![5-Chloro-2-[(trifluoromethyl)sulfanyl]pyridin-3-amine](data:image/png;base64,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)
| Product Number | 7H66-7-22 |
| Synonyms | 5-Chloro-2-(trifluoromethylthio)pyridine-3-amine |
| CAS | 1204234-98-9 |
| MDL Number | MFCD23382190 |
| Molecular Formula | C6H4ClF3N2S |
| Molecular Weight | 228.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7H66-7-22
CAS: 1204234-98-9
Molecule Weight: 228.62
Formula: C6H4ClF3N2S
![5-Chloro-2-[(trifluoromethyl)sulfanyl]pyridine](data:image/png;base64,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)
PN: 7H66-7-07
CAS: 1204234-65-0
Molecule Weight: 213.6
Formula: C6H3ClF3NS
![2-[(Trifluoromethyl)sulfanyl]pyridin-3-amine](data:image/png;base64,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)
PN: 7H66-3-29
CAS: 1153767-00-0
Molecule Weight: 194.18
Formula: C6H5F3N2S
![3,5-Dichloro-2-[(trifluoromethyl)sulfanyl]pyridine](data:image/png;base64,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)
PN: 7H66-7-13
CAS: 1204234-58-1
Molecule Weight: 248.04
Formula: C6H2Cl2F3NS
![3-Bromo-5-chloro-2-[(trifluoromethyl)sulfanyl]pyridine](data:image/png;base64,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)
PN: 7H66-F-01
CAS: 1204234-76-3
Molecule Weight: 292.5
Formula: C6H2BrClF3NS
TSCA: Not listed on TSCA inventory