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)
| Product Number | 8H69-B-02 |
| CAS | 951884-77-8 |
| MDL Number | MFCD09801007 |
| Molecular Formula | C11H11BrF3NO3S |
| Molecular Weight | 374.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 131-133 ℃
TSCA: Not listed on TSCA inventory