CAS
1046786-08-6
MDL Number
MFCD12545962
Molecular Formula
C9H11BF7NOS
Molecular Weight
325.05
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![[(Oxido)phenyl(trifluoromethyl)-lambda4-sulfanylidene]dimethylammonuim tetrafluoroborate](data:image/png;base64,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)