![tert-Butyl 8-chloro-2,3-dihydropyrido[3,2-f][1,4]oxazepine-4(5H)-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-5-AB |
| CAS | 956434-30-3 |
| MDL Number | MFCD11113071 |
| Molecular Formula | C13H17ClN2O3 |
| Molecular Weight | 284.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory