![1-[4-(3-Chloro-5-trifluoromethyl-pyridin-2-yl)-piperazin-1-yl]-propenone](data:image/png;base64,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)
| Product Number | 4H48-7-2J |
| CAS | 339102-22-6 |
| MDL Number | MFCD01443893 |
| Molecular Formula | C13H13ClF3N3O |
| Molecular Weight | 319.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory