![tert-Butyl 4-[2-(2-bromo-4-fluorophenoxy)ethyl]piperazine-1-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-B-0D |
| CAS | 1227955-27-2 |
| MDL Number | MFCD11615818 |
| Molecular Formula | C17H24BrFN2O3 |
| Molecular Weight | 403.292 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory