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)
| Product Number | 4H53-B-01 |
| CAS | 219793-87-0 |
| MDL Number | MFCD00117488 |
| Molecular Formula | C17H10Br3FN4O2 |
| Molecular Weight | 561.003 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory