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)
| Product Number | 3731-B-01 |
| Synonyms | [2-(3-Bromophenyl)ethyl]-(4-fluorophenyl)amine |
| Purity | 97 % |
| CAS | 885270-45-1 |
| MDL Number | MFCD04114498 |
| Molecular Formula | C14H13BrFN |
| Molecular Weight | 294.167 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory