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)
| Product Number | 3830-3-57 |
| Synonyms | 2-[4-(Trifluoromethyl)phenyl]ethylamine |
| Purity | 98 % |
| CAS | 775-00-8 |
| MDL Number | MFCD01529875 |
| Molecular Formula | C9H10F3N |
| Molecular Weight | 189.181 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory