![4-[(1S)-1-Amino-2,2,2-trifluoroethyl]phenol](data:image/png;base64,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)
| Product Number | 4630-3-22 |
| Synonyms | (S)-4-(1-Amino-2,2,2-trifluoroethyl)phenol |
| Purity | 96 % |
| CAS | 1187928-59-1 |
| MDL Number | MFCD09251102 |
| Molecular Formula | C8H8F3NO |
| Molecular Weight | 191.153 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory