![2-[[6-Chloro-4-(trifluoromethyl)pyridin-2-yl]sulfanyl]propionic acid](data:image/png;base64,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)
| Product Number | 8H66-7-0E |
| CAS | 1053656-40-8 |
| MDL Number | MFCD11052386 |
| Molecular Formula | C9H7ClF3NO2S |
| Molecular Weight | 285.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory