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)
| Product Number | 8H69-9-23 |
| Purity | 98 % |
| CAS | 834-67-3 |
| MDL Number | MFCD00194739 |
| Molecular Formula | C10H12BrNO3S |
| Molecular Weight | 306.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 140-142 ℃
TSCA: Not listed on TSCA inventory