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)
| Product Number | 4H07-B-03 |
| CAS | 231630-82-3 |
| MDL Number | MFCD00153711 |
| Molecular Formula | C9H4BrF11N2O |
| Molecular Weight | 445.03 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory