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Product 8H66-3-92
3-Nitro-4-{[5-(trifluoromethyl)-2-pyridyl]thio}benzaldehyde
Product Number
8H66-3-92
CAS
680218-08-0
MDL Number
MFCD00111122
Molecular Formula
C13H7F3N2O3S
Molecular Weight
328.27
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-Nitro-4-{[5-(trifluoromethyl)-2-pyridyl]thio}benzaldehyde](data:image/png;base64,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)