![2'-(Trifluoromethyl)-[1,1'-biphenyl]-2-amine hydrochloride](data:image/png;base64,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)
| Product Number | 3830-7-41 |
| CAS | 1208620-12-5 |
| MDL Number | MFCD08443610 |
| Molecular Formula | C13H11ClF3N |
| Molecular Weight | 273.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory