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)
| Product Number | 3H32-3-V8 |
| Purity | 97 % |
| CAS | 175136-60-4 |
| MDL Number | MFCD00053048 |
| Molecular Formula | C12H7F6N |
| Molecular Weight | 279.185 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 43 ℃
TSCA: Not listed on TSCA inventory