![3-Nitro-4-{[5-(trifluoromethyl)-2-pyridyl]thio}benzaldehyde](data:image/png;base64,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)
| Product Number | 8H66-3-92 |
| CAS | 680218-08-0 |
| MDL Number | MFCD00111122 |
| Molecular Formula | C13H7F3N2O3S |
| Molecular Weight | 328.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-3-92
CAS: 680218-08-0
Molecule Weight: 328.27
Formula: C13H7F3N2O3S
PN: 8H66-1-1F
CAS: 680213-19-8
Molecule Weight: 260.27
Formula: C12H8N2O3S
![1-[3-Nitro-4-(2-pyridylthio)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 8H66-1-0H
CAS: 175137-44-7
Molecule Weight: 274.29
Formula: C13H10N2O3S
![2-{[2-Nitro-4-(trifluoromethyl)phenyl]thio}pyridinium-1-olate](data:image/png;base64,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)
PN: 8H66-3-75
CAS: 97186-47-5
Molecule Weight: 316.25
Formula: C12H7F3N2O3S
![5-Nitro-2-{[5-(trifluoromethyl)pyridin-2-yl]thio}benzaldehyde](data:image/png;base64,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)
PN: 8H66-3-74
CAS: 680579-40-2
Molecule Weight: 328.27
Formula: C13H7F3N2O3S
TSCA: Not listed on TSCA inventory