![6-Bromo-2-(trifluoromethyl)oxazolo[5,4-b]pyridine](data:image/png;base64,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)
| Product Number | 4H56-B-0V |
| Purity | 95 % |
| CAS | 886373-24-6 |
| MDL Number | MFCD07375029 |
| Molecular Formula | C7H2BrF3N2O |
| Molecular Weight | 267.005 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory