![3-Chloro-5-(trifluoromethyl)-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
| Product Number | 3H31-7-1K |
| CAS | 1289197-40-5 |
| MDL Number | MFCD20526750 |
| 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 |
TSCA: Not listed on TSCA inventory