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)
| Product Number | 8867-B-01 |
| Purity | 97 % |
| CAS | 887266-94-6 |
| MDL Number | MFCD07368704 |
| Molecular Formula | C15H10BrF3N2OS |
| Molecular Weight | 403.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 159-161 ℃
TSCA: Not listed on TSCA inventory