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)
| Product Number | 4H17-7-46 |
| Purity | 97 % |
| CAS | 338399-95-4 |
| MDL Number | MFCD00793846 |
| Molecular Formula | C14H12Cl2F3N5O |
| Molecular Weight | 394.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 94-97 ℃
TSCA: Not listed on TSCA inventory