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)
| Product Number | 4848-F-05 |
| CAS | 2728-58-7 |
| MDL Number | MFCD01311976 |
| Molecular Formula | C10H8BrClF3NO |
| Molecular Weight | 330.53 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory