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)
| Product Number | 4H54-B-0C |
| CAS | 2379918-59-7 |
| MDL Number | MFCD31745720 |
| Molecular Formula | C7H3BrFN3O2 |
| Molecular Weight | 260.022 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory