![2-Chloro-3-(difluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-7-9L |
| CAS | 2149597-80-6 |
| MDL Number | MFCD29767639 |
| Molecular Formula | C8H5ClF2N2 |
| Molecular Weight | 202.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory