![5-(Difluoromethyl)-1H-pyrrolo[2,3-c]pyridine](data:image/png;base64,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)
| Product Number | 3H31-3-5K |
| CAS | 2149590-05-4 |
| MDL Number | MFCD29767618 |
| Molecular Formula | C8H6F2N2 |
| Molecular Weight | 168.147 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory