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)
| Product Number | 3H30-3-20 |
| Synonyms | 2-(3-Aminophenyl)-5-(trifluoromethyl)pyridine |
| CAS | 886361-00-8 |
| MDL Number | MFCD08276968 |
| Molecular Formula | C12H9F3N2 |
| Molecular Weight | 238.213 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 84-86 ℃
TSCA: Not listed on TSCA inventory