![1-(2-Bromo-4-fluorobenzyl)-6,7-dihydro-1H-pyrrolo[3,2-c]pyridin-4(5H)-one](data:image/png;base64,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)
| Product Number | 4H48-B-32 |
| CAS | 1206969-77-8 |
| MDL Number | MFCD14585354 |
| Molecular Formula | C14H12BrFN2O |
| Molecular Weight | 323.165 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory