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)
| Product Number | 4H32-3-0B |
| CAS | 2379918-38-2 |
| MDL Number | MFCD31812097 |
| Molecular Formula | C7H7FN2O |
| Molecular Weight | 154.144 |
| 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