![Ethyl 2-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]thio-3-(dimethylamino)acrylate](data:image/png;base64,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)
| Product Number | 8H66-7-38 |
| CAS | 338422-75-6 |
| MDL Number | MFCD00664271 |
| Molecular Formula | C13H14ClF3N2O2S |
| Molecular Weight | 354.77 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-7-38
CAS: 338422-75-6
Molecule Weight: 354.77
Formula: C13H14ClF3N2O2S
![Ethyl {2-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]thio}acetate](data:image/png;base64,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)
PN: 8866-7-01
CAS: 338422-70-1
Molecule Weight: 299.69
Formula: C10H9ClF3NO2S
![Methyl [[3-chloro-5-(trifluoromethyl)pyridin-2-yl]sulfanyl]acetate](data:image/png;base64,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)
PN: 8H66-7-0B
CAS: 1024368-23-7
Molecule Weight: 285.67
Formula: C9H7ClF3NO2S
![{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]thio}acetic acid](data:image/png;base64,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)
PN: 8H66-7-X5
CAS: 338422-73-4
Molecule Weight: 271.64
Formula: C8H5ClF3NO2S
Melting Point: 102-105 ℃
TSCA: Not listed on TSCA inventory