![1-[4-(Trifluoromethyl)pyrimidin-2-yl]homopiperazine](data:image/png;base64,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)
| Product Number | 3H32-3-U3 |
| CAS | 238403-48-0 |
| MDL Number | MFCD00728997 |
| Molecular Formula | C10H13F3N4 |
| Molecular Weight | 246.237 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 48-50 ℃
TSCA: Not listed on TSCA inventory