![Methyl 2-{[3-chloro-5-(trifluoromethyl)pyridin-2-yl]thio}benzoate](data:image/png;base64,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)
| Product Number | 8H66-7-03 |
| Synonyms | 3-Chloro-2-{[2-(methoxycarbonyl)phenyl]sulfanyl}-5-(trifluoromethyl)pyridine |
| CAS | 385383-52-8 |
| MDL Number | MFCD03001227 |
| Molecular Formula | C14H9ClF3NO2S |
| Molecular Weight | 347.74 |
| Units | Price (USD) | Availability |
|---|
PN: 8H66-7-03
CAS: 385383-52-8
Molecule Weight: 347.74
Formula: C14H9ClF3NO2S
![2-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]thio}nicotinic acid](data:image/png;base64,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)
PN: 8H66-7-02
CAS: 303149-99-7
Molecule Weight: 334.7
Formula: C12H6ClF3N2O2S
![4-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]thio}aniline](data:image/png;base64,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)
PN: 7H66-3-X3
CAS: 581792-83-8
Molecule Weight: 304.72
Formula: C12H8ClF3N2S
Melting Point: 101-102 ℃
TSCA: Not listed on TSCA inventory