![3-Bromo-6-fluoropyrazolo[1,5-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-B-2B |
| CAS | 1352625-30-9 |
| MDL Number | MFCD27996891 |
| Molecular Formula | C7H4BrFN2 |
| Molecular Weight | 215.025 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory