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)
| Product Number | 4857-3-X8 |
| Purity | 97 % |
| CAS | 17794-48-8 |
| MDL Number | MFCD00029782 |
| Molecular Formula | C10H8F3NO3 |
| Molecular Weight | 247.173 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 134-138 ℃
TSCA: Not listed on TSCA inventory