![3-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-7-T9 |
| CAS | 1019027-76-9 |
| MDL Number | MFCD09994776 |
| Molecular Formula | C8H4ClF3N2 |
| Molecular Weight | 220.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 41-44 ℃
TSCA: Not listed on TSCA inventory