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)
| Product Number | 4653-F-04 |
| CAS | 2407339-55-1 |
| MDL Number | MFCD32264076 |
| Molecular Formula | C10H9BrClF3N2O |
| Molecular Weight | 345.54 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory