![4-{[4-(Trifluoromethyl)piperidin-1-yl]acetyl}-1H-pyrrole-2-carboxaldehyde](data:image/png;base64,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)
| Product Number | 4H17-3-95 |
| CAS | 1000339-90-1 |
| MDL Number | MFCD09864685 |
| Molecular Formula | C13H15F3N2O2 |
| Molecular Weight | 288.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 142-144 ℃
TSCA: Not listed on TSCA inventory