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)
| Product Number | 4H54-3-Y2 |
| Purity | 97 % |
| CAS | 1692-79-1 |
| MDL Number | MFCD00052908 |
| Molecular Formula | C12H13F3N2O2 |
| Molecular Weight | 274.243 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 48-50 ℃
TSCA: Not listed on TSCA inventory