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)
| Product Number | 3731-3-03 |
| Synonyms | [2-(4-Fluorophenyl)ethyl]methylamine |
| Purity | 96 % |
| CAS | 459-28-9 |
| MDL Number | MFCD06738717 |
| Molecular Formula | C9H12FN |
| Molecular Weight | 153.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory