![6-Bromo-3-(difluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-B-2R |
| CAS | 2092522-63-7 |
| MDL Number | MFCD29767636 |
| Molecular Formula | C8H5BrF2N2 |
| Molecular Weight | 247.043 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory