![3-Amino-4,5-dihydro-9-fluoro-1H-benzo[b]azepin-2(3H)-one hemioxalate](data:image/png;base64,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)
| Product Number | 4H56-3-13 |
| CAS | |
| MDL Number | MFCD11858609 |
| Molecular Formula | C22H24F2N4O6 |
| Molecular Weight | 478.453 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory