![(3-Chlorophenyl){4-[3-(trifluoromethyl)pyridin-2-yl]piperazino}methanone](data:image/png;base64,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)
| Product Number | 4H17-7-41 |
| CAS | 260367-98-4 |
| MDL Number | MFCD01314417 |
| Molecular Formula | C17H15ClF3N3O |
| Molecular Weight | 369.77 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory