![2-[2-(6-Fluoroimidazo[1,2-a]pyridin-2-yl)ethyl]-1H-isoindole-1,3(2H)-dione hydrobromide](data:image/png;base64,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)
| Product Number | 4H48-B-21 |
| CAS | 1858250-77-7 |
| MDL Number | MFCD27995622 |
| Molecular Formula | C17H13BrFN3O2 |
| Molecular Weight | 390.212 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory