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)
| Product Number | 4H54-3-Z3 |
| Purity | 97 % |
| CAS | 78857-86-0 |
| MDL Number | MFCD00060712 |
| Molecular Formula | C21H22F3N3O9 |
| Molecular Weight | 517.414 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 171 ℃
Hazard Statement: H315-H319-H335-H317
TSCA: Not listed on TSCA inventory