![2-[(Trifluoromethyl)sulfanyl]pyridine-4-carbonitrile](data:image/png;base64,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)
| Product Number | 7H66-3-40 |
| Synonyms | 2-(Trifluoromethylthio)isonicotinonitrile |
| CAS | 1204235-06-2 |
| MDL Number | MFCD23382186 |
| Molecular Formula | C7H3F3N2S |
| Molecular Weight | 204.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7H66-3-40
CAS: 1204235-06-2
Molecule Weight: 204.17
Formula: C7H3F3N2S
![4-Methyl-6-[(trifluoromethyl)sulfanyl]pyridin-3-amine](data:image/png;base64,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)
PN: 7H66-3-49
CAS: 1204234-53-6
Molecule Weight: 208.2
Formula: C7H7F3N2S
![4-Methyl-6-[(trifluoromethyl)sulfanyl]pyridine-3-carbonitrile](data:image/png;base64,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)
PN: 7H66-3-50
CAS: 1204234-83-2
Molecule Weight: 218.2
Formula: C8H5F3N2S
TSCA: Not listed on TSCA inventory