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)
| Product Number | 3H30-3-Z2 |
| Purity | 97 % |
| CAS | 884507-35-1 |
| MDL Number | MFCD09817481 |
| Molecular Formula | C14H13F3N2 |
| Molecular Weight | 266.267 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 89-90.5 ℃
TSCA: Not listed on TSCA inventory