![5-Benzyloxy-3-(difluoromethyl)-1H-pyrrolo[2,3-c]pyridine](data:image/png;base64,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)
| Product Number | 4H56-3-F4 |
| CAS | 2149597-58-8 |
| MDL Number | MFCD29767617 |
| Molecular Formula | C15H12F2N2O |
| Molecular Weight | 274.271 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory