![Benzhydryl 3-formyl-6-oxo-7-[(2-phenylacetyl)amino]-7,7a-dihydro-2H,6H-azeto[2,1-b][1,3]thiazine-4-carboxylate](data:image/png;base64,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)
| Product Number | 8H58-1-57 |
| CAS | 1214226-58-0 |
| MDL Number | MFCD00829197 |
| Molecular Formula | C29H24N2O5S |
| Molecular Weight | 512.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory