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)
| Product Number | 3H32-7-3V |
| Purity | 97 % |
| CAS | 339013-58-0 |
| MDL Number | MFCD00793215 |
| Molecular Formula | C16H9ClF3N |
| Molecular Weight | 307.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 102-105 ℃
TSCA: Not listed on TSCA inventory